diff --git a/pyne/ensdf_processing.py b/pyne/ensdf_processing.py index 9fa5d20dd8..be7f693485 100644 --- a/pyne/ensdf_processing.py +++ b/pyne/ensdf_processing.py @@ -79,6 +79,35 @@ def alphad(inputdict_unchecked): proc.stdin.close() return inputdict_unchecked +def delta(inputdict_unchecked): + """ + This function calculates the best values of mixing ratios based of its analysis of + the angular correlation and conversion coefficient data. + + Parameters + ---------- + inputdict_unchecked : dictionary + dictionary that must have the following key-pair values: + input_file : string, path to input ensdf file. + output_file : string, path to file for output write (doesn't have to exist). + + Returns + ------- + rtn : dictionary + Everything in input dictionary is returned if DELTA completes successfully. + """ + inputdict = {} + input_file = inputdict_unchecked['input_file'] + output_file = inputdict_unchecked['output_file'] + + exe_path = path_to_exe('delta') + proc = subprocess.Popen([exe_path],stdout=subprocess.PIPE,stdin=subprocess.PIPE) + inp = input_file + '\n' + output_file + '\n' + proc.stdin.write(inp.encode('utf-8')) + proc.communicate()[0] + proc.stdin.close() + return inputdict_unchecked + def gabs(inputdict_unchecked): """ This program calculates Gamma-ray absolute intensity and normalization (GABS readme) @@ -90,7 +119,7 @@ def gabs(inputdict_unchecked): input_file : string, input ensdf file dataset_file : string, dataset file to be used output file : string, file for output to be written to (doesn't have to exist) - + Returns ------- rtn : dictionary @@ -114,6 +143,159 @@ def gabs(inputdict_unchecked): proc.communicate()[0] proc.stdin.close() +def gtol(inputdict_unchecked): + """ + GTOL uses gamma-ray energies to derive a set of least-squares adjusted level energies. + + The net feeding at each level is calculated from the input gamma intensities and conversion + coefficients. (GTOL readme) + + Parameters + ---------- + inputdict_unchecked : dictionary + dictionary that must have the following key-pair values: + input_file : string, input ensdf file. + report_file : string, desired gtol report file path. + new_ensdf_file_with_results : boolean, if true then a new ensdf file with results + will be created. + output_file : string, desired gtol output file path. + supress_gamma_comparison : boolean, if true the gamma comparison will be suppressed. + dcc_theory_percent : double, specifies the dcc theory percentage to be used. + + Returns + ------- + rtn : dictionary + Everything in input dictionary is returned if GTOL completes successfully. + """ + inputdict = {} + input_file = inputdict_unchecked['input_file'] + report_file = inputdict_unchecked['report_file'] + new_out = inputdict_unchecked['new_ensdf_file_with_results'] + output_file = inputdict_unchecked['output_file'] #output file if report = yes + supress_g = inputdict_unchecked['supress_gamma_comparison'] + supress_ic = inputdict_unchecked['supress_intensity_comparison'] + dcc_theory = inputdict_unchecked['dcc_theory_percent'] + + exe_path = path_to_exe('gtol') + proc = subprocess.Popen([exe_path],stdout=subprocess.PIPE,stdin=subprocess.PIPE) + inp = input_file + '\n' + report_file + '\n' + if (new_out): + inp = inp + 'Y' + '\n' + output_file + '\n' + else: + inp = inp + 'N' + '\n' + if (supress_g): + inp = inp + 'Y' + '\n' + else: + inp = inp + 'N' + '\n' + if(supress_ic): + inp = inp + 'Y' + '\n' + else: + inp = inp + 'N' + '\n' + dcc_theory + '\n' + proc.stdin.write(inp.encode('utf-8')) + proc.communicate()[0] + proc.stdin.close() + return inputdict_unchecked + +def hsicc(inputdict_unchecked): + """ + This program calculates internal conversion coefficients. (HSICC readme) + + Parameters + ---------- + inputdict_unchecked : dictionary + dictionary that must have the following key-pair values: + data_deck : string, data deck to be used for hsicc program. + icc_index : string, icc index to be used for hsicc program. + icc_table : string, icc table to be used for the hsicc program. + complete_report : string, desired report file path for hsicc program. + new_card_deck : string, desired new card deck file path for hsicc program. + comparison_report : string, desired comparison report path for hsicc program. + is_multipol_known : int, 1 if multipol is known, 0 otherwise. + + Returns + ------- + rtn : dictionary + Everything in input dictionary is returned if HSICC completes successfully. + """ + inputdict = {} + data_deck = inputdict_unchecked['data_deck'] + icc_index = inputdict_unchecked['icc_index'] + icc_table = inputdict_unchecked['icc_table'] + complete_report = inputdict_unchecked['complete_report'] + new_card_deck = inputdict_unchecked['new_card_deck'] + comparison_report = inputdict_unchecked['comparison_report'] + multipol_known = inputdict_unchecked['is_multipol_known'] #'Y or CR' + + exe_path = path_to_exe('hsicc') + proc = subprocess.Popen([exe_path],stdout=subprocess.PIPE,stdin=subprocess.PIPE) + inp = data_deck + '\n' + icc_index + '\n' + icc_table + '\n' + \ + complete_report + '\n' + new_card_deck + '\n' + comparison_report + '\n' + multipol_known + proc.stdin.write(inp.encode('utf-8')) + proc.communicate()[0] + proc.stdin.close() + return inputdict_unchecked + +def hsmrg(inputdict_unchecked): + """ + This program merges new gamma records created by HSICC with the original input + data. (HSICC readme) + + Parameters + ---------- + inputdict_unchecked : dictionary + dictionary that must have the following key-pair values: + data_deck : string, data deck file path for hsmrg to use. + card_deck : string, card deck file path for hsmrg to use. + merged_data_deck : string, desired merged data deck file path created by hsmrg. + + Returns + ------- + rtn : dictionary + Everything in input dictionary is returned if HSMRG completes successfully. + """ + inputdict = {} + data_deck = inputdict_unchecked['data_deck'] + card_deck = inputdict_unchecked['card_deck'] + merged_data_deck = inputdict_unchecked['merged_data_deck'] + + exe_path = path_to_exe('hsmrg') + proc = subprocess.Popen([exe_path],stdout=subprocess.PIPE,stdin=subprocess.PIPE) + inp = data_deck + '\n' + card_deck + '\n' + merged_data_deck + proc.stdin.write(inp.encode('utf-8')) + proc.communicate()[0] + proc.stdin.close() + return inputdict_unchecked + +def seqhst(inputdict_unchecked): + """ + This program recreates a sequential file of the internal conversion table from the + direct access file. (HSICC readme) + + Parameters + ---------- + inputdict_unchecked : dictionary + dictionary that must have the following key-pair values: + binary_table_input_file : string, binary table input file path. + sequential_output_file : string, desired path of sequential output file. + + Returns + ------- + rtn : dictionary + Everything in input dictionary is returned if SEQHST completes successfully. + """ + #NOTE: changed input file line length to 90 to support longer file paths in fortran source. + inputdict = {} + input_file = inputdict_unchecked['binary_table_input_file'] + output_file = inputdict_unchecked['sequential_output_file'] + + exe_path = path_to_exe('seqhst') + proc = subprocess.Popen([exe_path],stdout=subprocess.PIPE,stdin=subprocess.PIPE) + inp = input_file + '\n' + output_file + proc.stdin.write(inp.encode('utf-8')) + proc.communicate()[0] + proc.stdin.close() + return inputdict_unchecked + def logft(inputdict_unchecked): #NOTE: changed input file line length to 90 to support longer file paths in fortran source. """ diff --git a/setup.py b/setup.py index 2da25b1228..629e0a78a4 100755 --- a/setup.py +++ b/setup.py @@ -180,11 +180,11 @@ def download_decay(): durl.close() return True -local_ensdf_evaluators = ['alphad', 'logft', 'radd', 'ruler'] +local_ensdf_evaluators = ['alphad', 'delta', 'gtol', 'hsicc', 'hsmrg', 'seqhst', + 'logft', 'radd', 'ruler'] local_ensdf_tools = [['ensdf_processing/RADD/98AK04.in', '98AK04.in'], ['ensdf_processing/RADD/ELE.in', 'ELE.in']] - def copy_ensdf_executables(exe_dest): print('Copying ENSDF Executables to install directory') # Hack for copying the executables the first time PyNE is instealled, before @@ -203,7 +203,6 @@ def copy_ensdf_executables(exe_dest): except Exception: print('Some ENSDF processing executables were unable to be copied to the \ install directory.') - for tool in local_ensdf_tools: try: local_path = os.path.join('src', tool[0]) diff --git a/src/CMakeLists.txt b/src/CMakeLists.txt index 749e5b88a1..42dd26b844 100644 --- a/src/CMakeLists.txt +++ b/src/CMakeLists.txt @@ -106,6 +106,15 @@ set_source_files_properties(decay.cpp PROPERTIES COMPILE_FLAGS add_executable(alphad ${PROJECT_SOURCE_DIR}/src/ensdf_processing/ALPHAD/alphad.f ${PROJECT_SOURCE_DIR}/src/ensdf_processing/nsdflib95.f) +add_executable(delta ${PROJECT_SOURCE_DIR}/src/ensdf_processing/DELTA/delta.for) +add_executable(gtol ${PROJECT_SOURCE_DIR}/src/ensdf_processing/GTOL/gtol.f + ${PROJECT_SOURCE_DIR}/src/ensdf_processing/nsdflib95.f) +add_executable(hsicc ${PROJECT_SOURCE_DIR}/src/ensdf_processing/HSICC/hsicc.for + ${PROJECT_SOURCE_DIR}/src/ensdf_processing/nsdflib95.f) +add_executable(hsmrg ${PROJECT_SOURCE_DIR}/src/ensdf_processing/HSICC/hsmrg.for + ${PROJECT_SOURCE_DIR}/src/ensdf_processing/nsdflib95.f) +add_executable(seqhst ${PROJECT_SOURCE_DIR}/src/ensdf_processing/HSICC/seqhst.for + ${PROJECT_SOURCE_DIR}/src/ensdf_processing/nsdflib95.f) add_executable(logft ${PROJECT_SOURCE_DIR}/src/ensdf_processing/LOGFT/logft.for ${PROJECT_SOURCE_DIR}/src/ensdf_processing/nsdflib95.f) add_executable(radd ${PROJECT_SOURCE_DIR}/src/ensdf_processing/RADD/RadD.for) diff --git a/src/ensdf_processing/DELTA/delta.for b/src/ensdf_processing/DELTA/delta.for new file mode 100644 index 0000000000..9fd195047c --- /dev/null +++ b/src/ensdf_processing/DELTA/delta.for @@ -0,0 +1,2563 @@ +C PROGRAM DELTA 01 00010 +C 01 00020 +C PROGRAM UNIT 1 01 00030 +C 01 00040 +C VERSION AUGUST, 1983, L.P. EKSTROM, LUND. 01 00050 +C VERSION 1 I/O UNIT NUMBER CHANGED(YS) 01 00060 +C Version 1.01 15-Apr-93 Delinted using FLINT 2.83 01 00070 +C Explicitely typed all variables and 01 00080 +C functions 01 00090 +C Floating overflow in SETFAC corrected and 01 00100 +C routines using factorials adjusted to 01 00110 +C handle change in data storage 01 00120 +C Corrected CLOSE statement on error in 01 00130 +C OPENFI 01 00140 +C Fixed output conversion problem 01 00150 +C (TWB) 01 00160 +C ANALYSES ANGULAR CORRELATION AND CONVERSION COEFFICIENT DATA, 01 00170 +C AND CALCULATES THE BEST VALUES OF MIXING RATIOS. THE SIGN 01 00180 +C CONVENTION IS THAT OF KRANE AND STEFFEN, PHYS.REV. C2(1970)724. 01 00190 +C 01 00200 +C THE GAMMA-GAMMA CASCADE STUDIED IS: 01 00210 +C 01 00220 +C --------- J(1) 01 00230 +C I 01 00240 +C I DELTA(1) (TRANSITION NUMBER 1) 01 00250 +C I 01 00260 +C V 01 00270 +C --------- J(2) 01 00280 +C I . 01 00290 +C I DU(1) . 01 00300 +C I . 01 00310 +C V . 01 00320 +C --------- J(3) . 01 00330 +C . UNOBSERVED TRANSITIONS 01 00340 +C --------- J(NLEV-2) . (MAXIMUM 3) 01 00350 +C I . 01 00360 +C I DU(NLEV-3) . 01 00370 +C I . 01 00380 +C V . 01 00390 +C --------- J(NLEV-1) 01 00400 +C I 01 00410 +C I DELTA(2) (TRANSITION NUMBER 2) 01 00420 +C I 01 00430 +C V 01 00440 +C --------- J(NLEV) 01 00450 +C 01 00460 +C DELTA(1) AND DELTA(2) CAN BE VARIED. THE MIXING RATIOS OF 01 00470 +C THE UNOBSERVED TRANSITIONS ARE FIXED. 01 00480 +C POSSIBLE DATA ITEMS ARE: 01 00490 +C 1) A(2) AND A(4) FOR GAMMA-GAMMA CORRELATION (CORRECTED FOR 01 00500 +C SOLID ANGLE EFFECTS). 01 00510 +C 2) DELTA VALUES FROM OTHER INDEPENDENT MEASUREMENTS (ATAN(DELTA) 01 00520 +C IS USED INTERNALLY). 01 00530 +C 3) CONVERSION COEFFICIENT OR CONVERSION RATIO DATA. 01 00540 +C 01 00550 +C ALL DATA ITEMS ARE TREATED AS INDEPENDENT, AND UNCERTAINTIES 01 00560 +C AS STATISTICAL. NOTE THAT A MEASURED A(2) ONLY GIVES VERY LITTLE 01 00570 +C INFORMATION IF BOTH MIXING RATIOS ARE UNKNOWN. A MEASURED INTERNAL 01 00580 +C CONVERSION COEFFICIENT HELPS A LOT! NOTE THAT DELTA VALUES MAY 01 00590 +C BE SUSPECT WHEN MINIMUM IS NOT APPROXIMATELY PARABOLIC. 01 00600 +C THE DEFAULT STEP SIZE IN ATAN(DELTA) IS 2 DEGREES. THIS IS 01 00610 +C NORMALLY SMALL ENOUGH, BUT FOR VERY ACCURATE DATA A SMALLER 01 00620 +C STEP SIZE (SET WITH OPTION ST) MAY BE NECESSARY. 01 00630 +C 01 00640 +C LIMITATIONS: 01 00650 +C 1) NO TRIPLE CORRELATIONS. 01 00660 +C 2) SPINS UP TO 20 ARE ALLOWED, EXCEPT WHEN UNOBSERVED TRANSTIONS 01 00670 +C ARE INVOLVED. FOR UNOBSERVED TRANSITIONS THE MAXIMUM SPIN 01 00680 +C IS 10. THESE LIMITATIONS ARE VALID IF THE COMPUTER CAN 01 00690 +C HANDLE DOUBLE PRECISION REALS OF UP TO 10**76. 01 00700 +C 3) EFFECTS OF INTERNAL CONVERSION ON THE DEORIENTATION 01 00710 +C COEFFICIENTS FOR MIXED TRANSITIONS ARE NEGLECTED. SEE 01 00720 +C ANICIN ET AL, NUCL.INSTR. 103(1972)395 FOR THIS USUALLY 01 00730 +C VERY SMALL EFFECT. 01 00740 +C 01 00750 +C *INPUT* 01 00760 +C (FILE 25, OPENED IN SUBROUTINE OPENFI) 01 00770 +C ALL CARDS HAVE THE FOLLOWING FORMAT: 01 00780 +C COL. 1-2 SYMBOL THAT DETERMINES TYPE OF CARD. 01 00790 +C COL. 3-72 FREE FORMAT REALS OR INTEGERS. SEPARATOR: ANY 01 00800 +C CHARACTER DIFFERENT FROM '0-9', '.' AND '-'. 01 00810 +C EVERYTHING FOLLOWING A '$' IS IGNORED. THIS CAN 01 00820 +C BE USED FOR COMMENTS ON THE DATA CARDS. 01 00830 +C ONLY DATA AND GO CARDS ARE NECESSARY. UNCERT.= 0 FOR DELTA MEANS 01 00840 +C THAT DELTA IS KEPT FIXED. NEW DATA WITH SAME NAME AS EXISTING 01 00850 +C DATA REPLACE THE LATTER. 01 00860 +C 01 00870 +C OPTIONS (PARAMETERS IN () ARE OPTIONAL) 01 00880 +C CL CLEAR DATA 01 00890 +C DU DUMP COMMON BLOCKS (FOR DEBUGGING) 01 00900 +C OU A A=0 SHORT OUTPUT (DEFAULT) 01 00910 +C A>0 FULL OUTPUT 01 00920 +C ST ST1(,ST2) STEPSIZE (IN DEGREES) FOR ATAN(DELTA1) 01 00930 +C AND ATAN(DELTA2), RESPECTIVELY 01 00940 +C EN END OF RUN 01 00950 +C GO RJ1,RJ2(,RJ3) READ SPINS AND GO. RJ ARE REALS OR 01 00960 +C INTEGERS. (E.G. 5/2-=-2.5, 2+=2, 01 00970 +C 0-=-0) MAXIMUM 6 SPINS. 01 00980 +C HE ANY TEXT HEADER 01 00990 +C LI A,B,C,D LIMITS ATAN(DELTA1) TO A TO B 01 01000 +C AND ATAN(DELTA2) TO C TO D 01 01010 +C UN (DU(1),DU(2),DU(3)) UNOBSERVED TRANSITIONS, DELTAS. 01 01020 +C DEFAULTS=0.0 01 01030 +C 01 01040 +C CORRELATION AND DELTA DATA 01 01050 +C A2 A2,DA2 A2, UNCERTAINTY IN A2 01 01060 +C A4 A4,DA4 A4, UNCERTAINTY IN A4 01 01070 +C D NTR(,DELTA,DDELTA) TRANSITION NUMBER, DELTA, UNCERT. 01 01080 +C IN DELTA. DEFAULTS: NONE,0,0 01 01090 +C 01 01100 +C CONVERSION COEFFICIENT DATA (MAXIMUM 5 ITEMS) 01 01110 +C ** NTR,EXP,DEXP,L1,H1(,L2,H2) 01 01120 +C WHERE ** IS ANY UNIQUE COMBINATION OF SYMBOLS (E.G. CC, AK) 01 01130 +C NTR THE NUMBER OF THE TRANSITION (1 OR 2) 01 01140 +C EXP EXPERIMENTAL VALUE 01 01150 +C DEXP UNCERTAINTY 01 01160 +C L1 THEORETICAL VALUE FOR THE LOWER MULTIPOLE (SHELL1) 01 01170 +C H1 THEORETICAL VALUE FOR THE HIGHER MULTIPOLE (SHELL1) 01 01180 +C FOR RATIOS SHELL1/SHELL2: 01 01190 +C L2 THEORETICAL VALUE FOR THE LOWER MULTIPOLE (SHELL2) 01 01200 +C H2 THEORETICAL VALUE FOR THE HIGHER MULTIPOLE (SHELL2) 01 01210 +C 01 01220 +C TIMING AND CORE REQUIREMENTS FOR NORSK DATA ND-500: 01 01230 +C CORE 58 KBYTES. TIME 8 SEC. FOR ONE SPIN SEQUENCE AND BOTH DELTAS 01 01240 +C VARIED. 01 01250 +C 01 01260 +C *OUTPUT* 01 01270 +C (FILE 26, OPENED IN OPENFI) 01 01280 +C SHORT OUTPUT MARKED WITH A STAR (*) 01 01290 +C FOR EACH SPIN COMBINATION (EACH GO CARD): 01 01300 +C * OPTION AND DATA CARDS READ 01 01310 +C * HEADER 01 01320 +C * DATA 01 01330 +C HEADER 01 01340 +C CHI**2 AND BEST THEORETICAL VALUES OF DATA (STEP IN DELTA1) 01 01350 +C * BEST DELTA1 01 01360 +C HEADER 01 01370 +C * PLOT OF CHI**2 VERSUS ATAN(DELTA1) 01 01380 +C HEADER 01 01390 +C CHI**2 AND BEST THEORETICAL VALUES OF DATA (STEP IN DELTA2) 01 01400 +C * BEST DELTA2 01 01410 +C * PLOT OF CHI**2 VERSUS ATAN(DELTA2) 01 01420 +C * 'END OF ANALYSIS FOR THIS SPIN COMBINATION' 01 01430 +C 01 01440 +C OPTIONALLY A DUMP OF COMMON BLOCK VARIABLES CAN BE OBTAINED 01 01450 +C 01 01460 +C INPUT/OUTPUT UNITS ARE CHOSEN BY DIALOGUE WITH TERMINAL (UNITS 5&6).01 01470 +C ALL TERMINAL COMMUNICATION IS MARKED IN THE CODE FOR EASY 01 01480 +C REMOVAL IF ONE WANTS BATCH MODE. 01 01490 +C 01 01500 +C A MAXIMUM OF 9 DATA ITEMS ARE ALLOWED. THEY ARE STORED 01 01510 +C IN COMMON BLOCK /DATA/ IN THE FOLLOWING ORDER: 01 01520 +C 01 01530 +C INDEX DATA ITEM 01 01540 +C 1 A2 COEFFICIENT 01 01550 +C 2 A4 COEFFICIENT 01 01560 +C 3 ATAN(DELTA1) DATA (NOTE: DELTA ON INPUT, 01 01570 +C ATAN(DELTA) INTERNALLY) 01 01580 +C 4 ATAN(DELTA2) DATA 01 01590 +C 5-9 ANY CONVERSION COEFFICIENT OR RATIO 01 01600 +C 01 01610 +C COMMON BLOCK VARIABLES 01 01620 +C 01 01630 +C /SPINS/ 01 01640 +C J(6) 2*SPIN OF LEVEL 01 01650 +C PI(6) PARITY OF LEVEL (1.0=+, -1.0=-) 01 01660 +C NLEV NUMBER OF LEVELS 01 01670 +C ODD .T.=HALF INTEGER SPINS, .F.=INTEGER SPINS 01 01680 +C 01 01690 +C /COEFFS/ 01 01700 +C R1(2,3) RK COEFFICIENT FOR THE FIRST TRANSITION. FIRST 01 01710 +C INDEX=K/2, SECOND INDEX= LL,LL',L'L' 01 01720 +C R2(2,3) AS R1 BUT FOR SECOND TRANSITION 01 01730 +C U1(2) UK COEFFICIENT FOR 1'ST UNOBSERVED TRANSITION. 01 01740 +C INDEX=K/2 01 01750 +C U2(2) AS U1 BUT FOR 2'ND UNOBSERVED TRANSITION 01 01760 +C U3(2) AS U1 BUT FOR 3'RD UNOBSERVED TRANSITION 01 01770 +C UPROD(2) PRODUCT U1(K)*U2(K)*U3(K). INDEX=K/2. 01 01780 +C 01 01790 +C /DATA/ 01 01800 +C VALUE(9) EXPERIMENTAL VALUE 01 01810 +C ERROR(9) EXPERIMENTAL UNCERTAINTY 01 01820 +C THEO(9) THEORETICAL VALUE 01 01830 +C DATA(9) .T.=DATA GIVEN, .F.=NO DATA 01 01840 +C ITRAN(9) TRANSITION NUMBER FOR WHICH DATA APPLIES 01 01850 +C RLOW1(9) CONVERSION COEFFICIENT FOR LOWER MULTIPOLE (SHELL 1) 01 01860 +C HIGH1(9) CONVERSION COEFFICIENT FOR HIGHER MULTIPOLE (SHELL 1)01 01870 +C NDAT NUMBER OF DATA ITEMS 01 01880 +C RLOW2(9) CONVERSION COEFFICIENT FOR LOWER MULTIPOLE (SHELL 2)01 01890 +C HIGH2(9) CONVERSION COEFFICIENT FOR HIGHER MULTIPOLE (SHELL 2)01 01900 +C RATIO(9) .T.=RATIO SHELL1/SHELL2 GIVEN, .F.=CONVERSION 01 01910 +C COEFFICIENT FOR SHELL 1 GIVEN 01 01920 +C 01 01930 +C /DELTAS/ 01 01940 +C RLLIM(2) LOWER LIMIT OF ATAN(DELTA), INDEX=TRANSITION NUMBER 01 01950 +C RULIM(2) UPPER LIMIT OF ATAN(DELTA), INDEX=TRANSITION NUMBER 01 01960 +C STEP(2) STEP IN ATAN(DELTA), INDEX=TRANSITION NUMBER 01 01970 +C PURE(2) .T.=PURE MULTIPOLE, .F.=MIXED MULTIPOLES. INDEX= 01 01980 +C TRANSITION NUMBER 01 01990 +C NUMU NUMBER OF UNOBSERVED TRANSITIONS 01 02000 +C DU(3) DELTA OF UNOBSERVED TRANSITION. INDEX= 01 02010 +C UNOBSERVED TRANSITION NUMBER 01 02020 +C 01 02030 +C /CARD/ (CHARACTER) 01 02040 +C CARD*80 STRING CONTAINING LAST DATA CARD READ 01 02050 +C 01 02060 +C /FAC/ 01 02070 +C FA(114) FACTORIALS FOR CLEGOR AND WCOEFF 01 02080 +C (kept between 0.1 and 1. to avoid floating overflow 01 02090 +C by storing exponent separately) 01 02100 +C ifa(114) Exponent of fa 01 02110 +C 01 02120 +C /MISC/ 01 02130 +C DUMP .T.=DUMP ON, .F.=DUMP OFF 01 02140 +C NFREE NUMBER OF DEGREES OF FREEDOM IN FIT 01 02150 +C NUMB NUMBER OF ATAN(DELTA) POINTS 01 02160 +C QSQ(181) UNNORMALIZED CHI**2 01 02170 +C ALIM(2,2) LIMITS IN ATAN(DELTA). FIRST INDEX=TRANSITION 01 02180 +C NUMBER, SECOND INDEX: 1=LOWER, 2=UPPER 01 02190 +C SHORT .T.=SHORT OUTPUT, .F.=FULL OUTPUT 01 02200 +C 01 02210 +C /CHARAC/ (CHARACTER) 01 02220 +C NAME(9)*2 NAME OF DATA ITEM, INDEX=ITEM NUMBER 01 02230 +C MULL(2)*2 LOWER MULTIPOLARITY, INDEX=TRANSITION NUMBER 01 02240 +C MULH(2)*2 HIGHER MULTIPOLARITY, INDEX=TRANSITION NUMBER 01 02250 +C TITLE*80 LAST HEADER 01 02260 +C 01 02270 +C 01 02280 +C 01 02290 +C PROGRAM UNITS (ALPHABETICAL): 01 02300 +C 01 02310 +C NAME NUMBER I/O TYPE 01 02320 +C AK 22 REAL FUNCTION 01 02330 +C AOUT 4 * ENTRY 01 02340 +C BOUT 4 * ENTRY 01 02350 +C CC 21 REAL FUNCTION 01 02360 +C CLEAR 32 SUROUTINE 01 02370 +C CLEGOR 27 REAL FUNCTION 01 02380 +C COUT 4 * ENTRY 01 02390 +C CREAD 31 SUBROUTINE 01 02400 +C DELOUT 4 * ENTRY 01 02410 +C DIPS 10 SUBROUTINE 01 02420 +C DOUT 4 * ENTRY 01 02430 +C DUMPP 7 * SUBROUTINE 01 02440 +C EOUT 4 * ENTRY 01 02450 +C F 19 REAL FUNCTION 01 02460 +C HEADR 5 * SUBROUTINE 01 02470 +C HEOUT 4 * ENTRY 01 02480 +C HIST 6 * SUBROUTINE 01 02490 +C HOUT 4 * ENTRY 01 02500 +C ISPIN 16 INTEGER FUNCTION 01 02510 +C LIFIVE 17 REAL FUNCTION 01 02520 +C LINE 20 * SUBROUTINE 01 02530 +C LITENT 18 REAL FUNCTION 01 02540 +C MAIN 1 # MAIN PROGRAM 01 02550 +C MOUT 4 * ENTRY 01 02560 +C OPENFI 2 # SUBROUTINE 01 02570 +C OUT 4 * SUBROUTINE 01 02580 +C PAROUT 4 * ENTRY 01 02590 +C POUT 4 * ENTRY 01 02600 +C QUADIN 15 SUBROUTINE 01 02610 +C RDDATA 3 $ SUBROUTINE 01 02620 +C RK 25 REAL FUNCTION 01 02630 +C RMINIM 9 REAL FUNCTION 01 02640 +C SETCOF 12 SUBROUTINE 01 02650 +C SETFAC 30 SUBROUTINE 01 02660 +C SETUP 11 SUBROUTINE 01 02670 +C SETVAL 13 SUBROUTINE 01 02680 +C SOUT 4 * ENTRY 01 02690 +C SQRES 14 REAL FUNCTION 01 02700 +C SRK 23 SUBROUTINE 01 02710 +C SUK 24 SUBROUTINE 01 02720 +C TOUT 4 * ENTRY 01 02730 +C TRI 29 DOUBLE PRECISION FUNCTION 01 02740 +C TROUT 4 *,# ENTRY 01 02750 +C UK 26 REAL FUNCTION 01 02760 +C WCOEFF 28 REAL FUNCTION 01 02770 +C WORK 8 SUBROUTINE 01 02780 +C 01 02790 +C * OUTPUT (UNIT 6) 01 02800 +C $ INPUT (UNIT 5) 01 02810 +C # TERMINAL COMMUNICATION (UNIT 1) 01 02820 +C 01 02830 +C **********************************************************************01 02840 +C 01 02850 +C NOPT IS NUMBER OF OPTIONS 01 02860 + Integer nopt 01 02870 + PARAMETER (NOPT=9) 01 02880 +C 01 02890 + Integer j(6),nlev 01 02900 + LOGICAL ODD 01 02910 + Real pi(6) 01 02920 + COMMON /SPINS/ J,PI,NLEV,ODD 01 02930 +C 01 02940 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 01 02950 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 01 02960 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)01 02970 + Integer itran(9),ndat 01 02980 + Logical data(9),ratio(9) 01 02990 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 01 03000 + 2 RLOW2,HIGH2,RATIO 01 03010 +C 01 03020 + Integer numu 01 03030 + Logical pure(2) 01 03040 + Real rllim(2),rulim(2),step(2),du(3) 01 03050 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 01 03060 +C 01 03070 + Integer nfree,numb 01 03080 + LOGICAL DUMP,SHORT 01 03090 + Real QSQ(181),alim(2,2) 01 03100 + Common /MISC/ DUMP,NFREE,NUMB,QSQ,ALIM,SHORT 01 03110 +C 01 03120 + Character*80 CARD 01 03130 + Common /CARD/ CARD 01 03140 +C 01 03150 + Character*2 NAME(9),MULL(2),MULH(2) 01 03160 + CHARACTER*80 TITLE 01 03170 + Common /CHARAC/ NAME,MULL,MULH,TITLE 01 03180 +C 01 03190 + Integer ifa(114) 01 03200 + Double Precision fa(114) 01 03210 + COMMON /FAC/ ifa,FA 01 03220 +C 01 03230 + Integer i,ng,np,ns,nsave 01 03240 + Real help1,help2,rads,t(10) 01 03250 + Character*2 iopt(nopt) 01 03260 +C 01 03270 + Integer Ispin 01 03280 + External Ispin 01 03290 +C 01 03300 + Real ATAN 01 03310 + Intrinsic ATAN 01 03320 +C 01 03330 + DATA IOPT /'GO','EN','CL','DU','HE','LI','UN','OU','ST'/ 01 03340 +C RADS IS PI/180 01 03350 + DATA RADS /0.0174532/ 01 03360 +C 01 03370 +C MAIN PROGRAM, CHECKS INPUT 01 03380 +C 01 03390 +C OPENS I/O UNITS 01 03400 + CALL OPENFI 01 03410 +C INITIALIZES 01 03420 + CALL SETFAC 01 03430 + CALL CLEAR 01 03440 +1 CALL RDDATA(CARD,T,NP) 01 03450 +C CHECK IF OPTION 01 03460 + DO 2 I=1,NOPT 01 03470 + IF(CARD(1:2).EQ.IOPT(I)) THEN 01 03480 + NSAVE=I 01 03490 + GO TO 10 01 03500 + ENDIF 01 03510 +2 CONTINUE 01 03520 + 01 03530 +C CHECK IF EXISTING DATA 01 03540 + DO 3 I=1,NDAT 01 03550 + IF(CARD(1:2).EQ.NAME(I)) THEN 01 03560 + NSAVE=I 01 03570 + GO TO 20 01 03580 + ENDIF 01 03590 +3 CONTINUE 01 03600 + 01 03610 +C IT MUST BE NEW DATA 01 03620 + GO TO 30 01 03630 + 01 03640 +C OPTION SWITCH 01 03650 +10 GO TO (11,12,13,14,15,16,17,18,19),NSAVE 01 03660 + 01 03670 +C OPTION IS GO 01 03680 +11 IF(NUMU.GT.0.AND.NP.LT.(NUMU+3)) CALL TROUT(11,'MAIN', 01 03690 + # 'TOO FEW OR TOO MANY LEVELS') 01 03700 + IF(NP.LT.2.OR.NP.GT.6) CALL TROUT(111,'MAIN', 01 03710 + # 'WRONG NUMBER OF LEVELS') 01 03720 + IF((DATA(1).OR.DATA(2).OR.DATA(4)).AND.(NP.LT.3)) 01 03730 + # CALL TROUT(112,'MAIN', 01 03740 + # 'TOO FEW LEVELS WITH CORRELATION OR DELTA(2) DATA') 01 03750 + NLEV=NP 01 03760 +C CALCULATE 2*SPIN AND PARITY 01 03770 + DO 115 I=1,NLEV 01 03780 + J(I)=ISPIN(T(I),PI(I)) 01 03790 +115 CONTINUE 01 03800 + 01 03810 +C********* WRITE ON TERMINAL 01 03820 + WRITE(6,1151) TITLE 01 03830 +1151 FORMAT(/1X,A) 01 03840 + WRITE(6,1152) (J(I), I=1,NLEV) 01 03850 +1152 FORMAT(' 2*SPINS:',6I7) 01 03860 +C*********************************** 01 03870 +C 01 03880 +C EVEN OR ODD SPINS? CHECK SPINS 01 03890 + ODD=(MOD(J(1),2).NE.0) 01 03900 + DO 117 I=2,NLEV 01 03910 + IF(ODD .AND. .NOT.(MOD(J(I),2).NE.0)) 01 03920 + 2 CALL TROUT(116,'MAIN','MIXED INTEGER/HALF INTEGER SPINS') 01 03930 +117 CONTINUE 01 03940 +C PREPARE FOR CHI**2 ANALYSIS 01 03950 + CALL SETUP 01 03960 +C PRINT HEADER 01 03970 + CALL HEADR 01 03980 +C OPTIONAL DUMP OF COMMON BLOCKS 01 03990 + IF(DUMP) CALL DUMPP 01 04000 +C PRINT OUT DATA 01 04010 + CALL DOUT 01 04020 +C PRINT OUT ATAN(DELTA) LIMITS 01 04030 + CALL POUT 01 04040 +C PERFORM CHI**2 ANALYSIS 01 04050 + CALL WORK 01 04060 +C 'END OF ANALYSIS FOR THIS SPIN COMBINATION' 01 04070 + CALL OUT 01 04080 + GO TO 1 01 04090 + 01 04100 +C OPTION IS EN 01 04110 +12 IF(NP.NE.0) CALL TROUT(12,'MAIN','PARAMETER ON END CARD') 01 04120 + CALL EOUT 01 04130 + STOP 01 04140 + 01 04150 +C OPTION IS CL 01 04160 +13 IF(NP.NE.0) CALL TROUT(13,'MAIN','PARAMETER ON CLEAR CARD') 01 04170 + CALL CLEAR 01 04180 + GO TO 1 01 04190 + 01 04200 +C OPTION IS DU 01 04210 +14 IF(NP.NE.0) CALL TROUT(14,'MAIN','PARAMETER ON DUMP CARD') 01 04220 + DUMP=.TRUE. 01 04230 + GO TO 1 01 04240 + 01 04250 +C OPTION IS HE 01 04260 +15 CONTINUE 01 04270 + TITLE=CARD(3:72) 01 04280 + GO TO 1 01 04290 + 01 04300 +C OPTION IS LI 01 04310 +16 IF(NP.NE.4) CALL TROUT(16,'MAIN', 01 04320 + # '4 AND ONLY 4 PARAMETERS ALLOWED ON LIMIT CARD') 01 04330 + DO 161 I=1,2 01 04340 + ALIM(I,1)=T(2*I-1) 01 04350 +161 ALIM(I,2)=T(2*I) 01 04360 + GO TO 1 01 04370 + 01 04380 +C OPTION IS UN 01 04390 +17 IF(NP.GT.3) CALL TROUT(17,'MAIN', 01 04400 + # 'MAXIMUM 3 UNOBSERVED TRANSITIONS') 01 04410 + NUMU=NP 01 04420 + DO 171 I=1,3 01 04430 +171 DU(I)=T(I) 01 04440 + GO TO 1 01 04450 + 01 04460 +C OPTION IS OU 01 04470 +18 IF(NP.GT.1) CALL TROUT(18,'MAIN', 01 04480 + # 'TOO MANY PARAMETERS ON OUTPUT CARD') 01 04490 + IF(T(1).LE.0) THEN 01 04500 + SHORT=.TRUE. 01 04510 + ELSE 01 04520 + SHORT=.FALSE. 01 04530 + ENDIF 01 04540 + GO TO 1 01 04550 + 01 04560 +C OPTION IS ST 01 04570 +19 IF(NP.GT.2) CALL TROUT(19,'MAIN', 01 04580 + # 'TOO MANY PARAMETERS ON STEP CARD') 01 04590 + DO 191 I=1,2 01 04600 + IF(T(I).GE.0.01) THEN 01 04610 + STEP(I)=T(I) 01 04620 + ELSE 01 04630 +C DEFAULT STEP IS 2 DEGREES 01 04640 + STEP(I)=2.0 01 04650 + ENDIF 01 04660 +191 CONTINUE 01 04670 + GO TO 1 01 04680 + 01 04690 +C DATA SWITCH 01 04700 +20 GO TO (21,22,23,23,25,25,25,25,25),NSAVE 01 04710 + 01 04720 +C DATA IS A2 01 04730 +21 IF(NP.NE.2) CALL TROUT(21,'MAIN', 01 04740 + # 'A2 DATA SHOULD BE: VALUE, UNCERTAINTY') 01 04750 + VALUE(1)=T(1) 01 04760 + ERROR(1)=T(2) 01 04770 + IF(ERROR(1).GT.0.0) THEN 01 04780 + DATA(1)=.TRUE. 01 04790 + ELSE 01 04800 + DATA(1)=.FALSE. 01 04810 + ENDIF 01 04820 + GO TO 1 01 04830 + 01 04840 +C DATA IS A4 01 04850 +22 IF(NP.NE.2) CALL TROUT(22,'MAIN', 01 04860 + # 'A4 DATA SHOULD BE: VALUE, UNCERTAINTY') 01 04870 + VALUE(2)=T(1) 01 04880 + ERROR(2)=T(2) 01 04890 + IF(ERROR(2).GT.0.0) THEN 01 04900 + DATA(2)=.TRUE. 01 04910 + ELSE 01 04920 + DATA(2)=.FALSE. 01 04930 + ENDIF 01 04940 + GO TO 1 01 04950 + 01 04960 +C DATA IS D 01 04970 +23 IF(NP.LT.1.OR.NP.GT.3) CALL TROUT(23,'MAIN', 01 04980 + # ' DELTA DATA SHOULD BE: GAMMA NUMBER, VALUE, UNCERTAINTY') 01 04990 + NG=T(1)+0.1 01 05000 + IF(NG.LT.1.OR.NG.GT.2) CALL TROUT(231,'MAIN', 01 05010 + # 'INVALID GAMMA NUMBER') 01 05020 + HELP1=T(2)+T(3) 01 05030 + HELP2=T(2)-T(3) 01 05040 + VALUE(NG+2)=ATAN(T(2))/RADS 01 05050 + ERROR(NG+2)=(ATAN(HELP1)-ATAN(HELP2))/(2.*RADS) 01 05060 + ITRAN(NG+2)=NG 01 05070 + IF(T(3).LE.0.0) THEN 01 05080 + DATA(NG+2)=.FALSE. 01 05090 + PURE(NG)=.TRUE. 01 05100 + ERROR(NG+2)=0.0 01 05110 + ELSE 01 05120 + DATA(NG+2)=.TRUE. 01 05130 + PURE(NG)=.FALSE. 01 05140 + ENDIF 01 05150 + GO TO 1 01 05160 + 01 05170 +C OTHER EXISTING TYPE OF DATA 01 05180 +25 IF(NP.NE.5.AND.NP.NE.7) CALL TROUT(25,'MAIN', 01 05190 + # 'WRONG NUMBER OF PARAMETERS ON CC DATA CARD') 01 05200 +C CHECK THAT DATA IS FOR SAME GAMMA AS BEFORE, IF NOT: IT IS NEW DATA 01 05210 + NG=T(1)+0.1 01 05220 + IF(NG.LT.1.OR.NG.GT.2) CALL TROUT(26,'MAIN', 01 05230 + # 'INVALID GAMMA NUMBER') 01 05240 + IF(ITRAN(NSAVE).NE.NG) THEN 01 05250 +C LOOK FOR DATA WITH SAME NAME, BUT FOR OTHER TRANSITION 01 05260 + DO 27 I=NSAVE+1,NDAT 01 05270 + NS=I 01 05280 + IF(CARD(1:2).EQ.NAME(I)) THEN 01 05290 + IF(ITRAN(NS).EQ.NG) THEN 01 05300 + GO TO 28 01 05310 + ELSE 01 05320 + GO TO 30 01 05330 + ENDIF 01 05340 + ENDIF 01 05350 +27 CONTINUE 01 05360 + GO TO 30 01 05370 +28 CONTINUE 01 05380 + NSAVE=NS 01 05390 + ENDIF 01 05400 + VALUE(NSAVE)=T(2) 01 05410 + ERROR(NSAVE)=T(3) 01 05420 + RLOW1(NSAVE)=T(4) 01 05430 + HIGH1(NSAVE)=T(5) 01 05440 + IF(T(6).LE.0.OR.T(7).LE.0) THEN 01 05450 + RLOW2(NSAVE)=1.0 01 05460 + HIGH2(NSAVE)=1.0 01 05470 + RATIO(NSAVE)=.FALSE. 01 05480 + ELSE 01 05490 + RLOW2(NSAVE)=T(6) 01 05500 + HIGH2(NSAVE)=T(7) 01 05510 + RATIO(NSAVE)=.TRUE. 01 05520 + ENDIF 01 05530 + IF(T(3).LE.0.0) THEN 01 05540 + DATA(NSAVE)=.FALSE. 01 05550 + ELSE 01 05560 + DATA(NSAVE)=.TRUE. 01 05570 + ENDIF 01 05580 + GO TO 1 01 05590 + 01 05600 +C NEW DATA 01 05610 +30 IF(NDAT.GE.9) CALL TROUT(30,'MAIN','TOO MUCH DATA') 01 05620 + IF(NP.NE.5.AND.NP.NE.7) CALL TROUT(301,'MAIN', 01 05630 + # 'WRONG NUMBER OF PARAMETERS ON CC DATA CARD') 01 05640 + NDAT=NDAT+1 01 05650 + NAME(NDAT)=CARD(1:2) 01 05660 + NG=T(1)+0.1 01 05670 + IF(NG.LT.1.OR.NG.GT.2) CALL TROUT(302,'MAIN', 01 05680 + # 'INVALID GAMMA NUMBER') 01 05690 + ITRAN(NDAT)=NG 01 05700 + VALUE(NDAT)=T(2) 01 05710 + ERROR(NDAT)=T(3) 01 05720 + RLOW1(NDAT)=T(4) 01 05730 + HIGH1(NDAT)=T(5) 01 05740 + IF(T(6).LE.0.OR.T(7).LE.0) THEN 01 05750 + RLOW2(NDAT)=1.0 01 05760 + HIGH2(NDAT)=1.0 01 05770 + RATIO(NDAT)=.FALSE. 01 05780 + ELSE 01 05790 + RLOW2(NDAT)=T(6) 01 05800 + HIGH2(NDAT)=T(7) 01 05810 + RATIO(NDAT)=.TRUE. 01 05820 + ENDIF 01 05830 + IF(T(3).LE.0.0) THEN 01 05840 + DATA(NDAT)=.FALSE. 01 05850 + ELSE 01 05860 + DATA(NDAT)=.TRUE. 01 05870 + ENDIF 01 05880 + GO TO 1 01 05890 + END 01 05900 + SUBROUTINE OPENFI 02 00010 +C 02 00020 +C PROGRAM UNIT 2 02 00030 +C ROUTINE TO READ (FROM TERMINAL) NAMES OF I/O UNITS AND OPEN THEM. 02 00040 +C 02 00050 + CHARACTER*80 INAME,ONAME,NAME 02 00060 +C 02 00070 + 9000 FORMAT(A) 02 00080 +C 02 00090 +C********** TERMINAL COMMUNICATION 02 00100 + WRITE(6,*) 02 00110 + WRITE(6,*)' ++ DELTA, version 1.01 [15-Apr-1993] ++' 02 00120 + WRITE(6,*)' Analyse gamma-gamma correlations' 02 00130 + WRITE(6,*) 02 00140 +1 WRITE(6,*)' Enter INPUT-FILENAME:' 02 00150 + WRITE(6,*) 02 00160 + READ(5,9000) INAME 02 00170 + NAME=INAME 02 00180 +C OPEN INPUT FILE 02 00190 +C **** NOTE: ACCESS MODE MAY HAVE TO BE CHANGED ON SOME INSTALLATIONS 02 00200 + OPEN(25,FILE=INAME,STATUS='OLD',ERR=99) 02 00210 + WRITE(6,*) ' Enter OUTPUT-FILENAME:' 02 00220 + WRITE(6,*) 02 00230 + READ(5,9000) ONAME 02 00240 + NAME=ONAME 02 00250 +C OPEN OUTPUT FILE 02 00260 +C **** NOTE: ACCESS MODE MAY HAVE TO BE CHANGED ON SOME INSTALLATIONS 02 00270 + OPEN(26,FILE=ONAME,STATUS='UNKNOWN') 02 00280 + WRITE(6,*)' DELTA started with INPUT FILE ',INAME 02 00290 + WRITE(6,*)' and OUTPUT FILE ',ONAME 02 00300 + RETURN 02 00310 +99 CONTINUE 02 00320 + WRITE(6,*)' Error in OPEN' 02 00330 + WRITE(6,*)' File name ',NAME 02 00340 + WRITE(6,*)' Let us try again!' 02 00350 +C****************************************************** 02 00360 + If(name .EQ. iname)GoTo 1 02 00370 + Close(25) 02 00380 + GO TO 1 02 00390 + END 02 00400 + SUBROUTINE RDDATA (CARD,T,NP) 03 00010 +C 03 00020 +C PROGRAM UNIT 3 03 00030 +C READ CARD AND PRINT IT OUT UNLESS IT CONTAINS NO PARAMETERS 03 00040 +C HEADER (CARD(1:2)='HE') TAKES SPECIAL TREATMENT 03 00050 +C 03 00060 +C DUMMY ARGUMENTS: 03 00070 +C CARD * STRING CONTAINING CARD 03 00080 +C T * REALS FOUND ON CARD 03 00090 +C NP * NUMBER OF REALS FOUND ON CARD 03 00100 +C * ASSIGNED IN ROUTINE (LAST TWO ACTUALLY IN CREAD) 03 00110 +C 03 00120 + Integer np 03 00130 + Real t(10) 03 00140 + Character*80 card 03 00150 +C 03 00160 + Integer ipos 03 00170 + CHARACTER*80 CARD1 03 00180 +C 03 00190 + Integer INDEX 03 00200 + Intrinsic INDEX 03 00210 + 03 00220 + NP=0 03 00230 + READ(25,1000) CARD 03 00240 +C CHECK IF HEADER CARD 03 00250 + IF(CARD(1:2).EQ.'HE') THEN 03 00260 + CALL HEOUT 03 00270 + RETURN 03 00280 + ENDIF 03 00290 +C PUT CARD WITHOUT COMMENTS IN CARD1 03 00300 + IPOS=INDEX(CARD,'$') 03 00310 + IF(IPOS.GT.0) THEN 03 00320 + CARD1=CARD(1:IPOS-1) 03 00330 + ELSE 03 00340 + CARD1=CARD 03 00350 + ENDIF 03 00360 + 03 00370 + CALL CREAD(NP,T,CARD1) 03 00380 + IF (NP.LE.0) RETURN 03 00390 + CALL PAROUT(NP,T) 03 00400 + RETURN 03 00410 + 03 00420 + 1000 FORMAT(A) 03 00430 + END 03 00440 + SUBROUTINE OUT 04 00010 +C 04 00020 +C PROGRAM UNIT 4 04 00030 +C OUTPUT ROUTINES, NOTE SEVERAL ENTRIES: 04 00040 +C AOUT BOUT COUT DELOUT DOUT EOUT HEOUT 04 00050 +C HOUT MOUT SOUT TOUT TROUT PAROUT POUT 04 00060 +C 04 00070 + Integer j(6),nlev 04 00080 + LOGICAL ODD 04 00090 + Real pi(6) 04 00100 + COMMON /SPINS/ J,PI,NLEV,ODD 04 00110 +C 04 00120 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 04 00130 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 04 00140 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)04 00150 + Integer itran(9),ndat 04 00160 + Logical data(9),ratio(9) 04 00170 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 04 00180 + 2 RLOW2,HIGH2,RATIO 04 00190 +C 04 00200 + Integer numu 04 00210 + Logical pure(2) 04 00220 + Real rllim(2),rulim(2),step(2),du(3) 04 00230 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 04 00240 +C 04 00250 + Character*80 CARD 04 00260 + Common /CARD/ CARD 04 00270 +C 04 00280 + Character*2 NAME(9),MULL(2),MULH(2) 04 00290 + CHARACTER*80 TITLE 04 00300 + Common /CHARAC/ NAME,MULL,MULH,TITLE 04 00310 +C 04 00320 + Integer ntr 04 00330 + Real best,errl,errr,sigma,sigman 04 00340 +C 04 00350 + Integer i,ng 04 00360 +C 04 00370 + Integer np 04 00380 + Real t(np) 04 00390 +C 04 00400 + Integer ii 04 00410 +C 04 00420 + Real sq 04 00430 +C 04 00440 + Integer jnum 04 00450 + CHARACTER*(*) PROG,MESS 04 00460 +C 04 00470 + Real ABS 04 00480 + Intrinsic ABS 04 00490 +C 04 00500 +C END OF THIS SPIN COMBINATION 04 00510 + WRITE(26,171) 04 00520 + RETURN 04 00530 + 04 00540 + ENTRY AOUT 04 00550 +C NO CORRELATION DATA 04 00560 + WRITE(26,140) 04 00570 + RETURN 04 00580 + 04 00590 + ENTRY BOUT 04 00600 +C NFREE IS LE 0 04 00610 + WRITE(26,150) 04 00620 + RETURN 04 00630 + 04 00640 + ENTRY COUT 04 00650 +C DATA CLEARED 04 00660 + WRITE(26,165) 04 00670 + RETURN 04 00680 + 04 00690 + ENTRY DELOUT(NTR,BEST,ERRL,ERRR,SIGMA,SIGMAN) 04 00700 +C PRINTS BEST DELTAS 04 00710 +C 04 00720 +C DUMMY ARGUMENTS: 04 00730 +C NTR TRANSITION NUMBER 04 00740 +C BEST BEST DELTA 04 00750 +C ERRL LEFT UNCERTAINTY (-) 04 00760 +C ERRL RIGHT UNCERTAINTY (+) 04 00770 +C SIGMA ADDED TO UNNORM. CHI**2 TO GET UNCERTAINTY 04 00780 +C SIGMAN SIGMA/DEGREE OF FREEDOM 04 00790 +C 04 00800 + If(ABS(best) .LT. 100. .AND. errr .LT. 100. 04 00810 + 2 .AND. errl .LT. 100.)Then 04 00820 + WRITE(26,170) NTR,BEST,ERRR,ERRL,SIGMA,SIGMAN 04 00830 + Else 04 00840 + Write(26,FMT='(/'' DELTA('',I1,'')='',E10.3,'' +'',E9.3, 04 00850 + 2 '' -'',E9.3,'' SIGMA='',F8.3, 04 00860 + 3 '' SIGMA/DEGREE OF FREEDOM='',F7.3)') 04 00870 + 4 ntr,best,errr,errl,sigma,sigman 04 00880 + Endif 04 00890 + RETURN 04 00900 + 04 00910 + ENTRY DOUT 04 00920 +C PRINTS DATA 04 00930 + WRITE(26,100) 04 00940 + DO 45 I=1,NDAT 04 00950 + IF(DATA(I)) THEN 04 00960 + IF(I.EQ.1.OR.I.EQ.2) WRITE(26,101) NAME(I),VALUE(I),ERROR(I)04 00970 + IF(I.EQ.3.OR.I.EQ.4) WRITE(26,102) NAME(I),ITRAN(I),VALUE(I)04 00980 + # ,ERROR(I) 04 00990 + NG=ITRAN(I) 04 01000 + IF(I.GT.4) WRITE(26,103) NAME(I),VALUE(I),ERROR(I),NG, 04 01010 + # RLOW1(I),MULL(NG),HIGH1(I),MULH(NG) 04 01020 + IF(I.GT.4.AND.RATIO(I)) WRITE(26,104) RLOW2(I),MULL(NG), 04 01030 + # HIGH2(I),MULH(NG) 04 01040 + ENDIF 04 01050 +45 CONTINUE 04 01060 + RETURN 04 01070 + 04 01080 + ENTRY EOUT 04 01090 +C END PROGRAM 04 01100 + WRITE(26,173) 04 01110 + RETURN 04 01120 + 04 01130 + ENTRY HEOUT 04 01140 +C PRINT OUT HEADER CARD 04 01150 + WRITE(26,182) CARD(3:72) 04 01160 + RETURN 04 01170 + 04 01180 + ENTRY HOUT 04 01190 +C PRINTS TABLE HEADER FOR RESULTS TABLE 04 01200 + IF(NDAT.EQ.4) WRITE(26,110) 04 01210 + IF(NDAT.GT.4) WRITE(26,110) (NAME(I),ITRAN(I), I=5,NDAT) 04 01220 + RETURN 04 01230 + 04 01240 + ENTRY MOUT(NTR) 04 01250 +C HEADER FOR BEST DELTA 04 01260 +C 04 01270 +C DUMMY ARGUMENT: 04 01280 +C NTR TRANSITION NUMBER 04 01290 +C 04 01300 + WRITE(26,160) NTR 04 01310 + RETURN 04 01320 + 04 01330 + ENTRY SOUT(NTR) 04 01340 +C STEPPING IN ATAN(DELTA(NTR)) 04 01350 +C 04 01360 +C DUMMY ARGUMENT: 04 01370 +C NTR TRANSITION NUMBER 04 01380 +C 04 01390 + WRITE(26,172) NTR 04 01400 + RETURN 04 01410 + 04 01420 + ENTRY PAROUT(NP,T) 04 01430 +C PRINT PARAMETERS FROM CARD 04 01440 +C 04 01450 +C DUMMY ARGUMENTS: 04 01460 +C NP NUMBER OF PARAMETERS 04 01470 +C T THE PARAMETERS (REALS) 04 01480 +C 04 01490 + WRITE(26,184) CARD(1:2),(T(I), I=1,NP) 04 01500 + RETURN 04 01510 + 04 01520 + ENTRY POUT 04 01530 +C PRINTS DELTA LIMITS 04 01540 + II=2 04 01550 + IF(NLEV.LE.2) II=1 04 01560 + DO 951 I=1,II 04 01570 + IF(PURE(I)) WRITE(26,130) I 04 01580 + IF(.NOT.PURE(I)) WRITE(26,131) I,RLLIM(I),RULIM(I),STEP(I) 04 01590 +951 CONTINUE 04 01600 + RETURN 04 01610 + 04 01620 + ENTRY TOUT(SQ) 04 01630 +C PRINTS ONE LINE OF RESULTS TABLE 04 01640 +C 04 01650 +C DUMMY ARGUMENT: 04 01660 +C SQ UNNORM. CHI**2 04 01670 +C 04 01680 + WRITE(26,120) SQ,(THEO(I), I=1,NDAT) 04 01690 + RETURN 04 01700 + 04 01710 + ENTRY TROUT(JNUM,PROG,MESS) 04 01720 +C 04 01730 +C ENTRY TO DIAGNOSE FATAL ERRORS 04 01740 +C 04 01750 +C DUMMY ARGUMENTS: 04 01760 +C JNUM LINE NUMBER WHERE ERROR OCURRED 04 01770 +C PROG PROGRAM UNIT WHERE ERROR OCCURRED 04 01780 +C MESS MESSAGE DEFINING THE ERROR 04 01790 +C 04 01800 + 04 01810 + WRITE(26,180) PROG,JNUM,MESS,CARD 04 01820 +C********** WRITING ON TERMINAL 04 01830 + WRITE(6,180) PROG,JNUM,MESS,CARD 04 01840 +C************************************* 04 01850 + CALL DUMPP 04 01860 + STOP 04 01870 + 04 01880 +100 FORMAT(//' +++++++ DATA +++++++') 04 01890 +101 FORMAT(1X,A,' =',F10.3,'+-',F8.3) 04 01900 +102 FORMAT(1X,A,I1,'=',F10.3,'+-',F8.3,' (ATAN(DELTA))') 04 01910 +103 FORMAT(1X,A,' =',F10.4,'+-',F8.4,' FOR TRANSITION', 04 01920 + # I2,'. THEORETICAL VALUES=',F10.4,' FOR ',A,' AND', 04 01930 + # F10.4,' FOR ',A) 04 01940 +104 FORMAT(40X,'* RATIO * OTHER SHELL:',F10.4,' FOR ',A, 04 01950 + # ' AND',F10.4,' FOR ',A) 04 01960 +110 FORMAT(//4X,'SQ.RES.',8X,'A2',8X,'A4',2X,'ATAN(D1)', 04 01970 + # 2X,'ATAN(D2)',5(5X,A,'(',I1,')')) 04 01980 +120 FORMAT(1X,3F10.3,2F10.1,5F10.4) 04 01990 +130 FORMAT(/' ATAN(D',I1,') KEPT FIXED') 04 02000 +131 FORMAT(/' ATAN(D',I1,') VARIED FROM',F6.1,' TO', 04 02010 + # F6.1,' IN STEPS OF',F4.1,' DEGREES') 04 02020 +140 FORMAT(/' * NO CORRELATION DATA. DELTA VALUES SHOULD ', 04 02030 + # 'BE INTERPRETED AS ABSOLUTE VALUES *') 04 02040 +150 FORMAT(/' *** NUMBER OF DEGRRES OF FREEDOM IS 0 OR NEGATIVE', 04 02050 + # ' FOR THIS SPIN COMBINATION. CONFIDENCE LIMITS ARE NOT', 04 02060 + # ' MEANINGFUL ***') 04 02070 +160 FORMAT(///' DELTA(',I1,') MINIMUM') 04 02080 +165 FORMAT(//' * DATA CLEARED *') 04 02090 +170 FORMAT(/' DELTA(',I1,')=',F7.3,' +',F6.3,' -',F6.3, 04 02100 + # ' SIGMA=',F8.3,' SIGMA/DEGREE OF FREEDOM=',F7.3) 04 02110 +171 FORMAT(////' +++++++ END OF ANALYSIS FOR THIS SPIN ', 04 02120 + # 'COMBINATION ',77('+')) 04 02130 +172 FORMAT(/' STEPPING IN ATAN(DELTA',I1,')') 04 02140 +173 FORMAT(///' ------- PROGRAM END') 04 02150 + 04 02160 +180 FORMAT(///' ***** SERIOUS ERROR IN ROUTINE ',A,' *****'/ 04 02170 + # ' STATEMENT NUMBER IS:',I5/ 04 02180 + # ' MESSAGE IS: ',A/ 04 02190 + # ' LAST CARD READ IS:'/ 04 02200 + # 1X,8('1234567890')/1X,A) 04 02210 +182 FORMAT(/' HEADER: ',A) 04 02220 +184 FORMAT(/' * ',A2,'-DATA',10F10.4) 04 02230 + END 04 02240 + SUBROUTINE HEADR 05 00010 +C 05 00020 +C PROGRAM UNIT 5 05 00030 +C PRINTS HEADER ON LINE-PRINTER 05 00040 +C 05 00050 + Integer j(6),nlev 05 00060 + LOGICAL ODD 05 00070 + Real pi(6) 05 00080 + COMMON /SPINS/ J,PI,NLEV,ODD 05 00090 +C 05 00100 +C 05 00110 + Integer numu 05 00120 + Logical pure(2) 05 00130 + Real rllim(2),rulim(2),step(2),du(3) 05 00140 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 05 00150 +C 05 00160 + Character*2 NAME(9),MULL(2),MULH(2) 05 00170 + CHARACTER*80 TITLE 05 00180 + Common /CHARAC/ NAME,MULL,MULH,TITLE 05 00190 +C 05 00200 + Integer i,iodd,ipar,jj(6) 05 00210 + CHARACTER*4 ISP(4),JARR(6),JJP(6) 05 00220 + DATA ISP /'/2+ ','/2- ','+ ','- '/ 05 00230 + 05 00240 + WRITE(26,101) TITLE 05 00250 + IODD=2 05 00260 + IF(ODD) IODD=1 05 00270 + DO 10 I=1,NLEV 05 00280 + JJ(I)=J(I)/IODD 05 00290 + IPAR=-1 05 00300 + IF(PI(I).LT.0.0) IPAR=0 05 00310 + JJP(I)=ISP(2*IODD+IPAR) 05 00320 +10 JARR(I)='--->' 05 00330 + JARR(NLEV)=' ' 05 00340 + WRITE(26,102) (JJ(I),JJP(I),JARR(I), I=1,NLEV) 05 00350 + IF(NLEV.GT.3) THEN 05 00360 + WRITE(26,103) (JJ(I-2),JJP(I-2),JARR(I-2),JJ(I-1),JJP(I-1), 05 00370 + # DU(I-3),I=4,NLEV) 05 00380 + ENDIF 05 00390 + WRITE(26,104) 05 00400 + RETURN 05 00410 + 05 00420 +101 FORMAT(1H1,A) 05 00430 +102 FORMAT(/' SPIN SEQUENCE ',6(I3,A,A)) 05 00440 +103 FORMAT(/' UNOBSERVED TRANSITIONS:',3(/1X,I3,A4,A4,I3,A4, 05 00450 + # ' DELTA=',F8.3)) 05 00460 +104 FORMAT(/' KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS') 05 00470 + END 05 00480 + SUBROUTINE HIST(NUMB,A,ST,QSQ,IDEGR,NTR,SHORT) 06 00010 +C 06 00020 +C PROGRAM UNIT 6 06 00030 +C PLOTS CHI**2(ATAN(DELTA)) ON LINE PRINTER. 06 00040 +C 06 00050 +C DUMMY ARGUMENTS: 06 00060 +C NUMB NUMBER OF POINTS IN HISTOGRAM 06 00070 +C A STARTING X-VALUE 06 00080 +C ST STEP IN X 06 00090 +C QSQ CHI**2 (Y) 06 00100 +C IDEGR NUMBER OF DEGREES OF FREEDOM 06 00110 +C NTR TRANSITION NUMBER 06 00120 +C SHORT .T.=SHORT OUTPUT, .F.=FULL OUPUT 06 00130 +C 06 00140 + Integer numb,idegr,ntr 06 00150 + Real a,st,qsq(181) 06 00160 + Logical short 06 00170 +C 06 00180 + Integer i,ipos,istar,ix 06 00190 + Real atgd,chi2,offs,rlim1,rlim2,rmin,step 06 00200 +C 06 00210 + Real ALOG10 06 00220 + Intrinsic ALOG10 06 00230 +C 06 00240 + Real lifive,litent 06 00250 + External lifive,litent 06 00260 +C 06 00270 +C PARAMETERS FOR CHI**2 PLOT 06 00280 + DATA OFFS,STEP,RMIN /23.5,0.028571,-1.0/ 06 00290 + 06 00300 + IF(NUMB.LE.0.OR.NUMB.GT.181) CALL TROUT(1,'HIST', 06 00310 + # '0 OR >181 STEPS IN PLOT') 06 00320 + RLIM1=LIFIVE(IDEGR) 06 00330 + RLIM2=LITENT(IDEGR) 06 00340 + IF(SHORT) THEN 06 00350 + WRITE(26,*) 06 00360 + ELSE 06 00370 + CALL HEADR 06 00380 + ENDIF 06 00390 + WRITE(26,100) NTR 06 00400 + IX=(ALOG10(RLIM1)-RMIN)/STEP + OFFS 06 00410 + IF(IX.GT.128) IX=128 06 00420 + ISTAR=(ALOG10(RLIM2)-RMIN)/STEP + OFFS 06 00430 + IF(ISTAR.GT.128) ISTAR=128 06 00440 + DO 10 I=1,NUMB 06 00450 + ATGD=A+(I-1)*ST 06 00460 + CHI2=QSQ(I) 06 00470 + IF(IDEGR.GT.0) CHI2=CHI2/IDEGR 06 00480 + IPOS=(ALOG10(CHI2)-RMIN)/STEP + OFFS 06 00490 + IF(IPOS.LT.23) IPOS=23 06 00500 + IF(IPOS.GT.128) IPOS=128 06 00510 + CALL LINE(ATGD,CHI2,IPOS,IX,ISTAR) 06 00520 +10 CONTINUE 06 00530 + WRITE(26,101) 06 00540 + WRITE(26,102) IDEGR,RLIM1,RLIM2 06 00550 + RETURN 06 00560 + 06 00570 +100 FORMAT(/ ' ATAN(DELTA',I1,') NSQRES',1X,'0.1',8X,'0.2', 06 00580 + # 10X,'0.5',8X,' 1 ',8X,' 2 ',10X,' 5 ',8X,'10 ', 06 00590 + # 8X,'20 ',10X,'50 ',8X,'100'/ 06 00600 + # 22X,3('+',10('-'),'+',12('-'),'+',10('-')),'+') 06 00610 +101 FORMAT(22X,3('+',10('-'),'+',12('-'),'+',10('-')),'+'/) 06 00620 +102 FORMAT(' DEGREES OF FREEDOM =',I3/' X = 5 PERCENT LIMIT =', 06 00630 + # F7.3/' * = 0.1 PERCENT LIMIT =',F7.3/) 06 00640 + END 06 00650 + SUBROUTINE DUMPP 07 00010 +C 07 00020 +C PROGRAM UNIT 7 07 00030 +C ROUTINE TO DUMP COMMON BLOCKS, PRIMARILY FOR DEBUGGING 07 00040 +C 07 00050 + Integer j(6),nlev 07 00060 + LOGICAL ODD 07 00070 + Real pi(6) 07 00080 + COMMON /SPINS/ J,PI,NLEV,ODD 07 00090 +C 07 00100 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 07 00110 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 07 00120 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)07 00130 + Integer itran(9),ndat 07 00140 + Logical data(9),ratio(9) 07 00150 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 07 00160 + 2 RLOW2,HIGH2,RATIO 07 00170 +C 07 00180 + Integer numu 07 00190 + Logical pure(2) 07 00200 + Real rllim(2),rulim(2),step(2),du(3) 07 00210 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 07 00220 +C 07 00230 + Integer nfree,numb 07 00240 + LOGICAL DUMP,SHORT 07 00250 + Real QSQ(181),alim(2,2) 07 00260 + Common /MISC/ DUMP,NFREE,NUMB,QSQ,ALIM,SHORT 07 00270 +C 07 00280 + Character*80 CARD 07 00290 + Common /CARD/ CARD 07 00300 +C 07 00310 + Character*2 NAME(9),MULL(2),MULH(2) 07 00320 + CHARACTER*80 TITLE 07 00330 + Common /CHARAC/ NAME,MULL,MULH,TITLE 07 00340 +C 07 00350 + Integer ifa(114) 07 00360 + Double Precision fa(114) 07 00370 + COMMON /FAC/ ifa,FA 07 00380 +C 07 00390 + Integer i,ii 07 00400 +C 07 00410 + WRITE(26,100) TITLE 07 00420 + WRITE(26,101) NLEV,ODD,(J(I),PI(I), I=1,NLEV) 07 00430 + WRITE(26,102) NDAT,(NAME(I),VALUE(I),ERROR(I),THEO(I), 07 00440 + # DATA(I),ITRAN(I),RLOW1(I),HIGH1(I),RLOW2(I),HIGH2(I),RATIO(I), 07 00450 + # I=1,NDAT) 07 00460 + WRITE(26,103) (I,RLLIM(I),RULIM(I),STEP(I),PURE(I),MULL(I), 07 00470 + # MULH(I), I=1,2) 07 00480 + WRITE(26,104) ((R1(I,II), II=1,3), I=1,2), 07 00490 + # ((R2(I,II), II=1,3), I=1,2), 07 00500 + # U1,U2,U3,UPROD 07 00510 + WRITE(26,105) DUMP,NFREE,SHORT,ALIM 07 00520 + WRITE(26,106) NUMU,DU 07 00530 + WRITE(26,107) NUMB,(QSQ(I), I=1,NUMB) 07 00540 + Write(26,FMT='(/'' FA= ''/15(10(F6.4,''E+'',I2.2)/))') 07 00550 + 2 (fa(i),ifa(i),i=1,114) 07 00560 + WRITE(26,109) CARD 07 00570 + WRITE(26,120) 07 00580 + RETURN 07 00590 +100 FORMAT(/////' ******* DUMP FOLLOWS *******'//' HEADER=',A) 07 00600 +101 FORMAT(//' NUMBER OF LEVELS=',I2,', ODD=',L2/ 07 00610 + # ' 2J AND PI FOLLOW'/ (1X,I5,F5.0)) 07 00620 +102 FORMAT(/' NUMBER OF DATA ITEMS=',I2/ 07 00630 + # (1X,A2,3F10.4,L2,I2,4F10.4,L2/)) 07 00640 +103 FORMAT(/' ATAN(DELTA',I1,') VARIATIONS=',3F10.2,' PURE=',L2/ 07 00650 + # ' MULTIPOLARITIES= ',A2,' AND ',A2) 07 00660 +104 FORMAT(/' ANGULAR CORRELATION COEFFICIENTS'/' RK'/ 07 00670 + # 2(3F10.4,10X,3F10.4/),' UK'/4(F10.4,30X,F10.4/)) 07 00680 +105 FORMAT(/' DUMP, NFREE, SHORT=',L2,I2,L2/' ALIM=',4F10.3) 07 00690 +106 FORMAT(/' DELTAS OF UNOBSERVED GAMMAS',I3,3F8.3) 07 00700 +107 FORMAT(/' NUMB=',I4/' QSQ='/20(10E10.4/)) 07 00710 +109 FORMAT(/' CARD= ',A) 07 00720 +120 FORMAT(/' ******* DUMP ENDS *******') 07 00730 + END 07 00740 + SUBROUTINE WORK 08 00010 +C 08 00020 +C PROGRAM UNIT 8 08 00030 +C PERFORMS THE LEAST-SQUARES FIT BY GRID-SEARCH OF THE 08 00040 +C DELTA1-DELTA2 PLANE 08 00050 +C 08 00060 + Integer j(6),nlev 08 00070 + LOGICAL ODD 08 00080 + Real pi(6) 08 00090 + COMMON /SPINS/ J,PI,NLEV,ODD 08 00100 +C 08 00110 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 08 00120 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 08 00130 +C 08 00140 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)08 00150 + Integer itran(9),ndat 08 00160 + Logical data(9),ratio(9) 08 00170 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 08 00180 + 2 RLOW2,HIGH2,RATIO 08 00190 +C 08 00200 + Integer numu 08 00210 + Logical pure(2) 08 00220 + Real rllim(2),rulim(2),step(2),du(3) 08 00230 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 08 00240 +C 08 00250 + Integer nfree,numb 08 00260 + LOGICAL DUMP,SHORT 08 00270 + Real QSQ(181),alim(2,2) 08 00280 + Common /MISC/ DUMP,NFREE,NUMB,QSQ,ALIM,SHORT 08 00290 +C 08 00300 + Character*2 NAME(9),MULL(2),MULH(2) 08 00310 + CHARACTER*80 TITLE 08 00320 + Common /CHARAC/ NAME,MULL,MULH,TITLE 08 00330 +C 08 00340 + Integer i,ntra,ntrb 08 00350 + Real ada,a2sav,a4sav,sq 08 00360 +C 08 00370 + Real Ak,Cc,Rminim 08 00380 + External Ak,Cc,Rminim 08 00390 +C 08 00400 +C FIRST STEP IN ATAN(DELTA1) AND MINIMIZE CHI**2 WITH RESPECT 08 00410 +C TO ATAN(DELTA2) 08 00420 + NTRA=1 08 00430 + NTRB=2 08 00440 + A2SAV=0.0 08 00450 + A4SAV=0.0 08 00460 + IF(PURE(NTRA).AND.PURE(NTRB).AND.NLEV.GE.3) GO TO 2 08 00470 +1 IF(PURE(NTRA)) GO TO 89 08 00480 +2 IF(.NOT.SHORT) THEN 08 00490 + CALL HEADR 08 00500 + CALL SOUT(NTRA) 08 00510 + CALL HOUT 08 00520 + ENDIF 08 00530 + NUMB=0 08 00540 + ADA=RLLIM(NTRA)-STEP(NTRA) 08 00550 +10 ADA=ADA+STEP(NTRA) 08 00560 + IF(ADA.GT.RULIM(NTRA)) GO TO 88 08 00570 + IF(NLEV.GT.2) THEN 08 00580 + A2SAV=AK(NTRA,2,ADA)*UPROD(1) 08 00590 + A4SAV=AK(NTRA,4,ADA)*UPROD(2) 08 00600 + THEO(NTRA+2)=ADA 08 00610 + ENDIF 08 00620 + IF(NDAT.GT.4) THEN 08 00630 + DO 20 I=5,NDAT 08 00640 + IF(DATA(I).AND.ITRAN(I).EQ.NTRA) 08 00650 + # THEO(I)=CC(ADA,RLOW1(I),HIGH1(I),RLOW2(I),HIGH2(I)) 08 00660 +20 CONTINUE 08 00670 + ENDIF 08 00680 + SQ=RMINIM(NTRB,A2SAV,A4SAV) 08 00690 + IF(.NOT.SHORT) CALL TOUT(SQ) 08 00700 + IF(NUMB.GE.181) CALL TROUT(21,'WORK','TOO MANY STEPS IN DELTA') 08 00710 + NUMB=NUMB+1 08 00720 + QSQ(NUMB)=SQ 08 00730 + GO TO 10 08 00740 +88 CALL DIPS(NTRA,NTRB) 08 00750 + CALL HIST(NUMB,RLLIM(NTRA),STEP(NTRA),QSQ,NFREE,NTRA,SHORT) 08 00760 +89 IF(NTRA.EQ.2) GO TO 90 08 00770 + IF(NLEV.LE.2) GO TO 90 08 00780 + 08 00790 +C THEN STEP IN ATAN(DELTA2) AND MINIMIZE CHI**2 WITH RESPECT 08 00800 +C TO ATAN(DELTA1) 08 00810 + NTRA=2 08 00820 + NTRB=1 08 00830 + GO TO 1 08 00840 +90 RETURN 08 00850 + END 08 00860 + Real FUNCTION RMINIM(NTRB,A2SAV,A4SAV) 09 00010 +C 09 00020 +C PROGRAM UNIT 9 09 00030 +C MINIMIZES SUM OF SQUARED RESIDUALS WITH RESPECT TO DELTA(NTRB). 09 00040 +C MINIMUM CHI**2 IS RETURNED IN RMINIM 09 00050 +C 09 00060 +C DUMMY ARGUMENTS: 09 00070 +C NTRB TRANSITION NUMBER 09 00080 +C A2SAV THE FACTOR OF A2 THAT DEPENDS ON THE OTHER GAMMA 09 00090 +C A4SAV THE SAME FOR A4 09 00100 +C 09 00110 + Integer ntrb 09 00120 + Real a2sav,a4sav 09 00130 +C 09 00140 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)09 00150 + Integer itran(9),ndat 09 00160 + Logical data(9),ratio(9) 09 00170 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 09 00180 + 2 RLOW2,HIGH2,RATIO 09 00190 +C 09 00200 + Integer numu 09 00210 + Logical pure(2) 09 00220 + Real rllim(2),rulim(2),step(2),du(3) 09 00230 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 09 00240 +C 09 00250 + Character*2 NAME(9),MULL(2),MULH(2) 09 00260 + CHARACTER*80 TITLE 09 00270 + Common /CHARAC/ NAME,MULL,MULH,TITLE 09 00280 +C 09 00290 + Real a,adb,adbmin,b,c,sq,sqmin,x1,x2,x3,y1,y2,y3 09 00300 +C 09 00310 + SQMIN=100000. 09 00320 + ADBMIN=VALUE(NTRB+2) 09 00330 + IF(PURE(NTRB)) GO TO 80 09 00340 + ADB=RLLIM(NTRB)-STEP(NTRB) 09 00350 +10 ADB=ADB+STEP(NTRB) 09 00360 + IF(ADB.LE.RULIM(NTRB)) THEN 09 00370 + CALL SETVAL(NTRB,A2SAV,A4SAV,ADB,SQ) 09 00380 + IF(SQ.LE.SQMIN) THEN 09 00390 + SQMIN=SQ 09 00400 + ADBMIN=ADB 09 00410 + ENDIF 09 00420 + GO TO 10 09 00430 + ENDIF 09 00440 + 09 00450 +C USE PARABOLA TO FIND MINIMUM 09 00460 + X1=ADBMIN-STEP(NTRB) 09 00470 + X2=ADBMIN 09 00480 + X3=ADBMIN+STEP(NTRB) 09 00490 + IF(X1.LT.RLLIM(NTRB).OR.X3.GT.RULIM(NTRB)) GO TO 80 09 00500 + CALL SETVAL(NTRB,A2SAV,A4SAV,X1,Y1) 09 00510 + CALL SETVAL(NTRB,A2SAV,A4SAV,X2,Y2) 09 00520 + CALL SETVAL(NTRB,A2SAV,A4SAV,X3,Y3) 09 00530 + CALL QUADIN(X1,X2,X3,Y1,Y2,Y3,A,B,C) 09 00540 + IF(A.LE.0.0) GO TO 80 09 00550 + ADBMIN=-B/(2.*A) 09 00560 +80 CONTINUE 09 00570 +C SAVE BEST VALUE AND CALCULATE CHI**2 09 00580 + CALL SETVAL(NTRB,A2SAV,A4SAV,ADBMIN,SQMIN) 09 00590 + RMINIM=SQMIN 09 00600 + RETURN 09 00610 + END 09 00620 + SUBROUTINE DIPS(NTRA,NTRB) 10 00010 +C 10 00020 +C PROGRAM UNIT 10 10 00030 +C ROUTINE TO FIND DIPS IN CHI**2(DELTA) AND TO CALCULATE 10 00040 +C UNCERTAINTY IN DELTA 10 00050 +C 10 00060 +C DUMMY ARGUMENTS: 10 00070 +C NTRA NUMBER OF THE TRANSITION THE DELTA OF WHICH IS STEPPED THRU 10 00080 +C NTRB NUMBER OF THE TRANSITION THE DELTA OF WHICH IS MINIMIZED 10 00090 +C WITH RESPECT TO 10 00100 +C 10 00110 + Integer NTRA,NTRB 10 00120 +C 10 00130 + Integer j(6),nlev 10 00140 + LOGICAL ODD 10 00150 + Real pi(6) 10 00160 + COMMON /SPINS/ J,PI,NLEV,ODD 10 00170 +C 10 00180 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 10 00190 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 10 00200 +C 10 00210 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)10 00220 + Integer itran(9),ndat 10 00230 + Logical data(9),ratio(9) 10 00240 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 10 00250 + 2 RLOW2,HIGH2,RATIO 10 00260 +C 10 00270 + Integer numu 10 00280 + Logical pure(2) 10 00290 + Real rllim(2),rulim(2),step(2),du(3) 10 00300 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 10 00310 +C 10 00320 + Integer nfree,numb 10 00330 + LOGICAL DUMP,SHORT 10 00340 + Real QSQ(181),alim(2,2) 10 00350 + Common /MISC/ DUMP,NFREE,NUMB,QSQ,ALIM,SHORT 10 00360 +C 10 00370 + Character*2 NAME(9),MULL(2),MULH(2) 10 00380 + CHARACTER*80 TITLE 10 00390 + Common /CHARAC/ NAME,MULL,MULH,TITLE 10 00400 +C 10 00410 + Integer i,ii,ncount,nsave,nstop,num 10 00420 + Real a,a2sav,a4sav,b,best,c,damin,dif1,dif2,errl,errr,rads, 10 00430 + 2 rlmt,root,sigma,sigman,sigma1,signn,sq,term1,term2,x1,x2,x3 10 00440 +C 10 00450 + Real Ak,Cc,F,Litent,Rminim 10 00460 + External Ak,Cc,F,Litent,Rminim 10 00470 +C 10 00480 + Real SQRT,TAN 10 00490 + Intrinsic SQRT,TAN 10 00500 +C 10 00510 + DATA RADS /0.0174532/ 10 00520 +C 10 00530 + NCOUNT=0 10 00540 + A2SAV=0.0 10 00550 + A4SAV=0.0 10 00560 +C GET 0.1% LIMIT FOR EXCLUDING DELTAS 10 00570 + RLMT=LITENT(NFREE)*NFREE 10 00580 + II=3 10 00590 +C FIND POINT WHERE DERIVATIVE CHANGES 10 00600 +1 IF(II.GT.NUMB) GO TO 90 10 00610 + DO 10 I=II,NUMB 10 00620 + IF(QSQ(I-1).GT.RLMT) GO TO 10 10 00630 + DIF1=QSQ(I-2)-QSQ(I-1) 10 00640 + DIF2=QSQ(I-1)-QSQ(I) 10 00650 + IF(DIF1) 10,7,8 10 00660 +7 IF(DIF2) 9,10,10 10 00670 +8 IF(DIF2) 9,9,10 10 00680 +9 NSAVE=I 10 00690 + GO TO 20 10 00700 +10 CONTINUE 10 00710 + GO TO 90 10 00720 + 10 00730 +C FIT PARABOLA TO THE TREE POINTS NEAREST THE MINIMUM 10 00740 +20 X3=RLLIM(NTRA)+(NSAVE-1)*STEP(NTRA) 10 00750 + X2=X3-STEP(NTRA) 10 00760 + X1=X2-STEP(NTRA) 10 00770 + CALL QUADIN(X1,X2,X3,QSQ(NSAVE-2),QSQ(NSAVE-1),QSQ(NSAVE),A,B,C) 10 00780 + IF(A.LE.0.0) GO TO 30 10 00790 + DAMIN=-B/(2.*A) 10 00800 + IF(NLEV.LE.2) GO TO 201 10 00810 + A2SAV=AK(NTRA,2,DAMIN)*UPROD(1) 10 00820 + A4SAV=AK(NTRA,4,DAMIN)*UPROD(2) 10 00830 +201 THEO(NTRA+2)=DAMIN 10 00840 + IF(NDAT.GT.4) THEN 10 00850 + DO 21 I=5,NDAT 10 00860 + IF(DATA(I).AND.ITRAN(I).EQ.NTRA) 10 00870 + # THEO(I)=CC(DAMIN,RLOW1(I),HIGH1(I),RLOW2(I),HIGH2(I)) 10 00880 +21 CONTINUE 10 00890 + ENDIF 10 00900 + 10 00910 +C MINIMIZE WITH RESPECT TO DELTA(NTRB) 10 00920 + SQ=RMINIM(NTRB,A2SAV,A4SAV) 10 00930 + CALL MOUT(NTRA) 10 00940 + CALL HOUT 10 00950 + CALL TOUT(SQ) 10 00960 + BEST=TAN(THEO(NTRA+2)*RADS) 10 00970 + ERRL=1000. 10 00980 + ERRR=1000. 10 00990 +C CALCULATE UNCERTAINTY FROM INTERSECTION OF Y=QSQ WITH Y=SIGMA 10 01000 + SIGMA=SQ+1.0 10 01010 + SIGMA1=SQ*(1.0+F(NFREE)/NFREE) 10 01020 + IF(SIGMA1.GT.SIGMA) SIGMA=SIGMA1 10 01030 + NSTOP=NSAVE-1 10 01040 +C LEFT UNCERTAINTY 10 01050 + DO 25 I=1,NSTOP 10 01060 + NUM=NSAVE-I 10 01070 + IF(QSQ(NUM).LT.SIGMA) GO TO 25 10 01080 + X1=RLLIM(NTRA)+(NUM-1)*STEP(NTRA) 10 01090 + X2=X1+STEP(NTRA) 10 01100 + X3=X2+STEP(NTRA) 10 01110 + CALL QUADIN(X1,X2,X3,QSQ(NUM),QSQ(NUM+1),QSQ(NUM+2),A,B,C) 10 01120 + IF(A.EQ.0.0) GO TO 26 10 01130 + signn=1.0 10 01140 + IF(A.LT.0.0) signn=-1.0 10 01150 + TERM1=-B/(2.*A) 10 01160 + TERM2=TERM1*TERM1-(C-SIGMA)/A 10 01170 + IF(TERM2.LT.0) GO TO 26 10 01180 + ROOT=TERM1-signn*SQRT(TERM2) 10 01190 + ERRL=BEST-TAN(ROOT*RADS) 10 01200 + GO TO 26 10 01210 +25 CONTINUE 10 01220 +26 NSTOP=NUMB-NSAVE+2 10 01230 +C RIGHT UNCERTAINTY 10 01240 + DO 27 I=1,NSTOP 10 01250 + NUM=NSAVE-2+I 10 01260 + IF(QSQ(NUM).LT.SIGMA) GO TO 27 10 01270 + X1=RLLIM(NTRA)+(NUM-1)*STEP(NTRA) 10 01280 + X2=X1-STEP(NTRA) 10 01290 + X3=X2-STEP(NTRA) 10 01300 + CALL QUADIN(X1,X2,X3,QSQ(NUM),QSQ(NUM-1),QSQ(NUM-2),A,B,C) 10 01310 + IF(A.EQ.0.0) GO TO 28 10 01320 + signn=1.0 10 01330 + IF(A.LT.0.0) signn=-1.0 10 01340 + TERM1=-B/(2.*A) 10 01350 + TERM2=TERM1*TERM1-(C-SIGMA)/A 10 01360 + IF(TERM2.LT.0) GO TO 28 10 01370 + ROOT=TERM1+signn*SQRT(TERM2) 10 01380 + ERRR=TAN(ROOT*RADS)-BEST 10 01390 + GO TO 28 10 01400 +27 CONTINUE 10 01410 + 10 01420 +C PRINT OUT RESULT 10 01430 +28 IF(NFREE.GT.0) THEN 10 01440 + SIGMAN=SIGMA/NFREE 10 01450 + ELSE 10 01460 + SIGMAN=1.E+10 10 01470 + ENDIF 10 01480 + CALL DELOUT(NTRA,BEST,ERRL,ERRR,SIGMA,SIGMAN) 10 01490 + NCOUNT=NCOUNT+1 10 01500 + IF(NCOUNT.GT.4) GO TO 90 10 01510 +30 II=NUM+3 10 01520 + GO TO 1 10 01530 +90 RETURN 10 01540 + END 10 01550 + SUBROUTINE SETUP 11 00010 +C 11 00020 +C PROGRAM UNIT 11 11 00030 +C PREPARES FOR CHI-SQUARED ANALYSIS 11 00040 +C 11 00050 + Integer j(6),nlev 11 00060 + LOGICAL ODD 11 00070 + Real pi(6) 11 00080 + COMMON /SPINS/ J,PI,NLEV,ODD 11 00090 +C 11 00100 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)11 00110 + Integer itran(9),ndat 11 00120 + Logical data(9),ratio(9) 11 00130 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 11 00140 + 2 RLOW2,HIGH2,RATIO 11 00150 +C 11 00160 + Integer numu 11 00170 + Logical pure(2) 11 00180 + Real rllim(2),rulim(2),step(2),du(3) 11 00190 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 11 00200 +C 11 00210 + Integer nfree,numb 11 00220 + LOGICAL DUMP,SHORT 11 00230 + Real QSQ(181),alim(2,2) 11 00240 + Common /MISC/ DUMP,NFREE,NUMB,QSQ,ALIM,SHORT 11 00250 +C 11 00260 + Character*2 NAME(9),MULL(2),MULH(2) 11 00270 + CHARACTER*80 TITLE 11 00280 + Common /CHARAC/ NAME,MULL,MULH,TITLE 11 00290 +C 11 00300 + Integer i,ii,l,ll,maxj,nstep 11 00310 + Real par 11 00320 + CHARACTER*2 MUL(10) 11 00330 +C 11 00340 + Integer IABS 11 00350 + Intrinsic IABS 11 00360 +C 11 00370 + DATA MUL /'M1','M2','M3','M4','M5','E1','E2','E3','E4','E5'/ 11 00380 +C DEFINE 2*MAXIMUM ALLOWED SPIN 11 00390 + DATA MAXJ /40/ 11 00400 + 11 00410 +C DELTA VARIATION LIMITS, CHECK IF PURE MULTIPOLE 11 00420 + DO 10 I=1,2 11 00430 + RLLIM(I)=ALIM(I,1) 11 00440 + RULIM(I)=ALIM(I,2) 11 00450 + IF(PURE(I)) THEN 11 00460 + RLLIM(I)=VALUE(I+2) 11 00470 + RULIM(I)=VALUE(I+2) 11 00480 + ENDIF 11 00490 +10 CONTINUE 11 00500 + IF(J(1)*J(2).LE.1) THEN 11 00510 + RLLIM(1)=0.0 11 00520 + RULIM(1)=0.0 11 00530 + ENDIF 11 00540 + IF(NLEV.LE.2.OR.J(NLEV-1)*J(NLEV).LE.1) THEN 11 00550 + RLLIM(2)=0.0 11 00560 + RULIM(2)=0.0 11 00570 + ENDIF 11 00580 + 11 00590 +C CHECK DELTA STEPS 11 00600 + DO 30 I=1,2 11 00610 + NSTEP=(RULIM(I)-RLLIM(I))/STEP(I)+1.5 11 00620 + IF(NSTEP.GT.181) CALL TROUT(20,'SETUP', 11 00630 + # 'TOO SMALL STEP IN DELTA') 11 00640 +30 CONTINUE 11 00650 + 11 00660 +C CHECK FOR A2 AND A4 DATA 11 00670 + IF(.NOT.DATA(1).AND..NOT.DATA(2)) THEN 11 00680 + IF(NLEV.GE.3) CALL TROUT(33,'SETUP', 11 00690 + # 'NO CORRELATION DATA, BUT MORE THAN 2 LEVELS') 11 00700 + IF(RLLIM(1).LT.0.0) RLLIM(1)=0.0 11 00710 + CALL AOUT 11 00720 + ENDIF 11 00730 + 11 00740 +C DETERMINE MULTIPOLARITIES AND TEST FOR DISALLOWED SPIN 11 00750 +C COMBINATIONS 11 00760 + II=NLEV-1 11 00770 + L=IABS(J(1)-J(2))/2 11 00780 + IF(L.LE.0) L=1 11 00790 + LL=L+1 11 00800 + PAR=PI(1)*PI(2) 11 00810 + IF(PAR*(-1)**L.GT.0.0) L=L+5 11 00820 + IF(PAR*(-1)**LL.GT.0.0) LL=LL+5 11 00830 + MULL(1)=MUL(L) 11 00840 + MULH(1)=MUL(LL) 11 00850 + L=IABS(J(II)-J(NLEV))/2 11 00860 + IF(L.LE.0) L=1 11 00870 + LL=L+1 11 00880 + PAR=PI(II)*PI(NLEV) 11 00890 + IF(PAR*(-1)**L.GT.0.0) L=L+5 11 00900 + IF(PAR*(-1)**LL.GT.0.0) LL=LL+5 11 00910 + MULL(2)=MUL(L) 11 00920 + MULH(2)=MUL(LL) 11 00930 + DO 50 I=1,II 11 00940 + IF(J(I).LE.0.AND.J(I+1).LE.0) CALL TROUT(48,'SETUP', 11 00950 + # 'REALLY A 0 --> 0 TRANSITION?') 11 00960 + IF(J(I).GT.MAXJ) CALL TROUT(49,'SETUP', 11 00970 + # 'TOO LARGE SPIN') 11 00980 +50 CONTINUE 11 00990 + IF(J(NLEV).GT.MAXJ) CALL TROUT(52,'SETUP', 11 01000 + # 'TOO LARGE SPIN') 11 01010 + 11 01020 +C SET ANGULAR CORRELATION COEFFICIENTS 11 01030 + IF(NLEV.GE.3) CALL SETCOF 11 01040 + 11 01050 +C CALCULATE NUMBER OF DEGREES OF FREEDOM 11 01060 + NFREE=1 11 01070 + IF(NLEV.GE.3.AND.RLLIM(1).GE.RULIM(1).AND.RLLIM(2).GE.RULIM(2)) 11 01080 + # NFREE=0 11 01090 + DO 60 I=1,NDAT 11 01100 + IF(DATA(I)) NFREE=NFREE+1 11 01110 +60 CONTINUE 11 01120 + II=2 11 01130 + IF(NLEV.LE.2) II=1 11 01140 + DO 61 I=1,II 11 01150 + IF(RLLIM(I).LT.RULIM(I)) NFREE=NFREE-1 11 01160 +61 CONTINUE 11 01170 + IF(NFREE.LE.0) CALL BOUT 11 01180 + RETURN 11 01190 + END 11 01200 + SUBROUTINE SETCOF 12 00010 +C 12 00020 +C PROGRAM UNIT 12 12 00030 +C ROUTINE TO SET COEFFICIENTS FOR GAMMA-GAMMA CORRELATIONS 12 00040 +C 12 00050 + Integer j(6),nlev 12 00060 + LOGICAL ODD 12 00070 + Real pi(6) 12 00080 + COMMON /SPINS/ J,PI,NLEV,ODD 12 00090 +C 12 00100 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 12 00110 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 12 00120 +C 12 00130 + Integer numu 12 00140 + Logical pure(2) 12 00150 + Real rllim(2),rulim(2),step(2),du(3) 12 00160 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 12 00170 +C 12 00180 + Integer i,maxju 12 00190 +C MAXJU IS 2* MAXIMUM SPIN FOR UNOBSERVED TRANSITIONS 12 00200 + DATA MAXJU /20/ 12 00210 + 12 00220 + IF(NLEV.LT.3) CALL TROUT(1,'SETCOF', 12 00230 + # '<3 LEVELS --> NO CORRELATION!') 12 00240 + CALL SRK(R1,J(2),J(1)) 12 00250 + CALL SRK(R2,J(NLEV-1),J(NLEV)) 12 00260 + DO 5 I=1,2 12 00270 + U1(I)=1.0 12 00280 + U2(I)=1.0 12 00290 +5 U3(I)=1.0 12 00300 + IF(NLEV.EQ.3) GO TO 10 12 00310 +C CHECK THAT SPIN IS NOT TOO HIGH 12 00320 + IF(J(2).GT.MAXJU.OR.J(3).GT.MAXJU) CALL TROUT(6,'SETCOF', 12 00330 + # 'TOO HIGH SPIN FOR UNOBSERVED TRANSITION') 12 00340 + CALL SUK(U1,J(2),J(3),DU(1)) 12 00350 + IF(NLEV.EQ.4) GO TO 10 12 00360 + IF(J(4).GT.MAXJU) CALL TROUT(7,'SETCOF', 12 00370 + # 'TOO HIGH SPIN FOR UNOBSERVED TRANSITION') 12 00380 + CALL SUK(U2,J(3),J(4),DU(2)) 12 00390 + IF(NLEV.EQ.5) GO TO 10 12 00400 + IF(J(5).GT.MAXJU) CALL TROUT(8,'SETCOF', 12 00410 + # 'TOO HIGH SPIN FOR UNOBSERVED TRANSITION') 12 00420 + CALL SUK(U3,J(4),J(5),DU(3)) 12 00430 +10 CONTINUE 12 00440 + DO 20 I=1,2 12 00450 +20 UPROD(I)=U1(I)*U2(I)*U3(I) 12 00460 + RETURN 12 00470 + END 12 00480 + SUBROUTINE SETVAL(NTRB,A2SAV,A4SAV,ADB,SQ) 13 00010 +C 13 00020 +C PROGRAM UNIT 13 13 00030 +C SETS THEORETICAL VALUES THAT DEPEND ON DELTA(NTRB). 13 00040 +C RETURNS THE SUM OF SQUARED RESIDUALS. 13 00050 +C 13 00060 +C DUMMY ARGUMENTS: 13 00070 +C NTRB TRANSITION NUMBER 13 00080 +C A2SAV THE FACTOR OF A2 WHICH DEPENDS ON THE OTHER GAMMA 13 00090 +C A4SAV SAME FOR A4 13 00100 +C ADB ATAN(DELTA) OF TRANSITION NTRB 13 00110 +C SQ * SUM OF SQUARED RESIDUALS 13 00120 +C * ASSIGNED IN ROUTINE 13 00130 +C 13 00140 + Integer ntrb 13 00150 + Real A2SAV,A4SAV,ADB,SQ 13 00160 +C 13 00170 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)13 00180 + Integer itran(9),ndat 13 00190 + Logical data(9),ratio(9) 13 00200 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 13 00210 + 2 RLOW2,HIGH2,RATIO 13 00220 +C 13 00230 + Character*2 NAME(9),MULL(2),MULH(2) 13 00240 + CHARACTER*80 TITLE 13 00250 + Common /CHARAC/ NAME,MULL,MULH,TITLE 13 00260 +C 13 00270 + Integer i 13 00280 + Real dummy 13 00290 +C 13 00300 + Real Ak,Cc,Sqres 13 00310 + External Ak,Cc,Sqres 13 00320 +C 13 00330 + THEO(1)=A2SAV*AK(NTRB,2,ADB) 13 00340 + THEO(2)=A4SAV*AK(NTRB,4,ADB) 13 00350 + THEO(NTRB+2)=ADB 13 00360 + IF(NDAT.GT.4) THEN 13 00370 + DO 20 I=5,NDAT 13 00380 + IF(DATA(I).AND.ITRAN(I).EQ.NTRB) 13 00390 + # THEO(I)=CC(ADB,RLOW1(I),HIGH1(I),RLOW2(I),HIGH2(I)) 13 00400 +20 CONTINUE 13 00410 + ENDIF 13 00420 + SQ=SQRES(DUMMY) 13 00430 + RETURN 13 00440 + END 13 00450 + Real FUNCTION SQRES(DUMMY) 14 00010 +C 14 00020 +C PROGRAM UNIT 14 14 00030 +C ACCUMULATES SUM OF SQUARED RESIDUALS 14 00040 +C 14 00050 +C DUMMY ARGUMENT IS REALLY DUMMY 14 00060 +C 14 00070 + Real dummy 14 00080 +C 14 00090 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)14 00100 + Integer itran(9),ndat 14 00110 + Logical data(9),ratio(9) 14 00120 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 14 00130 + 2 RLOW2,HIGH2,RATIO 14 00140 +C 14 00150 + Integer i 14 00160 + Real dev,q 14 00170 +C 14 00180 + Q=0.0 14 00190 + DO 1 I=1,NDAT 14 00200 + IF(DATA(I)) THEN 14 00210 + DEV=(VALUE(I)-THEO(I))/ERROR(I) 14 00220 + Q=Q+DEV*DEV 14 00230 + ENDIF 14 00240 +1 CONTINUE 14 00250 + SQRES=Q 14 00260 + RETURN 14 00270 + END 14 00280 + SUBROUTINE QUADIN(X1,X2,X3,Y1,Y2,Y3,A,B,C) 15 00010 +C 15 00020 +C PROGRAM UNIT 15 15 00030 +C ROUTINE TO CALCULATE PARABOLA THRU 3 POINTS 15 00040 +C 15 00050 +C DUMMY ARGUMENTS: 15 00060 +C X1,Y1 (X,Y) OF FIRST POINT 15 00070 +C X2,Y2 (X,Y) OF SECOND POINT 15 00080 +C X3,Y3 (X,Y) OF THIRD POINT 15 00090 +C A,B,C * PARABOLA IS A*X**2+B*X+C 15 00100 +C * ASSIGNED IN ROUTINE 15 00110 +C 15 00120 + Real X1,X2,X3,Y1,Y2,Y3,A,B,C 15 00130 +C 15 00140 + Real rnom 15 00150 +C 15 00160 + RNOM=(X1-X2)*(X1-X3)*(X3-X2) 15 00170 + IF(RNOM.EQ.0) CALL TROUT(10,'QUADIN','DOUBLE X-VALUE') 15 00180 + A=((Y1-Y2)*(X3-X2)-(Y3-Y2)*(X1-X2))/RNOM 15 00190 + B=(Y1-Y2)/(X1-X2)-A*(X1+X2) 15 00200 + C=Y2-X2*(X2*A+B) 15 00210 + RETURN 15 00220 + END 15 00230 + Integer FUNCTION ISPIN(RJ,PARITY) 16 00010 +C 16 00020 +C PROGRAM UNIT 16 16 00030 +C CALCULATES 2J AND PI FROM REAL NUMBER RJ 16 00040 +C 16 00050 + Real rj,parity 16 00060 +C 16 00070 + Integer j 16 00080 +C 16 00090 + Real ABS,SIGN 16 00100 + Intrinsic ABS,SIGN 16 00110 +C 16 00120 + J=2.0*ABS(RJ)+0.5 16 00130 + PARITY=SIGN(1.0,RJ) 16 00140 + ISPIN=J 16 00150 + RETURN 16 00160 + END 16 00170 + REAL FUNCTION LIFIVE(N) 17 00010 +C 17 00020 +C PROGRAM UNIT 17 17 00030 +C GIVES 5% CONFIDENCE LIMIT FOR CHI**2 FOR N DEGREES OF FREEDOM 17 00040 +C 17 00050 +C DUMMY ARGUMENT: 17 00060 +C N NUMBER OF DEGREES OF FREEDOM 17 00070 +C 17 00080 + Integer n 17 00090 +C 17 00100 + Real FIVE(30) 17 00110 + DATA FIVE/ 17 00120 + #3.841,2.996,2.605,2.372,2.214,2.099,2.010,1.938,1.880,1.831, 17 00130 + #1.789,1.752,1.720,1.692,1.666,1.644,1.623,1.604,1.587,1.571, 17 00140 + #1.556,1.542,1.529,1.517,1.506,1.496,1.486,1.476,1.467,1.459/ 17 00150 + 17 00160 + LIFIVE=100000. 17 00170 + IF(N.LE.0.OR.N.GT.30) RETURN 17 00180 + LIFIVE=FIVE(N) 17 00190 + RETURN 17 00200 + END 17 00210 + REAL FUNCTION LITENT(N) 18 00010 +C 18 00020 +C PROGRAM UNIT 18 18 00030 +C GIVES 0.1% CONFIDENCE LIMIT FOR CHI**2 FOR N DEGREES OF FREEDOM 18 00040 +C 18 00050 +C DUMMY ARGUMENT: 18 00060 +C N NUMBER OF DEGREES OF FREEDOM 18 00070 +C 18 00080 + Integer n 18 00090 +C 18 00100 + Real TENTH(30) 18 00110 + DATA TENTH/ 18 00120 + #10.8276,6.9078,5.4221,4.6167,4.1030,3.7430,3.4746,3.2656,3.0975, 18 00130 + # 2.9588,2.8422,2.7425,2.6560,2.5802,2.5132,2.4533,2.3994,2.3507, 18 00140 + # 2.3063,2.2657,2.2284,2.1940,2.1621,2.1324,2.1048,2.0789,2.0547, 18 00150 + # 2.0319,2.0104,1.9901/ 18 00160 + 18 00170 + LITENT=100000. 18 00180 + IF(N.LE.0.OR.N.GT.30) RETURN 18 00190 + LITENT=TENTH(N) 18 00200 + RETURN 18 00210 + END 18 00220 + Real FUNCTION F(N) 19 00010 +C 19 00020 +C PROGRAM UNIT 19 19 00030 +C GIVES F(1,N,0.683) FOR N DEGREES OF FREEDOM (GILL, 19 00040 +C GAMMA RAY ANGULAR CORRELATIONS, ACADEMIC PRESS, 1975, 19 00050 +C APPENDIX A, TABLE 7) 19 00060 +C 19 00070 +C DUMMY ARGUMENT: 19 00080 +C N NUMBER OF DEGREES OF FREEDOM 19 00090 +C 19 00100 + Integer n 19 00110 +C 19 00120 + Real FF(16) 19 00130 + DATA FF /3.38,1.75,1.43,1.30,1.23,1.19,1.16,1.14, 19 00140 + # 1.12,1.11,1.10,1.09,1.09,1.08,1.08,1.07/ 19 00150 + 19 00160 + F=1.0 19 00170 + IF(N.LE.0.OR.N.GT.16) RETURN 19 00180 + F=FF(N) 19 00190 + RETURN 19 00200 + END 19 00210 + SUBROUTINE LINE(X,Y,IPOS,IX,ISTAR) 20 00010 +C 20 00020 +C PROGRAM UNIT 20 20 00030 +C PLOTS ONE LINE OF HISTOGRAM ON LINE-PRINTER. 20 00040 +C FRAME IN POSITION 23 AND 128. 20 00050 +C 20 00060 +C DUMMY ARGUMENTS: 20 00070 +C X,Y X,Y VALUES TO BE PRINTED 20 00080 +C IPOS POSITION OF 'O' 20 00090 +C IX POSITION OF 'X' 20 00100 +C ISTAR POSITION OF '*' 20 00110 +C 20 00120 + Integer ipos,ix,istar 20 00130 + Real x,y 20 00140 +C 20 00150 + CHARACTER*128 LINEE 20 00160 + 20 00170 + LINEE=' ' 20 00180 +C WRITE NUMBERS IN STRING LINE 20 00190 + WRITE(LINEE,100) X,Y 20 00200 +100 FORMAT(1X,F8.2,1X,F9.3) 20 00210 +C MAKE FRAME 20 00220 + LINEE(23:23)='+' 20 00230 + LINEE(128:128)='+' 20 00240 +C PUT IN *, X AND O 20 00250 + LINEE(ISTAR:ISTAR)='*' 20 00260 + LINEE(IX:IX) ='X' 20 00270 + LINEE(IPOS:IPOS) ='O' 20 00280 +C FINALLY WRITE LINE 20 00290 + WRITE(26,101) LINEE 20 00300 +101 FORMAT(A) 20 00310 + RETURN 20 00320 + END 20 00330 + Real FUNCTION CC(AD,THL1,THH1,THL2,THH2) 21 00010 +C 21 00020 +C PROGRAM UNIT 21 21 00030 +C CALCULATES CONVERSION COEFFICIENT OR RATIO FROM DELTA AND 21 00040 +C THEORETICAL VALUES FOR PURE MULTIPOLES. 21 00050 +C IF THL2 AND THH2 ARE 1.0, THE CONVERSION COEFFICIENT IS 21 00060 +C OBTAINED, ELSE THE RATIO FOR TWO SHELLS (SHELL1/SHELL2) 21 00070 +C IS CALCULATED. 21 00080 +C 21 00090 +C DUMMY ARGUMENTS: 21 00100 +C AD ATAN(DELTA) OF TRANSITION 21 00110 +C THL1 THEORETICAL VALUE FOR LOWER MULTIPOLE (SHELL1) 21 00120 +C THH1 THEORETICAL VALUE FOR HIGHER MULTIPOLE (SHELL1) 21 00130 +C THL2 THEORETICAL VALUE FOR LOWER MULTIPOLE (SHELL2) 21 00140 +C THH2 THEORETICAL VALUE FOR HIGHER MULTIPOLE (SHELL2) 21 00150 +C 21 00160 + Real AD,THL1,THH1,THL2,THH2 21 00170 +C 21 00180 + Real delta,d2,rads 21 00190 +C 21 00200 + Real TAN 21 00210 + Intrinsic TAN 21 00220 +C 21 00230 + DATA RADS /0.0174532/ 21 00240 +C 21 00250 + DELTA=TAN(RADS*AD) 21 00260 + D2=DELTA*DELTA 21 00270 + CC=(THL1+D2*THH1)/(THL2+D2*THH2) 21 00280 + RETURN 21 00290 + END 21 00300 + Real FUNCTION AK(ITR,K,AD) 22 00010 +C 22 00020 +C PROGRAM UNIT 22 22 00030 +C ROUTINE TO CALCULATE AK COEFFICIENT OF TRANSITION ITR. 22 00040 +C NOTE THAT RK(L,L+1)=-FK(L,L+1), SO DELTA(KRANE&STEFFEN)= 22 00050 +C -DELTA(ROSE&BRINK) IS USED. 22 00060 +C REFERENCE FOR EXPRESSION: ROSE AND BRINK, REV.MOD.PHYS.39(1967)306, 22 00070 +C FORMULA (3.73) WITH CHANGE OF SIGN FOR DELTA. 22 00080 +C 22 00090 +C DUMMY ARGUMENTS: 22 00100 +C ITR TRANSITION NUMBER 22 00110 +C K K=2 - A2, K=4 - A4 22 00120 +C AD ATAN(DELTA) OF TRANSITION ITR 22 00130 +C 22 00140 + Integer itr,k 22 00150 + Real ad 22 00160 +C 22 00170 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 22 00180 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 22 00190 +C 22 00200 + Integer kk 22 00210 + Real delta,d2,rads,val 22 00220 +C 22 00230 + Real TAN 22 00240 + Intrinsic TAN 22 00250 +C 22 00260 + DATA RADS /0.0174532/ 22 00270 +C 22 00280 + KK=K/2 22 00290 + DELTA=TAN(AD*RADS) 22 00300 + D2=DELTA*DELTA 22 00310 + IF(ITR.EQ.2) GO TO 10 22 00320 + VAL=(R1(KK,1)+2.*DELTA*R1(KK,2)+D2*R1(KK,3))/(1.0+D2) 22 00330 + GO TO 20 22 00340 +10 VAL=(R2(KK,1)-2.*DELTA*R2(KK,2)+D2*R2(KK,3))/(1.0+D2) 22 00350 +20 AK=VAL 22 00360 + RETURN 22 00370 + END 22 00380 + SUBROUTINE SRK (RKK, JA, JB) 23 00010 +C 23 00020 +C PROGRAM UNIT 23 23 00030 +C SETS UP RK COEFFICIENTS 23 00040 +C 23 00050 +C DUMMY ARGUMENTS: 23 00060 +C RKK * 2 DIM. ARRAY CONTAINING RK COEFFICIENTS 23 00070 +C INDEX 1: 1 - K=2, 2 - K=4 23 00080 +C INDEX 2: LL, LL', L'L' 23 00090 +C JA 2*SPIN ON FINAL/INITIAL LEVEL (TRANSITION 1/2) 23 00100 +C JB 2*SPIN ON INITIAL/FINAL LEVEL (TRANSITION 1/2) 23 00110 +C * ASSIGNED IN ROUTINE 23 00120 +C 23 00130 + Integer ja,jb 23 00140 + Real RKK(2,3) 23 00150 +C 23 00160 + Integer k,ll,m 23 00170 +C 23 00180 + Real Rk 23 00190 + External Rk 23 00200 +C 23 00210 + Integer IABS 23 00220 + Intrinsic IABS 23 00230 +C 23 00240 + LL=IABS(JA-JB) 23 00250 + IF(LL.EQ.0) LL=2 23 00260 + DO 10 K=1,2 23 00270 + M=4*K 23 00280 + RKK(K,1)=RK(M,LL ,LL ,JA,JB) 23 00290 + RKK(K,2)=RK(M,LL ,LL+2,JA,JB) 23 00300 + RKK(K,3)=RK(M,LL+2,LL+2,JA,JB) 23 00310 +10 CONTINUE 23 00320 + RETURN 23 00330 + END 23 00340 + SUBROUTINE SUK(UKK,JA,JB,DELTA) 24 00010 +C 24 00020 +C PROGRAM UNIT 24 24 00030 +C SETS UP UK COEFFICIENTS 24 00040 +C REFERENCE: ROSE AND BRINK, REV.MOD.PHYS. 39(1967)306, 24 00050 +C FORMULA (3.49). 24 00060 +C 24 00070 +C DUMMY ARGUMENTS: 24 00080 +C UKK * ARRAY CONTAINING UK COEFFICIENTS 24 00090 +C INDEX: 1 - K=2, 2 - K=4 24 00100 +C JA 2*SPIN OF INITIAL LEVEL 24 00110 +C JB 2*SPIN OF FINAL LEVEL 24 00120 +C DELTA MIXING RATIO OF UNOBSERVED TRANSITION 24 00130 +C * ASSIGNED IN ROUTINE 24 00140 +C 24 00150 + Integer JA,JB 24 00160 + Real UKK(2),delta 24 00170 +C 24 00180 + Integer k,ll,m 24 00190 + Real d2 24 00200 +C 24 00210 + Real Uk 24 00220 + External Uk 24 00230 +C 24 00240 + Integer IABS 24 00250 + Intrinsic IABS 24 00260 +C 24 00270 + LL=IABS(JA-JB) 24 00280 + IF(LL.EQ.0) LL=2 24 00290 + 24 00300 + DO 10 K=1,2 24 00310 + M=4*K 24 00320 + D2=DELTA*DELTA 24 00330 + UKK(K)=(UK(M,LL,JA,JB)+D2*UK(M,LL+2,JA,JB))/(1.+D2) 24 00340 +10 CONTINUE 24 00350 + RETURN 24 00360 + END 24 00370 + Real FUNCTION RK(K,L,LDASH,JA,JB) 25 00010 +C 25 00020 +C PROGRAM UNIT 25 25 00030 +C CALCULATES RK COEFFICIENTS 25 00040 +C REFERENCE: ROSE AND BRINK, REV.MOD.PHYS 39(1967)306, 25 00050 +C FORMULA (3.36). 25 00060 +C 25 00070 +C DUMMY ARGUMENTS ROSE AND BRINK 25 00080 +C K K 25 00090 +C L L 25 00100 +C LDASH L' 25 00110 +C JA J1 25 00120 +C JB J2 25 00130 +C 25 00140 +C ALL ARGUMENTS ARE 2* THEIR ACTUAL VALUE 25 00150 +C 25 00160 + Integer k,l,ldash,ja,jb 25 00170 +C 25 00180 + Integer ind 25 00190 + Real x,y,z 25 00200 +C 25 00210 + Real Clegor,Wcoeff 25 00220 + External Clegor,Wcoeff 25 00230 +C 25 00240 + Real SQRT 25 00250 + Intrinsic SQRT 25 00260 +C 25 00270 + Z=(L-LDASH+2.0)/2.0 25 00280 + IF(K.EQ.0) GO TO 10 25 00290 + IND=(2+JA-JB+LDASH-L-K)/2 25 00300 + Y=(-1.)**IND 25 00310 + Z=WCOEFF(JA,JA,L,LDASH,K,JB) 25 00320 + IF(Z.EQ.0.) GO TO 10 25 00330 + X=(JA+1)*(L+1)*(LDASH+1) 25 00340 + Z=Z*SQRT(X)*CLEGOR(L,LDASH,2,-2,K,0)*Y 25 00350 +10 RK=Z 25 00360 + RETURN 25 00370 + END 25 00380 + Real FUNCTION UK(K,L,JA,JB) 26 00010 +C 26 00020 +C PROGRAM UNIT 26 26 00030 +C CALCULATES UK COEFFICIENTS 26 00040 +C REFERENCE: ROSE AND BRINK, REV.MOD.PHYS. 39(1967)306, 26 00050 +C FORMULA (3.45). 26 00060 +C 26 00070 +C DUMMY ARGUMENTS ROSE AND BRINK 26 00080 +C K K 26 00090 +C L L12 26 00100 +C JA J1 26 00110 +C JB J2 26 00120 +C ALL ARGUMENTS ARE 2* THEIR ACTUAL VALUE 26 00130 +C 26 00140 + Integer k,l,ja,jb 26 00150 + Real y,z 26 00160 +C 26 00170 + Real Wcoeff 26 00180 + External Wcoeff 26 00190 +C 26 00200 + Z=1.0 26 00210 + IF(K.EQ.0) GO TO 10 26 00220 + Z=WCOEFF(JA,JB,JA,JB,L,K) 26 00230 + Y=WCOEFF(JA,JB,JA,JB,L,0) 26 00240 + IF(Z.EQ.0.0) GO TO 10 26 00250 + Z=Z/Y 26 00260 +10 UK=Z 26 00270 + RETURN 26 00280 + END 26 00290 + Real FUNCTION CLEGOR(N,P,Q,R,S,T) 27 00010 +C 27 00020 +C PROGRAM UNIT 27 27 00030 +C ROUTINE TO CALCULATE CLEBSCH-GORDAN COEFFICIENTS 27 00040 +C 27 00050 +C Modified to handle change in storage of factorials and possible 27 00060 +C floating point overflow or underflow (TWB. 930414) 27 00070 +C 27 00080 +C DUMMY ARGUMENTS: 27 00090 +C ALL ARGUMENTS ARE 2* THEIR ACTUAL VALUE 27 00100 +C CLEGOR=(N P Q R / S T) 27 00110 +C 27 00120 + Integer N,P,Q,R,S,T 27 00130 +C 27 00140 +C FA CONTAINS FACTORIALS 27 00150 + Integer ifa(114) 27 00160 + Double Precision fa(114) 27 00170 + COMMON /FAC/ ifa,FA 27 00180 +C 27 00190 + Integer i,i1,i2,i3,i4,i5,i6,j,k,l,m 27 00200 + Integer exp, ix,iy, iz,itemp 27 00210 + Double Precision x, y,w,z, temp 27 00220 +C 27 00230 + Real ABS,ALOG10,FLOAT,SIGN 27 00240 + Double Precision DABS,DLOG10,DSIGN,DSQRT 27 00250 + Integer MOD 27 00260 + Intrinsic ABS,ALOG10,DABS,DLOG10,DSIGN,DSQRT,FLOAT,MOD,SIGN 27 00270 +C 27 00280 + Double Precision TRI 27 00290 + External TRI 27 00300 +C 27 00310 + I=0 27 00320 + Z=0. 27 00330 + iz=0 27 00340 + W=FLOAT(S+1) 27 00350 + W=DSQRT(W) 27 00360 + Y=W*TRI(N,P,S) 27 00370 + iy=0 27 00380 + IF(Y.EQ.0.) GO TO 12 27 00390 + If(DABS(y) .GT. 10.D+0 .OR. DABS(y) .LT. 0.1D+0)Then 27 00400 + exp=DLOG10(DABS(y)) 27 00410 + y=y/10.D+0**exp 27 00420 + iy=exp 27 00430 + Endif 27 00440 + X=0. 27 00450 + ix=0 27 00460 + I1=N+Q 27 00470 + I2=N-Q 27 00480 + I3=P+R 27 00490 + I4=P-R 27 00500 + I5=S+T 27 00510 + I6=S-T 27 00520 + IF(I1.LT.0)GO TO 12 27 00530 + IF(I2.LT.0)GO TO 12 27 00540 + IF(I3.LT.0)GO TO 12 27 00550 + IF(I4.LT.0)GO TO 12 27 00560 + IF(I5.LT.0)GO TO 12 27 00570 + IF(I6.LT.0)GO TO 12 27 00580 + X=Y*DSQRT(FA(I1+1)*FA(I2+1)*FA(I3+1)*FA(I4+1)*FA(I5+1)*FA(I6+1)) 27 00590 + temp=FLOAT(ifa(i1+1)+ifa(i2+1)+ifa(i3+1)+ifa(i4+1)+ifa(i5+1) 27 00600 + 2 +ifa(i6+1))/2.D+0 27 00610 + itemp=temp 27 00620 + x=x*10.D+0**(temp-FLOAT(itemp)) 27 00630 + ix=iy+itemp 27 00640 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 27 00650 + 2 .AND. x .NE. 0.D+0)Then 27 00660 + exp=DLOG10(DABS(x)) 27 00670 + x=x/10.D+0**exp 27 00680 + ix=ix+exp 27 00690 + Endif 27 00700 + 1 ASSIGN 12 TO M 27 00710 + Y=FA(I+1) 27 00720 + iy=ifa(i+1) 27 00730 + J=N+P-S-I 27 00740 + L=0 27 00750 + GO TO 13 27 00760 + 2 J=N-Q-I 27 00770 + GO TO 13 27 00780 + 3 J=P+R-I 27 00790 + GO TO 13 27 00800 + 4 ASSIGN 11 TO M 27 00810 + J=S-P+Q+I 27 00820 + GO TO 13 27 00830 + 5 J=S-N-R+I 27 00840 + GO TO 13 27 00850 + 6 IF (I) 7,9,7 27 00860 + 7 IF(MOD(I,4))8,9,8 27 00870 + 8 K=-1 27 00880 + GO TO 10 27 00890 + 9 K=1 27 00900 + 10 Continue 27 00910 + Y=FLOAT(K)*Y 27 00920 + If((DABS(y) .GT. 10.D+0 .OR. DABS(y) .LT. 0.1D+0) 27 00930 + 2 .AND. y .NE. 0.D+0)Then 27 00940 + exp=DLOG10(DABS(y)) 27 00950 + y=y/10.D+0**exp 27 00960 + iy=iy+exp 27 00970 + Endif 27 00980 + temp=1.D+0/y 27 00990 + itemp=-iy 27 01000 + If((DABS(temp) .GT. 10.D+0 .OR. DABS(temp) .LT. 0.1D+0) 27 01010 + 2 .AND. temp .NE. 0.D+0)Then 27 01020 + exp=DLOG10(DABS(temp)) 27 01030 + temp=temp/10.D+0**exp 27 01040 + itemp=itemp+exp 27 01050 + Endif 27 01060 + If(iz .EQ. itemp)Then 27 01070 + Else If(iz .GT. itemp)Then 27 01080 + temp=temp*10.D+0**(itemp-iz) 27 01090 + Else 27 01100 + z=z*10.D+0**(iz-itemp) 27 01110 + iz=itemp 27 01120 + Endif 27 01130 + z=z+temp 27 01140 + If((DABS(z) .GT. 10.D+0 .OR. DABS(z) .LT. 0.1D+0) 27 01150 + 2 .AND. z .NE. 0.D+0)Then 27 01160 + exp=DLOG10(DABS(z)) 27 01170 + z=z/10.D+0**exp 27 01180 + iz=iz+exp 27 01190 + Endif 27 01200 + 11 I=I+2 27 01210 + GO TO 1 27 01220 + 12 Continue 27 01230 + CLEGOR=X*Z 27 01240 + If(clegor .EQ. 0.0)Return 27 01250 + If(ALOG10(ABS(clegor))+ix+iz .LE. 38 27 01260 + 2 .AND. ALOG10(ABS(clegor))+ix+iz .GE. -37)Then 27 01270 + clegor=clegor*10.**(ix+iz) 27 01280 + Else If(ALOG10(ABS(clegor))+ix+iz .GT. 38)Then 27 01290 + clegor=SIGN(1.6E+38,clegor) 27 01300 + Else 27 01310 + clegor=SIGN(0.25E-37,clegor) 27 01320 + Endif 27 01330 + RETURN 27 01340 + 13 IF (J) 15,14,14 27 01350 + 14 Continue 27 01360 + Y=Y*FA(J+1) 27 01370 + iy=iy+ifa(j+1) 27 01380 + If((DABS(y) .GT. 10.D+0 .OR. DABS(y) .LT. 0.1D+0) 27 01390 + 2 .AND. y .NE. 0.D+0)Then 27 01400 + exp=DLOG10(DABS(y)) 27 01410 + y=y/10.D+0**exp 27 01420 + iy=iy+exp 27 01430 + Endif 27 01440 + L=L+1 27 01450 + GO TO (2,3,4,5,6),L 27 01460 + 15 GO TO M, (12,11) 27 01470 + END 27 01480 + Real FUNCTION WCOEFF(N,P,Q,R,S,T) 28 00010 +C 28 00020 +C PROGRAM UNIT 28 28 00030 +C ROUTINE TO CALCULATE RACAH COEFFICIENTS 28 00040 +C 28 00050 +C Modified to handle change in storage of factorials and possible 28 00060 +C floating point overflow or underflow (TWB. 930414) 28 00070 +C 28 00080 +C DUMMY ARGUMENTS: 28 00090 +C ALL ARGUMENTS ARE 2* THEIR ACTUAL VALUE 28 00100 +C WCOEFF=W(N P Q R ; S T) 28 00110 +C 28 00120 + INTEGER n,P,Q,R,S,T 28 00130 +C 28 00140 +C FA CONTAINS FACTORIALS 28 00150 + Integer ifa(114) 28 00160 + Double Precision fa(114) 28 00170 + COMMON /FAC/ ifa,FA 28 00180 +C 28 00190 + Integer i,j,k,l,m 28 00200 + Integer exp, if,iv,ix,iy,iz,itemp 28 00210 + Double Precision f, v, x, y,z,temp 28 00220 +C 28 00230 + Double Precision Tri 28 00240 + External Tri 28 00250 +C 28 00260 + Real FLOAT,REAL,SIGN 28 00270 + Double Precision DABS,DLOG10 28 00280 + Intrinsic DABS,DLOG10,FLOAT,REAL,SIGN 28 00290 +C 28 00300 + f=0.0 28 00310 + if=0 28 00320 + Y=TRI(N,P,S)*TRI(Q,R,S)*TRI(Q,N,T)*TRI(P,R,T) 28 00330 + If((DABS(y) .GT. 10.D+0 .OR. DABS(y) .LT. 0.1D+0) 28 00340 + 2 .AND. y .NE. 0.D+0)Then 28 00350 + exp=DLOG10(DABS(y)) 28 00360 + y=y/10.D+0**exp 28 00370 + iy=exp 28 00380 + Endif 28 00390 + I=0 28 00400 + Z=0. 28 00410 + iz=0 28 00420 + IF (Y.EQ.0.) GO TO 14 28 00430 + 2 ASSIGN 14 TO M 28 00440 + X=FA(I+1) 28 00450 + ix=ifa(i+1) 28 00460 + J=N+P-S-I 28 00470 + L=0 28 00480 + GO TO 15 28 00490 + 3 Continue 28 00500 + X=X*F 28 00510 + ix=ix+if 28 00520 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 00530 + 2 .AND. x .NE. 0.D+0)Then 28 00540 + exp=DLOG10(DABS(x)) 28 00550 + x=x/10.D+0**exp 28 00560 + ix=exp+ix 28 00570 + Endif 28 00580 + J=Q+R-S-I 28 00590 + GO TO 15 28 00600 + 4 Continue 28 00610 + X=X*F 28 00620 + ix=ix+if 28 00630 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 00640 + 2 .AND. x .NE. 0.D+0)Then 28 00650 + exp=DLOG10(DABS(x)) 28 00660 + x=x/10.D+0**exp 28 00670 + ix=exp+ix 28 00680 + Endif 28 00690 + J=N+Q-T-I 28 00700 + GO TO 15 28 00710 + 5 Continue 28 00720 + X=X*F 28 00730 + ix=ix+if 28 00740 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 00750 + 2 .AND. x .NE. 0.D+0)Then 28 00760 + exp=DLOG10(DABS(x)) 28 00770 + x=x/10.D+0**exp 28 00780 + ix=exp+ix 28 00790 + Endif 28 00800 + J=P+R-T-I 28 00810 + GO TO 15 28 00820 + 6 Continue 28 00830 + X=X*F 28 00840 + ix=ix+if 28 00850 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 00860 + 2 .AND. x .NE. 0.D+0)Then 28 00870 + exp=DLOG10(DABS(x)) 28 00880 + x=x/10.D+0**exp 28 00890 + ix=exp+ix 28 00900 + Endif 28 00910 + J=N+P+Q+R+2-I 28 00920 + GO TO 15 28 00930 + 7 V=F 28 00940 + iv=if 28 00950 + ASSIGN 13 TO M 28 00960 + J=S+T-N-R+I 28 00970 + GO TO 15 28 00980 + 8 Continue 28 00990 + X=X*F 28 01000 + ix=ix+if 28 01010 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 01020 + 2 .AND. x .NE. 0.D+0)Then 28 01030 + exp=DLOG10(DABS(x)) 28 01040 + x=x/10.D+0**exp 28 01050 + ix=exp+ix 28 01060 + Endif 28 01070 + J=S+T-P-Q+I 28 01080 + GO TO 15 28 01090 + 9 Continue 28 01100 + X=V/(X*F) 28 01110 + ix=iv-ix-if 28 01120 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 01130 + 2 .AND. x .NE. 0.D+0)Then 28 01140 + exp=DLOG10(DABS(x)) 28 01150 + x=x/10.D+0**exp 28 01160 + ix=exp+ix 28 01170 + Endif 28 01180 + IF (MOD(I,4)) 10,11,10 28 01190 + 10 K=-1 28 01200 + GO TO 12 28 01210 + 11 K=1 28 01220 + 12 Continue 28 01230 + X=FLOAT(K)*X 28 01240 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 01250 + 2 .AND. x .NE. 0.D+0)Then 28 01260 + exp=DLOG10(DABS(x)) 28 01270 + x=x/10.D+0**exp 28 01280 + ix=exp+ix 28 01290 + Endif 28 01300 + temp=x 28 01310 + itemp=ix 28 01320 + If(iz .EQ. itemp)Then 28 01330 + Else If(iz .GT. itemp)Then 28 01340 + temp=temp*10.D+0**(itemp-iz) 28 01350 + Else 28 01360 + z=z*10.D+0**(iz-itemp) 28 01370 + iz=itemp 28 01380 + Endif 28 01390 + z=z+temp 28 01400 + If((DABS(z) .GT. 10.D+0 .OR. DABS(z) .LT. 0.1D+0) 28 01410 + 2 .AND. z .NE. 0.D+0)Then 28 01420 + exp=DLOG10(DABS(z)) 28 01430 + z=z/10.D+0**exp 28 01440 + iz=iz+exp 28 01450 + Endif 28 01460 + 13 I=I+2 28 01470 + GO TO 2 28 01480 + 14 Continue 28 01490 + X=Y*Z 28 01500 + ix=iy+iz 28 01510 + If((DABS(x) .GT. 10.D+0 .OR. DABS(x) .LT. 0.1D+0) 28 01520 + 2 .AND. x .NE. 0.D+0)Then 28 01530 + exp=DLOG10(DABS(x)) 28 01540 + x=x/10.D+0**exp 28 01550 + ix=exp+ix 28 01560 + Endif 28 01570 + GO TO 18 28 01580 + 15 L=L+1 28 01590 + IF (J) 17,16,16 28 01600 + 16 F=FA(J+1) 28 01610 + if=ifa(j+1) 28 01620 + GO TO (3,4,5,6,7,8,9),L 28 01630 + 17 GO TO M,(14,13) 28 01640 + 18 Continue 28 01650 + If(ix .LE. 38 .AND. ix .GE. -37)Then 28 01660 + Wcoeff=x*10.**ix 28 01670 + Else If(ix .GT. +38)Then 28 01680 + Wcoeff=SIGN(1.6E+38,REAL(x)) 28 01690 + Else 28 01700 + Wcoeff=SIGN(0.25E-37,REAL(x)) 28 01710 + Endif 28 01720 + RETURN 28 01730 + END 28 01740 + DOUBLE PRECISION FUNCTION TRI(I,J,K) 29 00010 +C 29 00020 +C PROGRAM UNIT 29 29 00030 +C HELP ROUTINE FOR CLEGOR AND WCOEFF 29 00040 +C 29 00050 +C Modified to handle change in storage of factorials (TWB. 930414) 29 00060 +C 29 00070 +C DUMMY ARGUMENTS: 29 00080 +C ALL ARGUMENTS ARE 2* THEIR ACTUAL VALUE 29 00090 +C I,J,K INTEGERS, SEE WCOEFF AND CLEGOR 29 00100 +C 29 00110 + Integer i,j,k 29 00120 +C 29 00130 +C FA CONTAINS FACTORIALS 29 00140 + Integer ifa(114) 29 00150 + Double Precision fa(114) 29 00160 + COMMON /FAC/ ifa,FA 29 00170 +C 29 00180 + Integer m1,m2,m3,m4 29 00190 +C 29 00200 + Real FLOAT 29 00210 + Double Precision DSQRT 29 00220 + Intrinsic FLOAT,DSQRT 29 00230 +C 29 00240 + M1=I+J-K 29 00250 + M2=I-J+K 29 00260 + M3=J+K-I 29 00270 + M4=I+J+K+2 29 00280 + If(m1.LT.0 .OR. m2.LT.0 .OR. m3.LT.0 .OR. m4.LT.0)Then 29 00290 + Tri=0.D+0 29 00300 + Return 29 00310 + Endif 29 00320 + Tri=DSQRT(FA(M1+1)*FA(M2+1)*FA(M3+1)/FA(M4+1)) 29 00330 + Tri=Tri* 29 00340 + 2 10.D+0**(FLOAT(ifa(m1+1)+ifa(m2+1)+ifa(m3+1)-ifa(m4+1))/2.) 29 00350 + RETURN 29 00360 + END 29 00370 + SUBROUTINE SETFAC 30 00010 +C 30 00020 +C PROGRAM UNIT 30 30 00030 +C CALCULATE FACTORIALS FOR VECTOR-COUPLING COEFFICIENTS 30 00040 +C 30 00050 +C Modified 14-Apr-93 to avoid floating overflow problems (TWB) 30 00060 +C 30 00070 + Integer ifa(114) 30 00080 + DOUBLE PRECISION FA(114) 30 00090 + COMMON /FAC/ ifa,FA 30 00100 +C 30 00110 + Integer i,exp 30 00120 +C 30 00130 + Real FLOAT 30 00140 + Double Precision DLOG10 30 00150 + Intrinsic DLOG10,FLOAT 30 00160 +C 30 00170 + Do 100 i=1,113 30 00180 + ifa(i)=0 30 00190 +100 Continue 30 00200 + DO 10 I=1,4 30 00210 + FA(I)=1.D+0 30 00220 +10 Continue 30 00230 + DO 11 I=5,113,2 30 00240 + FA(I)=FA(I-2)*FLOAT(I/2) 30 00250 + ifa(i)=ifa(i-2) 30 00260 + If(fa(i) .GE. 10.0)Then 30 00270 + exp=DLOG10(fa(i)) 30 00280 + ifa(i)=ifa(i)+exp 30 00290 + fa(i)=fa(i)/10.D+0**exp 30 00300 + Endif 30 00310 + FA(I+1)=FA(I) 30 00320 + ifa(i+1)=ifa(i) 30 00330 +11 Continue 30 00340 + Do 150 i=1,114 30 00350 + fa(i)=fa(i)/10. 30 00360 + ifa(i)=ifa(i)+1 30 00370 +150 Continue 30 00380 + RETURN 30 00390 + END 30 00400 + SUBROUTINE CREAD(N,T,CARD) 31 00010 +C 31 00020 +C PROGRAM UNIT 31 31 00030 +C ROUTINE TO READ A MAXIMUM OF NMAX REALS FROM THE STRING CARD 31 00040 +C EACH CHARACTER DIFFERENT FROM '0-9','-' AND 31 00050 +C '.' IS TREATED AS A SEPARATOR. 31 00060 +C N IS NUMBER OF REALS FOUND ON CARD. 31 00070 +C T(I) CONTAINS THE NUMBERS. 31 00080 +C 31 00090 +C DUMMY ARGUMENTS: 31 00100 +C N * NUMBER OF REALS FOUND IN SUBSTRING CARD(NSTART:NSTOP) 31 00110 +C T * THE REALS 31 00120 +C CARD THE STRING 31 00130 +C * ASSIGNED IN ROUTINE 31 00140 +C 31 00150 + Integer N 31 00160 + Real T(*) 31 00170 + Character*80 card 31 00180 +C 31 00190 + Integer i,isave,j 31 00200 + Integer nsta,nstart,nstop,nmax 31 00210 + LOGICAL FIRST,NEG 31 00220 + Real DEC,reall 31 00230 + CHARACTER*1 NUMBER(10) 31 00240 + DATA NUMBER /'0','1','2','3','4','5','6','7', 31 00250 + # '8','9'/ 31 00260 +C DEFINE STARTING AND END CHARACTER AND MAXIMUM NUMBER OF REALS 31 00270 + DATA NSTART,NSTOP,NMAX /3,72,10/ 31 00280 + 31 00290 +C INITIALIZE 31 00300 + DO 2 I=1,NMAX 31 00310 +2 T(I)=0.0 31 00320 + N=0 31 00330 + reall=0.0 31 00340 + DEC=0.1 31 00350 + NSTA=NSTART 31 00360 + NEG=.FALSE. 31 00370 + FIRST=.TRUE. 31 00380 + 31 00390 +5 DO 25 I=NSTA,NSTOP 31 00400 + ISAVE=I 31 00410 +C CHECK IF DECIMAL POINT 31 00420 + IF(CARD(I:I).EQ.'.') GO TO 26 31 00430 +C CHECK IF NEGATIVE 31 00440 + IF(CARD(I:I).EQ.'-') NEG=.TRUE. 31 00450 +C CHECK IF NUMBER. 31 00460 + DO 10 J=1,10 31 00470 + IF(CARD(I:I).EQ.NUMBER(J)) GO TO 20 31 00480 +10 CONTINUE 31 00490 + IF(FIRST) GO TO 25 31 00500 + GO TO 30 31 00510 +C ACCUMULATE INTEGER PART 31 00520 +20 reall=10.*reall+J-1. 31 00530 + FIRST=.FALSE. 31 00540 +25 CONTINUE 31 00550 + 31 00560 + IF(FIRST) GO TO 40 31 00570 + GO TO 30 31 00580 + 31 00590 +26 NSTA=ISAVE+1 31 00600 + DO 29 I=NSTA,NSTOP 31 00610 + ISAVE=I 31 00620 +C DOUBLE DECIMAL POINTS ARE NOT ALLOWED 31 00630 + IF(CARD(I:I).EQ.'.') 31 00640 + # CALL TROUT(261,'CREAD','DOUBLE DECIMAL POINT') 31 00650 +C CHECK IF NUMBER 31 00660 + DO 27 J=1,10 31 00670 + IF(CARD(I:I).EQ.NUMBER(J)) GO TO 28 31 00680 +27 CONTINUE 31 00690 + GO TO 30 31 00700 +C ACCUMULATE FRACTIONAL PART 31 00710 +28 reall=reall+(J-1.)*DEC 31 00720 + DEC=DEC/10. 31 00730 +29 CONTINUE 31 00740 + 31 00750 +C NUMBER COMPLETE. 31 00760 +30 N=N+1 31 00770 + IF(N.GT.NMAX) CALL TROUT(301,'CREAD','TOO MANY PARAMETERS') 31 00780 + IF(NEG) reall=-reall 31 00790 +C TRICK TO TAKE CARE OF SPIN -0 31 00800 + IF(NEG.AND.(reall.EQ.0)) reall=-1.0E-30 31 00810 +C 31 00820 + T(N)=reall 31 00830 + reall=0.0 31 00840 + DEC=0.1 31 00850 + NEG=.FALSE. 31 00860 + FIRST=.TRUE. 31 00870 + NSTA=ISAVE+1 31 00880 + IF(NSTA.LE.NSTOP) GO TO 5 31 00890 +40 RETURN 31 00900 + END 31 00910 + SUBROUTINE CLEAR 32 00010 +C 32 00020 +C PROGRAM UNIT 32 32 00030 +C ROUTINE TO CLEAR DATA AND RESET DEFAULS 32 00040 +C 32 00050 + Integer j(6),nlev 32 00060 + LOGICAL ODD 32 00070 + Real pi(6) 32 00080 + COMMON /SPINS/ J,PI,NLEV,ODD 32 00090 +C 32 00100 + Real r1(2,3),r2(2,3),u1(2),u2(2),u3(2),uprod(2) 32 00110 + Common /COEFS/ R1,R2,U1,U2,U3,UPROD 32 00120 +C 32 00130 + Real value(9),error(9),theo(9),rlow1(9),high1(9),rlow2(9),high2(9)32 00140 + Integer itran(9),ndat 32 00150 + Logical data(9),ratio(9) 32 00160 + Common /DATA/ VALUE,ERROR,THEO,DATA,ITRAN,RLOW1,HIGH1,NDAT, 32 00170 + 2 RLOW2,HIGH2,RATIO 32 00180 +C 32 00190 + Integer numu 32 00200 + Logical pure(2) 32 00210 + Real rllim(2),rulim(2),step(2),du(3) 32 00220 + Common /DELTAS/ RLLIM,RULIM,STEP,PURE,NUMU,DU 32 00230 +C 32 00240 + Character*80 CARD 32 00250 + Common /CARD/ CARD 32 00260 +C 32 00270 + Integer nfree,numb 32 00280 + LOGICAL DUMP,SHORT 32 00290 + Real QSQ(181),alim(2,2) 32 00300 + Common /MISC/ DUMP,NFREE,NUMB,QSQ,ALIM,SHORT 32 00310 +C 32 00320 + Character*2 NAME(9),MULL(2),MULH(2) 32 00330 + CHARACTER*80 TITLE 32 00340 + Common /CHARAC/ NAME,MULL,MULH,TITLE 32 00350 +C 32 00360 + Integer i,ii 32 00370 + Character*2 INNAME(9) 32 00380 + DATA INNAME /'A2','A4','D ',' D',' ',' ',' ',' ',' '/ 32 00390 + 32 00400 + NLEV=2 32 00410 + NDAT=4 32 00420 + NUMU=0 32 00430 + NFREE=1 32 00440 + NUMB=0 32 00450 + ODD=.FALSE. 32 00460 + DUMP=.FALSE. 32 00470 + SHORT=.TRUE. 32 00480 + CARD=' ' 32 00490 + TITLE=' ' 32 00500 + 32 00510 + DO 2 I=1,9 32 00520 + NAME(I)=INNAME(I) 32 00530 + VALUE(I)=0.0 32 00540 + ERROR(I)=0.0 32 00550 + THEO(I)=0.0 32 00560 + DATA(I)=.FALSE. 32 00570 + ITRAN(I)=0 32 00580 + RLOW1(I)=0.0 32 00590 + RLOW2(I)=0.0 32 00600 + HIGH1(I)=0.0 32 00610 + HIGH2(I)=0.0 32 00620 + RATIO(I)=.FALSE. 32 00630 +2 CONTINUE 32 00640 + 32 00650 + DO 3 I=1,2 32 00660 + PURE(I)=.FALSE. 32 00670 + UPROD(I)=1.0 32 00680 + U1(I)=1.0 32 00690 + U2(I)=1.0 32 00700 + U3(I)=1.0 32 00710 + ITRAN(I+2)=I 32 00720 + RLLIM(I)=-90. 32 00730 + RULIM(I)=90. 32 00740 + STEP(I)=2. 32 00750 + MULL(I)=' ' 32 00760 + MULH(I)=' ' 32 00770 + ALIM(I,1)=-90. 32 00780 + ALIM(I,2)=90. 32 00790 +3 CONTINUE 32 00800 + 32 00810 + DO 4 I=1,3 32 00820 + DU(I)=0.0 32 00830 +4 CONTINUE 32 00840 + 32 00850 + DO 6 I=1,6 32 00860 + J(I)=0 32 00870 + PI(I)=0.0 32 00880 +6 CONTINUE 32 00890 + 32 00900 + DO 7 I=1,181 32 00910 + QSQ(I)=0.0 32 00920 +7 CONTINUE 32 00930 + DO 8 I=1,2 32 00940 + DO 8 II=1,3 32 00950 + R1(I,II)=0.0 32 00960 + R2(I,II)=0.0 32 00970 +8 CONTINUE 32 00980 + CALL COUT 32 00990 + RETURN 32 01000 + END 32 01010 diff --git a/src/ensdf_processing/GTOL/gtol.f b/src/ensdf_processing/GTOL/gtol.f new file mode 100644 index 0000000000..d577eba7f9 --- /dev/null +++ b/src/ensdf_processing/GTOL/gtol.f @@ -0,0 +1,4813 @@ +! +!********************************************************************** +!* +!* PROGRAM GTOL +!* +!* Version 7(0): February 18, 2004 C.L.Dunford +!* Converted to Fortran 95 +!* Command line input added +!* Version 7.1: October 6, 2005 Thomas W. Burrows +!* 1. Incorporated PNPI F77 versions 6.4c and 6.4d +!* a. Additional output after matrix inversion +!* comparing the level energies and transition +!* energies including Chi**2. These were moved +!* to separate subroutines and are only output +!* if matrix inversion is successful +!* b. Converted to double precision +!* 2. Added check against Chi**2 (critical) and output +!* warning to terminal and report file if deviant +!* Version 7.1a October 17, 2005 Thomas W. Burrows +!* 1. Corrected problem in comparing transition energies +!* when gamma could not be placed within +-10 keV +!* 2. Added summary of gammas which could not be placed +!* within +-10 keV to terminal output +!* Version 7.2 November 14, 2005 Thomas W. Burrows +!* 1. Changed logic for processing FL=? so that RI and +!* TI would be included in RI(OUT) and TI(OUT) +!* 2. Added query to allow user to specify theoretical +!* DCC to be assumed (HSICC, BrIcc, or Other) +!* 3. Attempted to check metastable state continuation +!* records to see if there is no IT decay. If so, +!* GTOL assumes level is fixed and adds the uncertainty +!* of the state in quadrature with that derived from +!* the least-squares adjustment +!* 4. Added option to place "G" in level energy field. +!* Similar to "F" option but uncertainty will be added +!* in quadrature with that derived from the least-squares +!* adjustment +!* 5. Added check for two gammas from same parent to same +!* daughter +!* 6. Attempted to make the level and transition energy +!* tables more readable +!* 7. If Chi**2 (critical) test fails, give a short summary +!* of the most discrepant gammas. +!* 8. Corrected logic errors in converting ranges to values +!* and uncertainties for GAMMA continuation records +!* 9. Corrected some field width overflow problems in +!* intensity comparison +!* 10. Restored ANS MDC for opening output files +!* Version 7.2a November 17, 2005 Thomas W. Burrows +!* Corrected conflict in type for dummy real variable in +!* calls to RLSCN in subroutine READIN +!* Version 7.2b January 20, 2006 Thomas W. Burrows +!* 1. Corrected formula for chi**2 critical for N>30 +!* 2. Output to report degrees of freedom if chi**2 test +!* fails +!* 3. Some cleanup of terminal output +!* Version 7.2c May 15, 2006 Thomas W. Burrows +!* 1. Reworked logic so matrix would be recalculated if "FL=" +!* gamma had not been placed within +-10 keV +!* 2. Used data created by Tibor Kibedi to extended critical +!* Chi**2 DATA statement from 30 to 200 +!* 3. Added check when adjusting energies for fixed daughter +!* level uncertainties so that fixed levels would not be +!* adjusted +!* Version 7.2d November 1, 2006 Thomas W. Burrows +!* 1. Added check for existence of %IT when checking decay +!* modes. If found, level will not be held fixed even if +!* if total of other modes is gerater tnan 99.95% +!* 2. Added checks for other types of decay (e.g., %N or %P) +!* 3. Corrected bug apparently introduced in 7.2 when attempt +!* was made to process FL=? so that RI and TI would be +!* included in RI(OUT) and TI(OUT) +!* 4. Corrected bug apparently introduced in 7.2 when +!* the "G" option was introduced +!* Version 7.2e June 1, 2007 Thomas W. Burrows +!* 1. Added check on unrealistical large diagonal matrix +!* elements to handle differences between LF95 and DVF +!* 2. Added check for level energies such as "EN+X" and +!* ignore deexciting gammas +!* 3. Changed default ICC's from HSICC to BrIcc +!* 4. Fixed suprious error message when End of File followed +!* an END record +!* Version 7.2f February 9, 2009 PNPI Group, Russia +!* Chnages by PNPI Group **PNPI** +!* Version 7.2g April 30, 2010 by Tibor Kibedi **TK** +!* 1. Added initialization of NOFf in the main program +!* 2. Changed single precision dummy arguments to double +!* precision ones in Dcnvus subroutine calls. +!* Version 7.2h May 24, 2013 by Jagdish Tuli **JKT** +!* Incorrect DTI value when FL specified. Removed +!* sqrt construct. +!* +!* +!* Requires NNDCLIB (NSDFLIB) subroutine library +!* +!* PRIOR VERSIONS +!* +!* VERSION 5(0): FORTRAN77 Version August, 1983, LPE, Lund, Sweden. +!* Based on VERSION 4(15) as of 6-Jan-82. +!* MAIN CHANGES: +!* 1) FORTRAN 77 using STR77 Library. +!* 2) Number of levels, gammas, fixed levels as +!* parameters. +!* 3) Some unused options removed. +!* 4) Some options added. +!* VERSION 5(1): February 1986 +!* MAIN CHANGES: +!* 1) Localized program to improve paging rate on +!* TOPS-10. +!* 2) Changed terminal dialog. +!* 3) Size of output reduced. +!* 4) Option to create a new file with calculated +!* level energies included. +!* 5) Check of GAMMA continuation record for final +!* level (FL=) formalism and other quantities +!* which may affect the calculations. +!* 6) Ignores data sets whose DSID's indicate that +!* there are no gammas present. +!* KNOWN PROBLEMS (Common to all versions): +!* 1) Field width overflows when there are very +!* precise gamma energies. +!* 2) Matrix inversion sometimes unstable when there +!* is only one transition to or one transition +!* from a level. +!* VERSION 5(2): June 1986 +!* MAJOR CHANGES: +!* 1) Converted from Swedish STR77 library to NNDC +!* to NNDC F77STR and NSDCNV libraries +!* VERSION 5(3): 8-Aug-1986 Add VAX MDC +!* VERSION 5(4): 11-Dec-1986 Add IbmPC MDC +!* VERSION 5(5): 4-Sep-1987 +!* 1) Corrected logic causing floating-point overflow +!* in subroutine MINV. +!* 2) Corrected minor parsing problems in subroutine +!* GA2DEC. Also rewrote this subroutine to reduce +!* redundant coding using modules from RADLST and +!* the new subroutines CHNGS1 and CHNGS2. +!* 3) Corrected field-width overflow problems by +!* increasing associated string lengths and +!* format statements from 8 to 10 (Maximum size +!* of energy fields in ENSDF). Since this +!* increased the size of the output, added checks +!* to not list blank lines when there are no old +!* gamma energies to be compared to. +!* 4) Removed output of "F" for level energies. +!* 5) Brought modules associated with these +!* corrections more up to current F77 standards +!* and philosophy. +!* VERSION 5(6): 2-Nov-87 +!* VAX mdc OPEN READONLY added for input dataset +!* file +!* VERSION 5(7): 30-Aug-89 +!* 1) Added checks for +!* a) Number of levels exceeding number of +!* gammas plus fixed levels +!* b) Matrix being singular +!* In both of these cases it will list connected +!* but not fixed levels which either have +!* a) No gammas feeding them +!* b) No gammas deexciting them +!* since this seems to be the most common cause +!* of the problem +!* 2) General cleanup of code +!* 3) Added logic to reduce extraneous calculations a +!* output +!* 4) Restored lost coding to remove output of "F" fo +!* level energies and to output a "D L" record for +!* these levels +!* 5) Automatic suppression of intensity comparison +!* for ADOPTED LEVELS, GAMMAS dataset +!* VERSION 5(8): 12-SEP-89 +!* 1) Corrected logic error which caused (G,G') data +!* sets to be rejected +!* 2) Changed string lengths and output formats for +!* I/O files to reduce changes of truncation +!* VERSION 5(9): 12-JUN-90 +!* 1) Changed statement order(CHKALF),F format spec(I +!* etc for PC fortran +!* VERSION 5(10): 24-JUL-90 +!* 1) Corrected error in INTOUT which gave log of a +!* negative number +!* VERSION 5(11): 13-DEC-90 +!* 1) Corrected error in INTOUT which gave log of +!* zero +!* 2) Delinted using F-LINT 2.71 +!* VERSION 5(12): 15-Oct-92 Added Machine coding for ANS +!* VERSION 6.0: 7-Apr-93 Merged IBM PC test version of 28-Feb-91 +!* with distributed version 5(12) [15-Oct-92]. IBM PC +!* changes were: +!* 1) Reworked internal storage to fit into +!* limitations of real mode of MS/DOS. +!* a) Most argument passing to subprograms replace +!* by COMMONs. +!* b) Replaced WAA(NLE,NLE) by WAA(NSTORE) with +!* NSTORE=(NLE*NLE+NLE+1)/2 and added +!* bookkeeping function STRLOC +!* 2) Replaced general purpose matrix inversion +!* routine MATINV and MINV by a new MATINV which +!* uses a specific algorithm for symmetric +!* matrices. +!* 3) Added PCTIME and PCDATE routines for IBM PC +!* which access the MS FORTRAN routines GETTIM and +!* GETDATE +!* *** As a result of 1b) and 2) the code runs slower +!* however, for NLE=300 memory requirements were +!* reduced by about 658k. +!* Other changes: +!* 1) Added overlay module indicators for use in +!* separating source code for compilation and +!* linking on IBM PC +!* 2) Added check on diagonal matrix elements after +!* inversion - If any negative values, no +!* least-squares adjustment +!* 3) Added check on E(level) after matrix +!* multiplication - If any negative values, level +!* processing terminated +!* 4) Removed redundant output of fixed levels list +!* 5) Replaced numeric comparison for FL= with +!* string comparison and corrected minor logic +!* errors +!* 6) Added bookkeeping on how the level was fixed +!* 7) Always assume that the first level is fixed +!* 8) Added logic for non-numeric levels +!* 9) Update FL= when new file option specified +!* 10) Warn about levels being out of order in new +!* output +!* 11) Increased NFIX=NLE/2 to NFIX=NLE +!* 12) Reduced verbosity of report by only +!* putting out relevant input data (should also +!* reduce elapsed time due to I/O +!* 13) Corrected output field width overlow in +!* intensities +!* 14) Kept non-numeric uncertainties on feeding +!* radiations +!* 15) Hold levels of the form SP+x or SN+x fixed +!* and ignore deexciting gammas +!* 16) Correction of minor logic errors in calculating +!* total intensities +!* 17) If NB not given, assume 1.0/BR in agreement wit +!* other codes +!* 18) Accounted for 3% uncertainty in CC theory when +!* calculating TI +!* VERSION 6.1: 12-Jul-93 Corrected error in calculating net g.s. +!* feeding (100*BR+TNRF to 100+ TNRF) +!* VERSION 6.2: 26-Nov-93 +!* 1) Removed error introduced in version 6.1. +!* 2) Ignore gammas with non-numeric EG. +!* 3) Implemented Asilomar F and P recommendations to +!* allow specifications of DEG, DRI, and DTI when +!* not given. +!* 4) For DEG, DRI, or DTI of "AP", uncertainty set +!* to three times that for field. +!* 5) If "&", in column 77, RI=DRI=(RI+DRI)/2 and +!* TI=DTI=(TI+DTI)/2 assumed. +!* 6) If "LT" or "LE" in DRI or DTI field, +!* RI=DRI=RI/2 or TI=DTI=TI/2 assumed. +!* 7) Automatically remove previous GTOL-generated +!* "DL E" records. +!* Version 6.2a: 09-Apr-1999 +!* 1) Y2K compliance +!* 2) Increased ANSI FORTRAN 77 compliance +!* 3) Check for and skip Ionized Atom +!* 4) Properly recognize H record +!* Version 6.3: 23-May-2000 +!* 1) Implemented logic for FL=? +!* 2) Added estimates of upper limits of the +!* calculated net feeding using the methods of Lyon +!* 3) Corrected bug in subroutine CHGCRD +!* 4) Removed overlay logic +!* Version 6.3a: 08-Jan-2001 +!* Corrected logic errors in replacing "FL="'s +!* Version 6.4 01-Mar-2001 +!* Added MDC code for f77 on Linux +!* Version 6.4a 11-Jul-2001 +!* Corrected output overflows when adding new Comment +!* record for DEG, etc. +!* Version 6.4b 03-Dec-2003 +!* 1) Increased NLE from 300 to 1000 and NGA from +!* 3*NLE to 4*NLE. +!* 2) Left justify new level energies in output file. +!* 3) Corrected outout overflow problem in RADDEC. +!* 4) Corrected string range problem in IDDEC. +!* +!* REFER ALL COMMENTS AND INQUIRIES TO +!* NATIONAL NUCLEAR DATA CENTER +!* BUILDING 197D +!* BROOKHAVEN NATIONAL LABORATORY +!* UPTON, NEW YORK 11973 +!* TELEPHONE 631-344-2901 631-344-2901 COMM +!* +!********************************************************************** +! + PROGRAM GTOL +! + CHARACTER(LEN=*), PARAMETER :: version = 'GTOL Version 7.2h' + CHARACTER(LEN=*), PARAMETER :: verdate = '24-May-2013' +! +! COMMON /IOUNIT/ IN, RPT, ITTYI, ISCR, IOUT +! + INTEGER(KIND=4), PARAMETER :: in = 20, iout = 21, rpt = 22, & + & iscr = 23 + INTEGER(KIND=4), PARAMETER :: IDEfi = 5, IDEfo = 6 +! +!+++MDC+++ +!...VMS +!/ CHARACTER(LEN=*), PARAMETER :: nuldev = 'NL:' +!/ CHARACTER(LEN=*), PARAMETER :: ostat = 'NEW' +!...UNX + CHARACTER(LEN=*), PARAMETER :: nuldev = '/dev/null' + CHARACTER(LEN=*), PARAMETER :: ostat = 'REPLACE' +!...DVF +!/ CHARACTER(LEN=*), PARAMETER :: nuldev = ' ' +!/ CHARACTER(LEN=*), PARAMETER :: ostat = 'REPLACE' +!---MDC--- +! +! COMMON /CHAR / CARD, LABEL, OPTCRD +! + CHARACTER(LEN=80) :: card, label, optcrd +! +! COMMON /CONST / ANR, DNR, ANT, DNT, BR, DBR, ANB, DNB, IAMASS, IZ,& +! & EMASS +! + REAL(KIND=8) :: anb, anr, ant, br, dbr, dnb, dnr, dnt, emass + INTEGER(KIND=4) :: iamass, iz +! +! COMMON /DIDSET/ DEGSET, DRISET, DTISET +! + LOGICAL(KIND=4) :: degset, driset, dtiset +! +! COMMON /LOGIC / RECOIL, ALLA, SKIP, NEWFIL, NOGAM, NOMAT, NOINT, & +! & NOINT2, IGNORG +! + LOGICAL(KIND=4) :: alla, ignorg1, ignorg2, newfil, nogam, noint, & + & noint2, nomat, recoil, skip +! +! COMMON /PNINFO/ NRBR, DNRBR, NTBR, DNTBR, NBBR, DNBBR +! + REAL(KIND=8) :: dnbbr, dnrbr, dntbr, nbbr, nrbr, ntbr +! +! COMMON /SETUNC/ DEGKEV, DEGPCT, DRIREL, DRIPCT, DTIREL, DTIPCT +! + REAL(KIND=8) :: degkev, degpct, dripct, drirel, dtipct, dtirel +! +! COMMON /SAVEG / LBOTS, LTOPS, RIS, DRIS, TIS, DTIS, CCS, DCCS, & +! & RIINS, DRIINS, RIOUTS, DRIOUS, TIINS, DTIINS, & +! & TIOUTS, DTIOUS, WAAS11, WAAS12, WAAS22, WAGS1, & +! & WAGS2, YS, XS +! + INTEGER(KIND=4) :: lbots, ltops + REAL(KIND=8) :: ccs, dccs, driins, drious, dris, dtiins, dtious, & + & dtis, riins, riouts, ris, tiins, tiouts, tis, & + & waas11, waas12, waas22, wags1, wags2, xs, ys +! +! COMMON /PARAM / MU, SIGMA +! + REAL(KIND=4) :: mu, sigma +! + INTEGER(KIND=4), PARAMETER :: nle = 1000, nfix = nle +! +! COMMON /LEVDAT/ EL, DLEV, RLEV +! + REAL(KIND=8), DIMENSION(nle) :: dlev, el, rlev +! + CHARACTER(LEN=10), DIMENSION(nle) :: celev + CHARACTER(LEN=2), DIMENSION(nle) :: cdelev +! +! COMMON /MATR2 / WAG +! + REAL(KIND=8), DIMENSION(nle) :: wag +! +! COMMON /RELINT/ RIIN, DRIIN, RIOUT, DRIOUT +! + REAL(KIND=8), DIMENSION(nle) :: driin, driout, riin, riout +! +! COMMON /TOTINT/ TIIN, DTIIN, TIOUT, DTIOUT +! + REAL(KIND=8), DIMENSION(nle) :: dtiin, dtiout, tiin, tiout +! +! COMMON /LEVST1/ AILEV, AIDLEV, HOWFIX +! + CHARACTER(LEN=2), DIMENSION(nle) :: aidlev + CHARACTER(LEN=10), DIMENSION(nle) :: ailev + CHARACTER(LEN=1), DIMENSION(nle) :: howfix +! +! COMMON /LEVST2/ ALEV, ADLEV +! + CHARACTER(LEN=2), DIMENSION(nle) :: adlev + CHARACTER(LEN=10), DIMENSION(nle) :: alev +! + COMMON /BETSTR/ EBI, DEBi + CHARACTER(LEN=2), DIMENSION(nle) :: DEBi + CHARACTER(LEN=8), DIMENSION(nle) :: EBI +! + COMMON /FIX1 / LEVfix + INTEGER(KIND=4), DIMENSION(nfix) :: LEVfix +! + INTEGER(KIND=4), PARAMETER :: nstore = (nle*nle+nle+1)/2 +! +! COMMON /MATR1 / WAA +! + REAL(KIND=8), DIMENSION(nstore) :: waa +! + INTEGER(KIND=4), PARAMETER :: nga = 4*nle +! +! COMMON /TOPBOT/ LTOP, LBOT +! + INTEGER(KIND=4), DIMENSION(nga) :: lbot, ltop +! +! COMMON /GAME1 / EG, DEG +! + REAL(KIND=8), DIMENSION(nga) :: deg, eg, egc +! + INTEGER(KIND=4), PARAMETER :: maxoff = 12 +! +! COMMON /OFFSCH/ OFFCHR +! + CHARACTER(LEN=1), DIMENSION(maxoff) :: offchr +! +! COMMON /OFFSIN/ NOFF, OFFSET +! + INTEGER(KIND=4) :: noff + REAL(KIND=8), DIMENSION(maxoff) :: offset +! + REAL(KIND=8), DIMENSION(nfix) :: elfix +! +! Saves information for assumed theoretical DCC + REAL(KIND=4) :: theodcc + LOGICAL(KIND=4) :: adddcc +! +! Initialization **TK** + NOFf = 0 + CALL RUN_GTOL +! + STOP +! + CONTAINS +! +!*********************************************************************** +! + SUBROUTINE RUN_GTOL +! +! PROGRAM USES STANDARD ENSDF DATA SETS +! GAMMA-RAY ENERGIES USED TO DERIVE A SET OF LEAST-SQUARES +! ADJUSTED LEVEL ENERGIES +! UNPLACED OR QUESTIONABLE GAMMAS ARE IGNORED +! BETA OR EC+BETA FEEDING AT EACH LEVEL IS CALCULATED FROM +! THE INPUT GAMMA INTENSITIES AND CONVERSION COEFFICIENTS +! AN OPTION CARD WITH 'OPTION' IN COL. 1-6 MAY PRECEDE ANY +! DATA SET AND CONTAIN ANY OF THE FOLLOWING OPTIONS +! IN FREE FORMAT: +! OPTION MEANING +! NOREC NO RECOIL CORRECTION, I.E. RECIOL CORR. +! HAS ALREADY BEEN APPLIED TO E(GAMMA) +! RECOIL PERFORM RECOIL CORRECTION (DEFAULT) +! MARKED PROCESS ONLY DATA SETS PRECEEDED BY +! A CARD WITH '*GTOL' IN COL. 1-5 +! ALL PROCESS ALL DATA SETS (DEFAULT) +! DEG= Reset default assumption of +-1 keV for +! blank DEG. Either in keV or %. Must be set +! for each data set. +! DRI= Assume an uncertainty for blank DRI in +! data set. Either in relative intensities +! or as %. Must be set for each data set. +! DTI= Same as for DRI but for the DTI field. +! Note that an option card resets the defaults. +! +! A level energy can be held fixed by adding the letter 'F' or 'G' +! somewhere in the energy field (Columns 10-21). If 'G' is used, energy +! uncertainty of the fixed level will be added in quadrature with that +! from the least-squares adjustment +! +! DRI and DTI options for a data set may be over-ridden for +! an individual intensity by adding the letter 'E' in the +! intensity fields separated by blanks from the intensities. +! + IMPLICIT NONE +! +! Functions used +! + CHARACTER(LEN=*), INTRINSIC :: TRIM + CHARACTER(LEN=1), INTRINSIC :: CHAR +! +! Local variables +! + LOGICAL(KIND=4) :: bad, g2here, issep, isxlv + INTEGER(KIND=4) :: ieof, ig, il, ilfix, i +! + RECoil = .TRUE. + ALLa = .TRUE. + NOGam = .FALSE. + NOMat = .FALSE. + NEWfil = .FALSE. + NOInt = .FALSE. + NOInt2 = .FALSE. + issep = .FALSE. + isxlv=.FALSE. + EBI = ' ' + DEBi = ' ' + ilfix = nfix + DO i = 1, Ilfix + LEVfix(i) = 0 + elfix(i) = 10.**20 + END DO + IF(NOFf.GT.0) THEN + DO i = 1, NOFf + OFFset(i) = 0.0 + OFFchr(i) = ' ' + END DO + NOFf = 0 + END IF + OPTcrd = ' ' +! +! OPEN INPUT/OUTPUT FILES +! + CALL GET_INPUT +! + il = 0 + ig = 0 + ilfix = 1 + 10 LABel = ' ' +! + 20 SKIp = .TRUE. + DO i = 1, Ilfix + LEVfix(i) = 0 + elfix(i) = 10.**20 + END DO + IF(NOFf.GT.0) THEN + DO i = 1, NOFf + OFFset(i) = 0.0 + OFFchr(i) = ' ' + END DO + NOFf = 0 + END IF + ANR = 1.0 + ANT = 1.0 + BR = 1.0 + ANB = 1.0 + DNR = 0.0 + DNT = 0.0 + DBR = 0.0 + DNB = 0.0 + NRBr = 0.0 + DNRbr = 0.0 + NTBr = 0.0 + DNTbr = 0.0 + NBBr = 0.0 + DNBbr = 0.0 + NOInt2 = .FALSE. + issep = .FALSE. + isxlv=.FALSE. + DEGkev = 0.0 + DEGpct = 0.0 + DRIrel = 0.0 + DRIpct = 0.0 + DTIrel = 0.0 + DTIpct = 0.0 + DEGset = .FALSE. + DRIset = .FALSE. + DTIset = .FALSE. +! +! CLEAR MATRIX WORK AREAS TO ZEROES +! + EBI = ' ' + DEBi = ' ' +! + il = 0 + ig = 0 + ilfix = 1 +! + IF(NEWfil) OPEN(UNIT=iscr,ACCESS='SEQUENTIAL',STATUS='SCRATCH') +! + DO WHILE (.TRUE.) +! +! Read input +! + CALL READIN(il,ilfix,ieof,g2here) +! +! Check for presence of GAMMA continuation record and redo +! matrice + IF(g2here) THEN + IF(issep .OR. isxlv) CYCLE + CALL GA2DEC(il,ig,ilfix) + CYCLE + END IF +! +! Check for EOF with Data Set Still Active +! + If(ieof .EQ. 998)EXIT + IF(ieof.EQ.999) THEN + IF(il.NE.0.AND.ig.NE.0) THEN + bad = .FALSE. + CALL ADJUST(il,ig,ilfix,bad) + IF(NEWfil) THEN + IF(bad) THEN + CALL DUMPIT + ELSE + CALL NEWOUT(ieof,il,ilfix) + END IF + END IF + ELSE + Write(idefo,'(A)')' Nothing can be calculated' + IF(NEWfil) CALL DUMPIT + END IF + EXIT + END IF +! +!--- END RECORD + IF(CARd(1:8).EQ.' ') THEN + WRITE(rpt,'(9X,A)') CARd + IF(il.NE.0.AND.ig.NE.0) THEN + bad = .FALSE. + CALL ADJUST(il,ig,ilfix,bad) + IF(NEWfil) THEN + IF(bad) THEN + CALL DUMPIT + ELSE + CALL NEWOUT(ieof,il,ilfix) + END IF + END IF + ELSE + Write(idefo,'(A)')' Nothing can be calculated' + END IF + IF(LABel.EQ.' ') THEN + WRITE(IDEfo,'(A)')' No ID record preceding END record' + CYCLE + END IF + IF(NEWfil) THEN + IF((il.EQ.0.OR.ig.EQ.0).OR.bad) CALL DUMPIT + END IF + IF(il.EQ.0) il = 1 + IF(ig.EQ.0) ig = 1 + IF(ilfix.EQ.1) ilfix = 2 + GO TO 10 + END IF +!--- BETA, ALPHA, OR EC RECORD + IF(CARd(6:8).EQ.' B'.OR.CARd(6:8).EQ.' A'.OR.CARd(6:8) & + & .EQ.' E') THEN + IF(.NOT.NOInt.AND..NOT.NOInt2) THEN + CALL RADDEC(il) + END IF + CYCLE + END IF +!--- GAMMA RECORD + IF(CARd(6:8).EQ.' G') THEN + IF(issep) THEN + WRITE(rpt,'(9X,A,T93,A)') CARd,'Ignoring after SP or SN' + CYCLE + END IF + IF(isxlv) THEN + WRITE(rpt,'(9X,A,T93,A)') CARd,'Ignoring after "+X",...' + CYCLE + END IF + CALL GAMDEC(il,ig,ilfix) + CYCLE + END IF +!--- LEVEL RECORD + IF(CARd(6:8).EQ.' L') THEN + WRITE(rpt,'(9X,A)') CARd + CALL LEVDEC(il,ilfix,ig,nga,issep,isxlv) + CYCLE + END IF +!--- NORMALIZATION RECORD + IF(CARd(6:8).EQ.' N') THEN + IF(.NOT.NOInt) THEN + CALL NORDEC + END IF + CYCLE + END IF +!--- PN Record + IF(CARd(6:8).EQ.' PN') THEN + IF(.NOT.NOInt) THEN + CALL PNDEC + IF(NOInt2) THEN + DRIrel = 0.0 + DRIpct = 0.0 + DTIrel = 0.0 + DTIpct = 0.0 + END IF + END IF + CYCLE + END IF +!--- ID RECORD + IF(CARd(6:9).EQ.' '.AND.CARd(1:5).NE.' ') THEN +! SKIP TO TOP OF PAGE. + WRITE(rpt,'(A/5A/)') & + & CHAR(12), 'Program ',TRIM(VERSION),' as of ', & + & TRIM(verdate),' (Double precision, localized)' + IF(OPTcrd.NE.' ') THEN + WRITE(rpt,'(9X,A)') OPTcrd + OPTcrd = ' ' + END IF + WRITE(rpt,'(9X,A)') CARd +! + WAG = 0.0 + RIIn = 0.0 + DRIin = 0.0 + RIOut = 0.0 + DRIout = 0.0 + TIIn = 0.0 + DTIin = 0.0 + TIOut = 0.0 + DTIout = 0.0 + WAA = 0.0 +! + IF(il.NE.0.OR.ig.NE.0) THEN + WRITE(IDEfo,'(A)')' No END record preceding '//CARd(1:39) + bad = .FALSE. + CALL ADJUST(il,ig,ilfix,bad) + IF(NEWfil) THEN + IF(bad) THEN + CALL DUMPIT + ELSE + ieof = 999 + CALL NEWOUT(ieof,il,ilfix) + ieof = 0 + END IF + END IF + CALL IDDEC + GO TO 20 + ELSE + IF(NEWfil.AND.LABel.NE.' ') THEN + CALL DUMPIT + END IF + CALL IDDEC + CYCLE + END IF + END IF + IF(CARd(6:8).EQ.' H') CYCLE +!--- RECORD TYPE NOT RECOGNIZED, SKIP + WRITE(rpt,'(9X,A,T96,A)') CARd,'NOT RECOGNIZED-SKIPPED' + END DO +! + WRITE(IDEfo,'(/A)') ' Job completed successfully' + RETURN +! + END SUBROUTINE RUN_GTOL +! +!*********************************************************************** +! + SUBROUTINE GET_INPUT +! +! Opens files +! + IMPLICIT NONE +! +! Functions used +! + CHARACTER(LEN=*), INTRINSIC :: TRIM,REPEAT + CHARACTER(LEN=1), EXTERNAL :: UPCASE + REAL(KIND=4), EXTERNAL :: VALSTR + INTEGER(KIND=4), INTRINSIC :: LEN_TRIM +! +! Local variables +! + INTEGER(KIND=4), PARAMETER :: nf = 5 + CHARACTER(LEN=50), DIMENSION(nf) :: carray + CHARACTER(LEN=50), DIMENSION(nf-1) :: file + CHARACTER(LEN=50) :: carrayuc + CHARACTER(LEN=3) :: ans + CHARACTER(LEN=11) :: daet + INTEGER(KIND=4) :: npar, i, lver + CHARACTER(LEN=100) :: name, name1 + CHARACTER(LEN=8) :: tyme + CHARACTER(LEN=20) :: adcc +! + file(1) = 'gtol.inp' + file(2) = 'gtol.rpt' + file(3) = 'gtol.out' + file(4) = ' ' +! + npar = nf + CALL GET_COMMAND_LINE('%',carray,npar) +! +! Check input for new file names +! + IF(npar.GT.1) THEN + DO i = 2, npar + IF(carray(i).EQ.' '.OR.carray(i).EQ.'#') CYCLE + file(i-1) = carray(i) + carrayuc = carray(i) + CALL UPSTR(carrayuc) + IF(carrayuc.EQ.'NULL') file(i-1) = nuldev + END DO + END IF +! +! open standard output file if not blank +! + IF(file(4).NE.' ') CALL OPEN_FILE(IDEfo,file(4),OSTat) +! + WRITE(IDEFO,'(/1X,A)') version//' ['//verdate//']' + WRITE(IDEFO,'(A)')' (Double precision, localized)' + WRITE(IDEFO,'('' Max. number of levels='',I4)')nle + WRITE(IDEFO,'('' Max. number of gammas='',I4)')nga + WRITE(IDEFO,'('' Max. number of fixed levels='',I4)')nfix +! +! GET INPUT ENSDF FILE NAME +! + 10 IF(npar.EQ.0) THEN + WRITE(IDEfo,'(/1X,3A,$)') & + & 'INPUT FILE (DEF: ',TRIM(file(1)),'): ' + READ(IDEfi,'(A)') name + IF(name.EQ.' ') name = file(1) + ELSE + name = file(1) + END IF + name1 = name + OPEN(UNIT=in,FILE=name,ACCESS='SEQUENTIAL',STATUS='OLD', & + & ACTION='READ',ERR=80) +! +! REPORT FILE NAME +! + IF(npar.EQ.0) THEN + WRITE(IDEfo,'(1X,3A,$)') & + & 'REPORT FILE (DEF: ',TRIM(file(2)),'): ' + READ(IDEfi,'(A)') name + IF(name.EQ.' ') name = file(2) + ELSE + name = file(2) + END IF + CALL OPEN_FILE(rpt,name,OSTat) +! +! OUTPUT ENSDF FILE +! + IF(npar.EQ.0) THEN + WRITE(IDEfo,'(/1X,A)') & + & 'Do you wish to create a new file with level' + WRITE(IDEfo,'(3X,A,$)') & + & 'energies replaced by GTOL results(N/Y)? - ' + READ(IDEfi,'(A)') ans + IF(UPCASE(ans(1:1)).NE.'Y') GO TO 20 + NEWfil = .TRUE. + WRITE(IDEfo,'(1X,3A,$)') & + & 'Enter OUTPUT ENDSF FILE NAME (DEF: ',TRIM(file(3)),'): ' + READ(IDEfi,'(A)') name + IF(name.EQ.' ') name = file(3) + ELSE + IF(UPCASE(carray(1)(1:1)).NE.'Y') GO TO 20 + NEWfil = .TRUE. + name = file(3) + END IF + CALL OPEN_FILE(iout,name,ostat) +! + 20 IF(npar.EQ.0) THEN + WRITE(IDEfo,'(1X,A,$)') & + & 'Do you wish to suppress gamma energy comparison(N/Y)? - ' + READ(IDEfi,'(A)') ans + IF(UPCASE(ans(1:1)).EQ.'Y') NOMat = .TRUE. + ELSE + IF(UPCASE(carray(1)(2:2)).EQ.'Y') NOMat = .TRUE. + END IF +! + IF(npar.EQ.0) THEN + WRITE(IDEfo,'(1X,A,$)') & + & 'Do you wish to suppress intensity comparison(N/Y)? - ' + READ(IDEfi,'(A)') ans + IF(UPCASE(ans(1:1)).EQ.'Y')Then + NOInt = .TRUE. + Else + Write(idefo,'(3X,A,$)') & + & 'Assumed DCC theory (Bricc-1.4%, Hsicc-3%, Other-?) - ' + Read(idefi,'(A)')ans + ans=UPCASE(ans) + If(ans(1:1).EQ.' ' .OR. ans(1:1).EQ.'B')Then + theodcc=0.014 + adddcc=.TRUE. + ElseIf(ans(1:1) .EQ. 'H')Then + theodcc=0.03 + adddcc=.FALSE. + ElseIf(ans(1:1) .EQ. 'O')Then + Write(idefo,'(5X,A,$)')'%DCC(theory) to assume - ' + Read(idefi,'(a)')adcc + theodcc=VALSTR(adcc) + theodcc=theodcc/100.0 + adddcc=.TRUE. + EndIf + Write(idefo,'(3X,A,F6.3)')'DCC(theory)=',theodcc + EndIf + ELSE + IF(UPCASE(carray(1)(3:3)).EQ.'Y')Then + NOInt = .TRUE. + Else + If(UPCASE(carray(1)(4:4)).EQ. ' ' .OR. & + & UPCASE(carray(1)(4:4)).EQ.'B')Then + theodcc=0.014 + adddcc=.TRUE. + ElseIf(UPCASE(carray(1)(4:4)).EQ.'H')Then + theodcc=0.03 + adddcc=.FALSE. + ElseIf(UPCASE(carray(1)(4:4)).EQ.'O')Then + theodcc=VALSTR(carray(1)(5:)) + theodcc=theodcc/100.0 + adddcc=.TRUE. + EndIf + EndIf + END IF +! + CALL TIMES(tyme) + CALL DATE_20(daet) + lver = LEN_TRIM(version) + 4 + WRITE(rpt,'(/A)') REPEAT('*',lver) + WRITE(rpt,'(3A)')'* ', version, ' *' + WRITE(rpt,'(A)') REPEAT('*',lver) + WRITE(rpt,'(/2A)') 'DATE: ', daet + WRITE(rpt,'(2A/)') 'TIME: ', tyme + WRITE(rpt,'(A)') '(Double precision, localized)' + WRITE(rpt,'(A,I4)') 'Max. number of levels=', nle + WRITE(rpt,'(A,I4)') 'Max. number of gammas=', nga + WRITE(rpt,'(A,I4//)') 'Max. number of fixed levels=', nfix + WRITE(rpt,'(2A)') 'INPUT-FILE name: ', TRIM(name1) + IF(NEWfil) WRITE(rpt,'(2A)') 'OUTPUT-FILE name: ', TRIM(name) + GO TO 100 +! + 80 WRITE(IDEfO,'(/5X,A)') 'INPUT FILE OPEN ERROR' + STOP +! + 100 RETURN +! + END SUBROUTINE GET_INPUT +! +!*********************************************************************** +! + SUBROUTINE OPEN_FILE(I,Ofile,Ostat) +! +! MACHINE DEPENDENT FILE OPEN ROUTINE +! + IMPLICIT NONE +! +! Dummy variables +! + CHARACTER(LEN=*) :: Ofile,Ostat + INTEGER(KIND=4) :: I +! +!+++MDC+++ +!...VMS +!/ OPEN(UNIT=I,FILE=Ofile,ACCESS='SEQUENTIAL',STATUS=Ostat, & +!/ & CARRIAGECONTROL='LIST') +!...UNX, DVF, ANS + OPEN(UNIT=I,FILE=Ofile,ACCESS='SEQUENTIAL',STATUS=Ostat) +!---MDC--- +! + RETURN + END SUBROUTINE OPEN_FILE +! +!*********************************************************************** +! + INTEGER(KIND=4) FUNCTION STRLOC(Row,Col) +! +! Support function for storing data in a packed vector of +! (NLE*NLE+NLE+1)/2 which represents a symmetric matrix of +! NLExNLE. The lower triangle of the matrix is stored by row +! with a(i*(i-1)/2+j)=Aij +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Col, Row +! +! Local variables +! + INTEGER(KIND=4) :: tmp1, tmp2 +! + IF((Row.GT.nle).OR.(Col.GT.nle)) THEN + WRITE(IDEfo,'(/A)') & + & 'Error in STRLOC. ROW or COLUMN exceeds dimensions' + STOP + ELSE IF(Row.GE.Col) THEN + tmp1 = Row + tmp2 = Col + ELSE + tmp1 = Col + tmp2 = Row + END IF + STRLOC = tmp1*(tmp1-1)/2 + tmp2 + RETURN + END FUNCTION STRLOC +! +!*********************************************************************** +! + SUBROUTINE GCALC(I1,I2,Ilfix,X,Y,Ri,Dri,Ti,Dti) +! +! Save data for possible modifications due to data on GAMMA +! continuation records +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: I1, I2, Ilfix + REAL(KIND=8) :: Dri, Dti, Ri, Ti, X, Y +! +! Local variables +! + INTEGER(KIND=4) :: i, itmp, j, k +! + LBOts = I2 + LTOps = I1 +! + IF(.NOT.NOInt.AND..NOT.NOInt2) THEN + RIIns = RIIn(I2) + RIOuts = RIOut(I1) + DRIins = DRIin(I2) + DRIous = DRIout(I1) + RIS = Ri + DRIs = Dri +! + TIIns = TIIn(I2) + TIOuts = TIOut(I1) + DTIins = DTIin(I2) + DTIous = DTIout(I1) + TIS = Ti + DTIs = Dti + END IF +! + IF(.NOT.NOMat.OR.NEWfil) THEN + XS = X + YS = Y + WAAs11 = WAA(STRLOC(I1,I1)) + WAAs22 = WAA(STRLOC(I2,I2)) + WAGs1 = WAG(I1) + WAGs2 = WAG(I2) + IF(I1.NE.I2) WAAs12 = WAA(STRLOC(I1,I2)) + END IF +! +! ADD TO FEEDING TO AND FROM THE TWO LEVELS +! +! ADD TO SUM OF SQUARES OF UNCERTAINTIES +! + IF(.NOT.NOInt.AND..NOT.NOInt2) THEN + RIIn(I2) = RIIn(I2) + Ri + RIOut(I1) = RIOut(I1) + Ri + DRIin(I2) = DRIin(I2) + Dri**2 + DRIout(I1) = DRIout(I1) + Dri**2 +! + TIIn(I2) = TIIn(I2) + Ti + TIOut(I1) = TIOut(I1) + Ti + DTIin(I2) = DTIin(I2) + Dti + DTIout(I1) = DTIout(I1) + Dti + END IF +! + IF(NOMat) THEN + IF(.NOT.NEWfil) RETURN + END IF +! +! SET UP ARTIFICIAL LEVEL ENERGY MEASUREMENTS +! FOR CONNECTIONS TO FIXED LEVELS +! + DO j = 1, Ilfix + k = LEVfix(j) + IF(k.EQ.I1) X = -(EL(I1)-X) + IF(k.EQ.I2) X = EL(I2) + X + END DO +! + itmp = STRLOC(I1,I1) + WAA(itmp) = WAA(itmp) + Y + itmp = STRLOC(I2,I2) + WAA(itmp) = WAA(itmp) + Y + WAG(I1) = WAG(I1) + Y*X + WAG(I2) = WAG(I2) - Y*X + IF(I2.NE.I1) THEN + itmp = STRLOC(I1,I2) + WAA(itmp) = WAA(itmp) - Y + END IF +! + RETURN + END SUBROUTINE GCALC +! +!*********************************************************************** +! + SUBROUTINE TIMES(Tyme) +! + IMPLICIT NONE +! +! Dummy arguments +! + CHARACTER(LEN=*) :: Tyme +! +! Local variables +! + CHARACTER(LEN=8) :: date + CHARACTER(LEN=10) :: time +! + CALL DATE_AND_TIME(date,time) + Tyme = time(1:2)//':'//time(3:4)//':'//time(5:6) +! + RETURN + END SUBROUTINE TIMES +! +!*********************************************************************** +! + SUBROUTINE READIN(Il,Ilfix,Ieof,G2here) +! + IMPLICIT NONE +! +! Dummy arguments +! + LOGICAL(KIND=4) :: G2here + INTEGER(KIND=4) :: Ieof,Il,Ilfix +! +! Functions used +! + CHARACTER(LEN=*), INTRINSIC :: TRIM + INTEGER(KIND=4), INTRINSIC :: INDEX + REAL(KIND=8), INTRINSIC :: DBLE + INTEGER(KIND=4), EXTERNAL :: RLSCN + INTEGER(KIND=4), EXTERNAL :: LENSTR +! +! Local variables +! + LOGICAL(KIND=4) :: doout, isfixed + LOGICAL(KIND=4) :: isitdec + CHARACTER(LEN=132) :: outline + CHARACTER(LEN=71) :: tmpstr + CHARACTER(LEN=80) :: lastcard + INTEGER(KIND=4) :: i, i1, i2, j, k + REAL(KIND=4) :: x + REAL(KIND=4) :: totdec,dtotdec +! + G2here = .FALSE. + Ieof = 0 + lastcard=card + DO WHILE (.TRUE.) + READ(in,'(A)',END=10) CARd +! +!--- OPTION CARD (ADDITIONAL OPTIONS ARE EASILY ADDED IN ANALOGY +!--- WITH THE EXISTING) + IF(CARd(1:6).EQ.'OPTION') THEN + OPTcrd = CARd + RECoil = .TRUE. + ALLa = .TRUE. + IF(INDEX(CARd,'NOREC').GT.0) RECoil = .FALSE. + IF(INDEX(CARd,'MARKED').GT.0) ALLa = .FALSE. + i1 = INDEX(CARd,'DEG=') + IF(i1.GT.0) THEN + i1 = i1 + 4 + i2 = RLSCN(CARd,i1,x) + IF(CARd(i2:i2).EQ.'%') THEN + DEGpct = x + ELSE + DEGkev = x + END IF + END IF + IF(.NOT.NOInt) THEN + i1 = INDEX(CARd,'DRI=') + IF(i1.GT.0) THEN + i1 = i1 + 4 + i2 = RLSCN(CARd,i1,x) + IF(CARd(i2:i2).EQ.'%') THEN + DRIpct = x + ELSE + DRIrel = x + END IF + END IF + i1 = INDEX(CARd,'DTI=') + IF(i1.GT.0) THEN + i1 = i1 + 4 + i2 = RLSCN(CARd,i1,x) + IF(CARd(i2:i2).EQ.'%') THEN + DTIpct = x + ELSE + DTIrel = x + END IF + END IF + END IF + CYCLE + END IF + IF(NEWfil) WRITE(iscr,'(A)') CARd +!--- *GTOL MARK + IF(CARd(1:5).EQ.'*GTOL') THEN + WRITE(rpt,'(9X,A)') CARd + SKIp = .FALSE. + CYCLE + END IF +!--- SKIP CARD? + IF(.NOT.ALLa.AND.SKIp) THEN + WRITE(rpt,'(9X,A)') CARd//' SKIPPED' + CYCLE + ELSE IF(NOGam.AND.CARd(6:8).NE.' ') THEN + CYCLE + END IF +! +! Check for other legal record types +! + IF(CARd(8:8).EQ.'X') CYCLE + IF(CARd(8:8).EQ.'D') CYCLE + IF(CARd(8:8).EQ.'Q') CYCLE + IF(CARd(8:8).EQ.'P') CYCLE +! + IF(CARd(6:8).EQ.' PN') RETURN + IF(CARd(6:7).EQ.' ') THEN + If(totdec .GE. 99.95)Then + isfixed=.FALSE. + Do j=1,Ilfix-1 + If(levfix(j) .EQ. il)isfixed=.TRUE. + EndDo + If(isfixed)Then + Write(rpt,'(T96,A)')'Level already held fixed' + ElseIf(isitdec)Then + Write(rpt,'(T96,A)')'IT decay mode found' + Else + Write(rpt,'(T96,A)')'Level assumed to be fixed' + levfix(ilfix)=il + elfix(Ilfix)=el(il) + Ilfix = Ilfix + 1 + HOWfix(Il) = 'D' + EndIf + EndIf + isitdec=.FALSE. + totdec=0.0 + RETURN +! +! Check for quantities on GAMMA continuation records which +! may effect the results of GTOL + ELSE IF(CARd(7:8).EQ.' G') THEN + outline = ' '//CARd + IF(INDEX(CARd(10:80),'FL=').NE.0) THEN + outline(92:) = 'FINAL LEVEL FOUND' + IF(.NOT.IGNorg1) G2here = .TRUE. + END IF + IF(.NOT.NOInt.AND..NOT.NOInt2) THEN + IF(INDEX(CARd(10:80),'RI').NE.0) THEN + outline(92:) = 'RI OR DRI FOUND' + IF(.NOT.(IGNorg1 .OR. IGNorg2)) G2here = .TRUE. + END IF + IF(INDEX(CARd(10:80),'CC').NE.0.AND. & + & INDEX(CARd(10:80),'ECC').NE.INDEX(CARd(10:80),'CC')-1)& + & THEN + outline(112:) = 'CC OR DCC FOUND' + IF(.NOT.(IGNorg1 .OR. IGNorg2)) G2here = .TRUE. + END IF + IF(INDEX(CARd(10:80),'TI').NE.0) THEN + outline(92:) = 'TI OR DTI FOUND' + IF(.NOT.(IGNorg1 .OR. IGNorg2)) G2here = .TRUE. + END IF + END IF + WRITE(rpt,'(A)') TRIM(outline) + IF(G2here) RETURN +! +! Check for decay modes on level continuation records + ElseIf(card(7:8).EQ.' L' .AND. INDEX(card(10:),"%").GT.0 .AND. & + & il.GT.1)Then + tmpstr=card(10:) + Call Lbsup(tmpstr) + i=INDEX(tmpstr,'$') + doout=.TRUE. + If(i .EQ. 0)Then + i=LENSTR(tmpstr) + Call GetModes(tmpstr(1:i),totdec,dtotdec,doout,isitdec) + Else + Do While (i .GT. 0) + Call Lbsup(tmpstr) + Call GetModes(tmpstr(1:i-1),totdec,dtotdec,doout, & + & isitdec) + tmpstr=tmpstr(i+1:) + i=INDEX(tmpstr,'$') + EndDo + Call Lbsup(tmpstr) + Call GetModes(tmpstr(1:Lenstr(tmpstr)),totdec,dtotdec, & + & doout,isitdec) + EndIf + END IF + END DO +!TWB-20070601 10 Ieof = 999 +10 Continue + If(lastcard .NE. ' ')Then + ieof=999 + Else + ieof=998 + EndIf + RETURN + END SUBROUTINE READIN +! +!*********************************************************************** +! + SUBROUTINE GA2DEC(Il,Ig,Ilfix) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Ig, Il, Ilfix +! +! Functions used + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM + INTEGER(KIND=4), EXTERNAL :: INDEXF + REAL(KIND=8), INTRINSIC :: DABS, DSQRT +! +! Local variables +! + CHARACTER(LEN=10) :: tmpstr + LOGICAL(KIND=4) :: change + INTEGER(KIND=4) :: code, i, i1, i2 + REAL(KIND=8) :: cc, dcc, dri, dti, dxx, ri, ti, x, xx, y +! +! Decodes quantities found on GAMMA continuation records and correct +! the arrays +! + change = .FALSE. + LTOp(Ig) = LTOps +! +! Check for final level +! + i1 = INDEXF(CARd,10,'FL=') + IF(i1.GT.0) THEN + i1 = i1 + 3 + i2 = INDEXF(CARd,i1,'$') - 1 + IF(i2.LT.0) i2 = LEN_TRIM(CARd) + tmpstr = CARd(i1:i2) + IF(INDEX(tmpstr,'?').GT.0) THEN + WRITE(rpt,'(A)') & + & '***** Unknown final level - ignoring gamma for energy' + CALL REDO2(ris,dris,tis,dtis,cc,dcc) + lbot(ig)=-1 + RETURN + ELSE + CALL PADLFT(tmpstr,10) + DO i = Il, 1, -1 + IF(tmpstr.EQ.AILev(i)) THEN + LBOt(Ig) = i + IF(LBOt(Ig).NE.LBOts) change = .TRUE. + GO TO 10 + END IF + END DO + WRITE(rpt,'(A)') '***** No match for '//tmpstr + LBOt(Ig) = LBOts + END IF + ELSE + LBOt(Ig) = LBOts + END IF +! +! Check for ranges +! + 10 IF(INDEX(CARd(10:80),' G').NE.0.OR.INDEX(CARd(10:80),' L').NE.0) & + & CALL CHGCRD +! +! Check for RI or DRI +! + IF(.NOT.NOInt.AND..NOT.NOInt2) THEN + ri = RIS + dri = DRIs + CALL READC(CARd(10:80),'RI=',xx,dxx,code) + IF(code.NE.0.AND. & + & (code.EQ.1.OR.INDEX(CARd(10:80),'DRI=').NE.code-1)) & + & CALL CHNGS1(ri,dri,RIS,DRIs,change,xx,dxx) + CALL CHNGS2(dri,CARd(10:80),'DRI=',change) +! +! Check for TI or DTI +! + ti = TIS +**JKT** + dti=DTIs +c IF(DTIs.LT.0) THEN +c dti = -DSQRT(ABS(DTIs)) +c ELSE +c dti = DSQRT(DTIs) +c END IF +**JKT** + CALL READC(CARd(1:80),'TI=',xx,dxx,code) + IF(code.NE.0.AND. & + & (code.EQ.1.OR.INDEX(CARd(10:80),'DTI=').NE.code-1)) & + & CALL CHNGS1(ti,dti,TIS,DTIs,change,xx,dxx) + CALL CHNGS2(dti,CARd(10:80),'DTI=',change) +! +! Check for CC or DCC +! + cc = CCS + dcc = DCCs + CALL READC(CARd(10:80),'CC=',xx,dxx,code) + IF(code.NE.0.AND. & + & (code.EQ.1.OR.INDEX(CARd(10:80),'ECC=').NE.code-1).AND. & + & (code.EQ.1.OR.INDEX(CARd(10:80),'DCC=').NE.code-1)) & + & CALL CHNGS1(cc,dcc,CCS,DCCs,change,xx,dxx) + CALL CHNGS2(dcc,CARd(10:80),'DCC=',change) +! +! Check for %IG=. At this time just note it +! + CALL READC(CARd(10:80),'%IG=',xx,dxx,code) + IF(code.NE.0) THEN + WRITE(rpt,'(9X,A,T93,A)') card,'%IG FOUND BUT IGNORED' + END IF + END IF +! +! Check to see if there are any differences --- If there are +! redo array calculations +! + IF(.NOT.change) THEN + WRITE(rpt,'(A)') ' ***** No differences introduced'// & + & ' due to continuation record' + RETURN + ELSE + WRITE(rpt,'(A)') ' ***** Recalculating' + i1 = LTOp(Ig) + i2 = LBOt(Ig) + x = XS + y = YS + CALL REDO(ris,dris,tis,dtis,cc,dcc) + CALL GCALC(i1,i2,Ilfix,x,y,ri,dri,ti,dti) + END IF +! + RETURN + END SUBROUTINE GA2DEC +! +!*********************************************************************** +! + SUBROUTINE READC(Card,Str,X,Dx,Istr) +! +! Based on ORNL-NDP MEDLIST PROGRAM, READ subroutine +! [Revised 5-SEP-85 to check for non-numeric characters] +! +! Scans the character string CARD for the character string STR and a +! "$". Characters between the match for STR and "$" (or end of +! CARD) are decoded into a number X and its uncertainty DX. +! +! ISTR=0 if STR is not contained in CARD +! =location of STR otherwise +! + IMPLICIT NONE +! +! Dummy arguments +! + CHARACTER(LEN=*) :: Card, Str + INTEGER(KIND=4) :: Istr + REAL(KIND=8) :: Dx, X +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM +! +! Local variables +! + CHARACTER(LEN=16) :: ax + CHARACTER(LEN=8) :: dax + CHARACTER(LEN=80) :: test + INTEGER(KIND=4) :: ibl, icode, idol, il, nch +! + X = 0. + Dx = 0. + test = Card + nch = LEN_TRIM(Str) + Istr = INDEX(test,Str(:nch)) + IF(Istr.EQ.0) RETURN + CALL DELSTR(test,1,Istr+nch-1) + idol = INDEX(test,'$') + IF(idol.NE.0) test = test(1:idol-1) + il = LEN_TRIM(test) + CALL CHKALF(test,icode) + IF(icode.NE.0) THEN + CALL DELSTR(test,icode,il) + il = LEN_TRIM(test) + END IF + DO WHILE (.TRUE.) +! +! Delete leading blanks + IF(il.EQ.0) THEN + RETURN + END IF + IF(test(1:1).EQ.' ') THEN + CALL DELSTR(test,1,1) + il = il - 1 + CYCLE + END IF +! + ibl = INDEX(test,' ') + IF(ibl.EQ.0) ibl = il + 1 + ax = test(1:ibl-1) + CALL DELSTR(test,1,ibl) + IF(LEN_TRIM(test).NE.0) THEN + CALL SUPALF(test) + CALL SQZSTR(test,' ') +! Note deliberate truncation of string + dax = test + END IF +! + CALL DCNVSU(ax,dax,X,Dx) + RETURN + END DO + END SUBROUTINE READC +! +!*********************************************************************** +! + SUBROUTINE CHKALF(Str,Istr) +! +! NNDC MEDNEW PROGRAM, CHKALF Subroutine [5-SEP-85] +! +! Checks for the first occurrence of an alphabetic character (except +! ".", "E", "+", and "-") and reports the location. +! +! ISTR=0 if no alphabetic characters found +! =location of first alphabetic character otherwise +! + IMPLICIT NONE +! +! Dummy arguments +! + CHARACTER(LEN=*) :: Str + INTEGER(KIND=4) :: Istr +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: LEN_TRIM + INTEGER(KIND=4), EXTERNAL :: TYPSTR +! +! Local variables +! + CHARACTER(LEN=1) :: ich + INTEGER(KIND=4) :: i, ityp, j +! + CHARACTER(LEN=1), PARAMETER :: idot = '.', ie = 'E' + CHARACTER(LEN=1), PARAMETER :: iminus = '-', iplus = '+' +! + Istr = 0 + IF(LEN_TRIM(Str).LE.0) RETURN + DO i = 1, LEN_TRIM(Str) + j = i + ityp = TYPSTR(Str(j:j)) + IF((ityp.NE.1).AND.(ityp.NE.0)) THEN + ich = Str(j:j) + IF((ich.NE.idot).AND.(ich.NE.ie)) THEN + IF((ich.NE.iplus).AND.(ich.NE.iminus)) THEN + Istr = j + RETURN + END IF + END IF + END IF + END DO + RETURN + END SUBROUTINE CHKALF +! +!*********************************************************************** +! + SUBROUTINE CHNGS1(A,Da,As,Das,Change,Xx,Dxx) +! +! Checks quantities and uncertainties decoded from GAMMA continuatio +! records for changes +! + IMPLICIT NONE +! +! Dummy arguments +! + LOGICAL(KIND=4) :: Change + REAL(KIND=8) :: A, As, Da, Das, Dxx, Xx +! + A = Xx + IF(A.NE.As) Change = .TRUE. + IF(Dxx.NE.0) THEN + Da = Dxx + IF(Da.NE.Das) Change = .TRUE. + END IF + RETURN + END SUBROUTINE CHNGS1 +! +!*********************************************************************** +! + SUBROUTINE CHNGS2(Da,Str1,Str2,Change) +! +! Decodes uncertainties on GAMMA continuation records and checks for +! changes +! + IMPLICIT NONE +! +! Dummy arguments +! + CHARACTER(LEN=*) :: Str1, Str2 + LOGICAL(KIND=4) :: Change + REAL(KIND=8) :: Da +! +! Local variables +! + INTEGER(KIND=4) :: code + REAL(KIND=8) :: dxx, xx +! + CALL READC(Str1,Str2,xx,dxx,code) + IF(code.NE.0) THEN + Da = xx + IF(Da.NE.Da) Change = .TRUE. + END IF + RETURN + END SUBROUTINE CHNGS2 +! +!*********************************************************************** +! + SUBROUTINE CHGCRD +! +! Changes ranges found on GAMMA continuation record to X,DX +! NOTE: Card image modified in process +! + IMPLICIT NONE +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX, MIN0, LEN_TRIM + INTEGER(KIND=4), EXTERNAL :: INDEXF + REAL(KIND=8), INTRINSIC :: DABS +! +! Local variables +! + CHARACTER(LEN=33) :: st1, st2, xlow, xup + INTEGER(KIND=4) :: i, i1, i2, i3, i4, i5, k1, k2, kmin, knew, kold + REAL(KIND=8) :: dx, x, xlower, xupper +! + i1 = 10 + DO WHILE (.TRUE.) + i2 = INDEXF(CARd,i1,'$') + IF(i2.EQ.0) THEN + i2 = 80 + ELSE + i2 = i2 - 1 + END IF + i3 = INDEX(CARd(i1:i2),'G') + i4 = INDEX(CARd(i1:i2),'L') + IF(i3.EQ.0.OR.i4.EQ.0) THEN + IF(i2.EQ.80) THEN + RETURN + ELSE + i1 = i2 + 2 + CYCLE + END IF + END IF + IF(INDEX(CARd(i1:i2),'TI').EQ.0.AND.INDEX(CARd(i1:i2),'RI') & + & .EQ.0.AND.INDEX(CARd(i1:i2),'CC').EQ.0) THEN + IF(i2.EQ.80) THEN + RETURN + ELSE + i1 = i2 + 2 + CYCLE + END IF + END IF + st1 = CARd(i1:i2) + CALL LBSUP(st1) + k1 = INDEX(st1,' G') + k2 = INDEX(st1,' L') + kmin = MIN0(k1,k2) + st2 = st1(:kmin-1)//'=' + IF(k1.GT.k2) THEN + xup = st1(k1+3:) + xlow = st1(k2+3:k1-1) + ELSE + xup = st1(k1+3:k2-1) + xlow = st1(k2+3:) + END IF + CALL DCNVSU(xup,' ',xupper,dx) + CALL DCNVSU(xlow,' ',xlower,dx) + x = (xupper+xlower)/2. + dx = DABS(xupper-x) + CALL DCNVUS(x,dx,xup,10,xlow,2) + Call Lbsup(xup) + Call Lbsup(xlow) + st2=TRIM(st2)//TRIM(xup)//' '//TRIM(xlow) + WRITE(rpt,'(A)')'***** Range changed '//st2 + knew = LEN_TRIM(st2) + kold = LEN_TRIM(CARd(i1:i2)) + IF(knew.EQ.kold) THEN + CARd(i1:i2) = st2 + ELSE IF(knew.LT.kold) THEN + CARd(i1:i1+knew-1) = st2 + IF(i2.GE.80) i2 = 79 + CARd = CARd(1:i1+knew-1)//CARd(i2+1:) + i2 = i1 + knew - 1 + ELSE + i2 = i2 - 1 + DO i = kold, knew + i2 = i2 + 1 + CALL ADDSTR(CARd,i2,' ') + END DO + CARd(i1:i2) = st2 + END IF + IF(i2.EQ.80) THEN + RETURN + ELSE + i1 = i2 + 2 + END IF + END DO + END SUBROUTINE CHGCRD +! +!*********************************************************************** +! + SUBROUTINE REDO(Ri,Dri,Ti,Dti,Cc,Dcc) +! + IMPLICIT NONE +! +! Dummy arguments +! + REAL(KIND=8) :: Cc, Dcc, Dri, Dti, Ri, Ti +! +! Local arguments + REAL(KIND=8) :: drinew, dtinew, rinew, tinew +! + rinew=riin(lbots)-ri + drinew=driin(lbots) - dri*dri + IF(.NOT.NOInt .AND. .NOT.NOInt2) THEN +! Recalculate TI, DTI +! + IF(Ti.EQ.0.) THEN + Ti = Ri*(1+Cc) + Dti = 0. + IF(Ri.NE.0.) THEN + If(dcc .EQ. 0.0)Then + dti=Dri**2/Ri**2 + (theodcc*theodcc*cc*cc)/(1.+Cc)**2 + Else + If(adddcc)Then + dti=dri**2/ri**2+(dcc**2+(theodcc*cc)**2)/(1.+cc)**2 + Else + dti=dri**2/ri**2+(dcc/(1.+cc))**2 + EndIf + EndIf + Dti = Dti*Ti*Ti + END IF + ELSE IF(NRBr.NE.0.0.AND.NTBr.NE.0.0) THEN + Ti = Ti*NTBr/NRBr + Dti = Dti*NTBr/NRBr + Dti = Ti*Ti*((Dti/Ti)**2+(DNTbr/NTBr)**2-(DNRbr/NRBr)**2) + ELSE + Ti = Ti*ANT/ANR + Dti = Dti*ANT/ANR + Dti = Ti*Ti*((Dti/Ti)**2+(DNT/ANT)**2-(DNR/ANR)**2) + END IF + tinew=tiin(lbots)-ti + dtinew=dtiin(LBOTS) - dti*dti + riins=rinew + driins=drinew + tiins=tinew + dtiins=dtinew +! +! Reset intensity arrays +! + RIIn(LBOts) = RIIns + RIOut(LTOps) = RIOuts + DRIin(LBOts) = DRIins + DRIout(LTOps) = DRIous +! + TIIn(LBOts) = TIIns + TIOut(LTOps) = TIOuts + DTIin(LBOts) = DTIins + DTIout(LTOps) = DTIous + END IF +! +! Reset weighting matrices +! + IF(NOMat) THEN + IF(.NOT.NEWfil) RETURN + END IF + WAA(STRLOC(LTOps,LTOps)) = WAAs11 + WAA(STRLOC(LBOts,LBOts)) = WAAs22 + WAG(LTOps) = WAGs1 + WAG(LBOts) = WAGs2 + IF(LTOps.EQ.LBOts) RETURN + WAA(STRLOC(LTOps,LBOts)) = WAAs12 +! + RETURN + END SUBROUTINE REDO +! +!*********************************************************************** +! + SUBROUTINE ADJUST(Il,Ig,Ilfix,Bad) +! + IMPLICIT NONE +! +! Dummy arguments +! + LOGICAL(KIND=4) :: Bad + INTEGER(KIND=4) :: Ig, Il, Ilfix +! +! Local variables +! + INTEGER(KIND=4) :: i, idexp, j, jj + REAL(KIND=8) :: det, grec +! + IF(NOMat) THEN + IF(.NOT.NEWfil) THEN + DO i = 1, Il + ALEv(i) = AILev(i) + ADLev(i) = AIDlev(i) + END DO + GO TO 10 + END IF + END IF +! +! READY NOW TO PERFORM ADJUSTMENT VIA MTX INVERSION +! + CALL SETUP1(Il,Ilfix) +! +! Check to see if the total number of levels is less than +! or equal to the sum of the gammas and fixed levels + IF(Il.GT.Ig+Ilfix) THEN + Bad = .TRUE. + WRITE(IDEfo,'(A,I3,2A,I3,A/7X,A)')' ***** Number of levels (', & + & Il, ')', ' exceeds number of gammas+fixed levels (', & + & Ig + Ilfix, ')', 'Least-squares fit will not be done' + WRITE(rpt,'(A,I3,2A,I3,A/7X,A)') '***** Number of levels (', & + & Il, ')', ' exceeds number of gammas+fixed levels (', & + & Ig + Ilfix, ')', 'Least-squares fit will not be done' + END IF +! +! INVERT THE MATRIX OF WEIGHTS +! + CALL MATINV(Il,det,idexp) + IF(det.LE.0..AND..NOT.Bad) THEN + Bad = .TRUE. + IF(det.EQ.0) THEN + WRITE(IDEfo,'(A)')' ***** Matrix is singular. '// & + & 'Least-squares fit will not be done' + WRITE(rpt,'(A)') '***** Matrix is singular. '// & + & 'Least-squares fit will not be done' + ELSE + WRITE(IDEfo,'(A)')' ***** Negative diagonal matrix '// & + & 'elements. Least-squares fit will not be done' + WRITE(rpt,'(A)') '***** Negative diagonal matrix '// & + & 'elements. Least-squares fit will not be done' + END IF + END IF + IF(.NOT.Bad) THEN + DO i = 1, Il + IF(WAA(STRLOC(i,i)).LT.0.) THEN + WRITE(IDEfo,'(A)')' ***** Negative diagonal matrix '// & + & 'elements. Least-squares fit will not be done' + WRITE(rpt,'(A)') '***** Negative diagonal matrix '// & + & 'elements. Least-squares fit will not be done' + Bad = .TRUE. + EXIT + END IF + IF(WAA(STRLOC(i,i)) .GT. 1E+14) THEN + WRITE(IDEfo,'(A)')' ***** Unrealistic large diagonal '// & + & 'matrix elements. Least-squares fit will not be done' + WRITE(rpt,'(A)')' ***** Unrealistic large diagonal '// & + & 'matrix elements. Least-squares fit will not be done' + Bad = .TRUE. + EXIT + END IF + END DO + END IF + IF(Bad) THEN + CALL CHKFED(Il,Ig) + Call Chkmulg(Il,Ig) + IF(NOInt.OR.NOInt2) THEN + RETURN + ELSE + DO i = 1, Il + ALEv(i) = AILev(i) + ADLev(i) = AIDlev(i) + END DO + END IF + ELSE +! Now find the adjusted level energies by matrix multiplication + CALL GMPRD(Il) + DO i = 1, Il + IF(RLEv(i).LT.0) THEN + Bad = .TRUE. + WRITE(rpt,'(A)') & + & ' ***** New E(level)<0.0 after matrix mul. for '// & + & AILev(i) + END IF + END DO + IF(Bad) THEN + WRITE(IDEfo,'(A)') & + & ' ***** Negative E(level) after matrix mul. '& + & //'Level processing terminated' + WRITE(rpt,'(A)') '***** Level processing terminated '// & + & '- Check need for FL=' + CALL CHKFED(Il,Ig) + Call Chkmulg(Il,Ig) + IF(NOInt.OR.NOInt2) THEN + RETURN + ELSE + DO j = 1, Il + ALEv(j) = AILev(j) + ADLev(j) = AIDlev(j) + END DO + END IF + ELSE + CALL SETUP2(Il,Ilfix) + CALL SETUP3(Il,Ilfix) + Call SETUP4(Il,Ilfix,Ig) + Call SETUP5(Il,Ilfix,Ig) + END IF + END IF + 10 CALL OUTPUT(Il,Ig,Ilfix,Bad) + RETURN + END SUBROUTINE ADJUST +! +!*********************************************************************** +! + SUBROUTINE SETUP1(Il,Ilfix) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il, Ilfix +! +! Local variables +! + INTEGER(KIND=4) :: i, itmp, j, k +! +! SET ROWS AND COLUMNS TO ZERO FOR ALL LEVELS WITH FIXED ENERGY +! + DO i = 1, Il + DO j = 1, Ilfix + k = LEVfix(j) + IF(k.NE.0) THEN + WAA(STRLOC(i,k)) = 0. + END IF + END DO +! +! DISALLOW ANY ZEROES ALONG DIAGONAL OF WAA +! + itmp = STRLOC(i,i) + IF(WAA(itmp).NE.0.0) CYCLE + WAA(itmp) = 10.0**20 + WAG(i) = WAA(itmp)*EL(i) +! +! CALL THESE LEVELS FIXED +! + DO j = Ilfix, 1, -1 + IF(i.EQ.LEVfix(j)) GO TO 5 + END DO + IF(Ilfix.GT.nfix) THEN + WRITE(rpt,'(A,I4)') & + & '***** TOO MANY LEVELS FIXED. MAXIMUM IS', nfix + Ilfix = nfix + END IF + LEVfix(Ilfix) = i + Ilfix = Ilfix + 1 + 5 IF(HOWfix(i).EQ.' ') THEN + WRITE(rpt,'(2A)') AILev(i), & + & ' not connected to any other level' + ELSE + IF(HOWfix(i).EQ.'F') THEN + WRITE(rpt,'(2A)') AILev(i), & + & ' fixed on input (Uncertainty ignored)' + END IF + IF(HOWfix(i).EQ.'G') THEN + WRITE(rpt,'(4A)') AILev(i), & + & ' fixed on input (Uncertainty of ',aidlev(i),' used)' + END IF + IF(i.EQ.1) THEN + IF(EL(i).NE.0.0.AND.HOWfix(i).EQ.'A') THEN + WRITE(rpt,'(2A)')AILev(i), ' assumed fixed by GTOL' + END IF + ELSE + IF(HOWfix(i).EQ.'A') THEN + WRITE(rpt,'(2A)')AILev(i), ' assumed fixed by GTOL' + END IF + END IF + If(Howfix(i) .EQ. 'D')Then + WRITE(rpt,'(2A)')AILev(i), & + & ' assumed fixed by GTOL (%B/EC/A/SF>=99.95)' + End If + END IF + END DO + RETURN + END SUBROUTINE SETUP1 +! +!*********************************************************************** +! + SUBROUTINE CHKFED(Il,Ig) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Ig, Il +! +! Local variables +! + LOGICAL(KIND=4) :: dohead + INTEGER(KIND=4) :: i, j +! +! Checks for connected levels which have no gammas feeding or +! no gammas deexciting the levels. This routine is called if +! the number of levels exceeds the number of gammas and number +! of fixed levels or if the matrix is singular within the +! precision of the matrix inversion algorithm +! + dohead = .TRUE. + DO i = 1, Il + DO j = 1, nfix + IF(i.EQ.LEVfix(j)) GO TO 10 + END DO + DO j = 1, Ig + IF(i.EQ.LTOp(j)) GO TO 10 + END DO + IF(dohead) THEN + WRITE(rpt,'(/A)') 'The following connected but not '// & + & 'fixed levels have no deexciting gammas' + dohead = .FALSE. + END IF + WRITE(rpt,'(4X,A)') AILev(i) + 10 END DO +! + dohead = .TRUE. + DO i = 1, Il - 1 + DO j = 1, nfix + IF(i.EQ.LEVfix(j)) GO TO 20 + END DO + DO j = 1, Ig + IF(i.EQ.LBOt(j)) GO TO 20 + END DO + IF(dohead) THEN + WRITE(rpt,'(/A)') 'The following connected but not '// & + & 'fixed levels have no feeding gammas' + dohead = .FALSE. + END IF + WRITE(rpt,'(4X,A)') AILev(i) + 20 END DO + WRITE(rpt,'(/A)') 'Fixing one or more of the preceding'// & + & ' levels may solve matrix problem' + RETURN + END SUBROUTINE CHKFED +! +!*********************************************************************** +! + SUBROUTINE MATINV(Il,Det,Idexp) +! +! Bauer-Reinsch Gauss-Jordon inversion of a symmetric matrix +! which has been represented as a packed vector. +! Based on Algorithm 9 [J.C. Nash. Compact Numerical Methods +! for Computers (Adam Hilger, Ltd., Bristol (1979)] +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Idexp, Il + REAL(KIND=8) :: Det +! +! Functions used +! + REAL(KIND=8), INTRINSIC :: DABS, DLOG10, DBLE +! +! Local variables +! + INTEGER(KIND=4) :: i, j, k, m, q + REAL(KIND=8) :: s, t + REAL(KIND=8), DIMENSION(nle) :: x +! + Det = 0. + Idexp = 0 +! + DO i = 1, Il + x(i) = 0. + END DO +! + DO k = Il, 1, -1 + s = WAA(1) +! If S is zero the matrix is singular + IF(s.EQ.0.) RETURN + m = 1 + DO i = 2, Il + q = m + m = m + i + t = WAA(q+1) + x(i) = -t/s + IF(i.GT.k) x(i) = -x(i) + DO j = q + 2, m + WAA(j-i) = WAA(j) + t*x(j-q) + END DO + END DO + q = q - 1 + WAA(m) = 1/s + DO i = 2, Il + WAA(q+i) = x(i) + END DO + END DO +! +! Calculate the determinant as a double check and to maintain +! consistency with previous inversion routines + Det = WAA(STRLOC(1,1)) + j = DLOG10(DABS(Det)) + Idexp = Idexp + j + Det = Det/(10.**DFLOAT(j)) + DO i = 2, Il + Det = Det*WAA(STRLOC(i,i)) + j = DLOG10(DABS(Det)) + Idexp = Idexp + j + Det = Det/(10.**DBLE(j)) + END DO + RETURN + END SUBROUTINE MATINV +! +!*********************************************************************** +! + SUBROUTINE GMPRD(Il) +! +! Modified from the orginal general purpose subroutine to use the +! packed vector WAA representing a symmetric matrix +! +! Multiplies the packed vector WAA representing a symmetric matrix +! by the vector WAG. IL is the actually dimension of the +! symmetric matrix. RLEV is the resultant vector. +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il +! +! Local variables +! + INTEGER(KIND=4) :: i, j +! + DO i = 1, Il + RLEv(i) = 0.D+0 + DO j = 1, Il + RLEv(i) = RLEv(i) + WAA(STRLOC(i,j))*WAG(j) + END DO + END DO + RETURN + END SUBROUTINE GMPRD +! +!*********************************************************************** +! + SUBROUTINE SETUP2(Il,Ilfix) +! +! COMPUTE UNCERTAINTY IN EACH LEVEL ENERGY AS +! SQ ROOT OF DIAGONAL ELEMENTS OF INVERTED WEIGHTS MATRIX +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il, Ilfix +! +! Functions used +! + REAL(KIND=8), INTRINSIC :: DSQRT +! +! Local variables +! + REAL(KIND=4) :: x,dx + INTEGER(KIND=4) :: i, itmp, j, k +! + DO i = 1, Il +! +! FOR LEVELS WITH FIXED ENERGY, SET UNCERTAINTY TO ZERO +! + DO j = 1, Ilfix + k = LEVfix(j) + IF(k.EQ.i) THEN +! +! For levels held fixed because of decay modes set uncertainty +! to input uncertainty +! + If(howfix(j) .EQ. 'D')Then + Call Cnvs2u(ailev(i),aidlev(i),x,dx) + dlev(i)=dx + Else + DLEv(i) = 0 + EndIf + RLEv(i) = EL(i) + GO TO 10 + END IF + END DO + itmp = STRLOC(i,i) + DLEv(i) = DSQRT(WAA(itmp)) + 10 END DO + RETURN + END SUBROUTINE SETUP2 +! +!*********************************************************************** +! + SUBROUTINE SETUP3(Il,Ilfix) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il, Ilfix +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM +! +! Local variables +! + LOGICAL(KIND=4) :: notnum + INTEGER(KIND=4) :: i, j, k, l +! + DO i = 1, Il +! +! SET OUTPUT ENERGY EQUAL TO INPUT ENERGY FOR FIXED LEVELS +! + notnum = .FALSE. + IF(NOFf.GT.0) THEN + DO j = 1, NOFf + IF(INDEX(AILev(i),OFFchr(j)).GT.0) THEN + notnum = .TRUE. + RLEv(i) = RLEv(i) - OFFset(j) + END IF + END DO + END IF + DO j = 1, Ilfix + k = LEVfix(j) + IF(k.EQ.i) THEN + ALEv(i) = AILev(i) + ADLev(i) = AIDlev(i) + GO TO 10 + END IF + END DO + CALL DCNVUS(RLEv(i),DLEv(i),ALEv(i),10,ADLev(i),2) + IF(notnum) THEN + CALL LBSUP(AILev(i)) + CALL LBSUP(ALEv(i)) + DO j = 1, NOFf + k = INDEX(AILev(i),OFFchr(j)) + IF(k.GT.0) THEN + IF(AILev(i)(k+1:k+1).EQ.'+') THEN + l = k + 1 + ELSE + l = k + k = k - 1 + END IF + IF(k.EQ.1) THEN + CALL ADDSTR(ALEv(i),1,AILev(i)(k:l)) + ELSE + CALL ADDSTR(ALEv(i),LEN_TRIM(ALEv(i))+1,AILev(i) & + & (k:l)) + END IF + END IF + END DO + CALL PADLFT(ALEv(i),10) + CALL PADLFT(AILev(i),10) + END IF + 10 END DO + RETURN + END SUBROUTINE SETUP3 +! +!*********************************************************************** +! + SUBROUTINE OUTPUT(Il,Ig,Ilfix,Bad) +! + IMPLICIT NONE +! +! Dummy arguments +! + LOGICAL(KIND=4) :: Bad + INTEGER(KIND=4) :: Ig, Il, Ilfix +! +! Functions used +! + CHARACTER(LEN=1), INTRINSIC :: CHAR + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM + INTEGER(KIND=4), EXTERNAL :: SPAN, TYPSTR + REAL(KIND=8), INTRINSIC :: DABS, DSQRT +! +! Local variables +! + LOGICAL(KIND=4) :: oldpre + INTEGER(KIND=4) :: i, i1, i2, ifx, ij, isigfl, itest, ix, j, jmax,& + & jmin, k, l, lmax, nchar, ndev + REAL(KIND=8) :: d, ddiff, diff, tsigfl +! + INTEGER(KIND=4), PARAMETER :: ndn = 9 + CHARACTER(LEN=2), DIMENSION(ndn) :: dnug, doldg + CHARACTER(LEN=10), DIMENSION(ndn) :: flag, nugam, oldgam +! + INTEGER(KIND=4), PARAMETER :: nfg=5 + CHARACTER(LEN=10), DIMENSION(nfg) :: sigflg + DATA sigflg/'****1*****', '****2*****', '****3*****', & + & '****4*****', '****5*****'/ +! +!--- PRINT MASS AND OPTIONS + WRITE(rpt,'(//A,I4)') 'MASS NUMBER=', IAMass + WRITE(rpt,'(/A,L2,A,L2)') 'OPTIONS: RECOIL=', RECoil, ' ALL=', & + & ALLa + IF(DEGkev.GT.0) THEN + WRITE(rpt,'(8X,A,F5.2,A)') 'DEG=', DEGkev, ' keV' + ELSE IF(DEGpct.GT.0) THEN + WRITE(rpt,'(8X,A,F5.2,A)') 'DEG=', DEGpct, '%' + ELSE + WRITE(rpt,'(8X,A)') 'DEG=1 keV' + END IF + IF(DRIrel.GT.0) WRITE(rpt,'(8X,A,F5.2)') 'DRI=', DRIrel + IF(DRIpct.GT.0) WRITE(rpt,'(8X,A,F5.2,A)') 'DRI=', DRIpct, '%' + IF(DTIrel.GT.0) WRITE(rpt,'(8X,A,F5.2)') 'DTI=', DTIrel + IF(DTIpct.GT.0) WRITE(rpt,'(8X,A,F5.2,A)') 'DTI=', DTIpct, '%' + Write(rpt,'(8X,A,F6.3)')'DCC(theory)=',theodcc +! + ndev = 0 + IF(NOMat.OR.Bad.OR.Il.EQ.1) GO TO 20 + Call REPLEV(Il) + Call REPGAM(Il,Ig,Ilfix) + lmax = (Il+8)/9 + DO l = 1, lmax + jmin = 9*l - 8 + jmax = MIN(Il,9*l) + IF(jmin.GT.jmax) EXIT + WRITE(rpt,'(A,9X,A/)') CHAR(12), LABel + WRITE(rpt,'(A,9(A10,1X,A2))') 'BOTTOM (OUT) ', & + & (ALEv(j),ADLev(j),j=jmin,jmax) + WRITE(rpt,'(A,9(A10,1X,A2))') 'LEVEL= (IN) ', & + & (AILev(j),AIDlev(j),j=jmin,jmax) + IF(jmax-jmin.GT.1) THEN + WRITE(rpt,'(/A/A/)')' TOP', ' LEVEL' + END IF + DO i = jmin + 1, Il + oldpre = .FALSE. + DO j = 1, ndn + nugam(j) = ' --- ' + dnug(j) = ' ' + oldgam(j) = ' ' + doldg(j) = ' ' + flag(j) = ' ' + IF(INDEX(ALEv(i),'SP').GT.0.OR.INDEX(ALEv(i),'SN').GT.0) & + & CYCLE + ij = 9*l - 9 + j + IF(ij.GT.Il) CYCLE + IF(INDEX(ALEv(ij),'SP').GT.0.OR.INDEX(ALEv(ij),'SN') & + & .GT.0) CYCLE + diff = RLEv(i) - RLEv(ij) + IF(diff.LE.0.) CYCLE + IF(NOFf.GT.0) THEN + IF(TYPSTR(ALEv(i)).EQ.2) CYCLE + IF(TYPSTR(ALEv(i)).EQ.-1) THEN + IF(TYPSTR(ALEv(ij)).NE.-1.AND.TYPSTR(ALEv(ij)) & + & .NE.2) CYCLE + nchar = 0 + DO k = 1, NOFf + IF(INDEX(ALEv(i),OFFchr(k)).GT.0)nchar = nchar +& + & 1 + IF(INDEX(ALEv(ij),OFFchr(k)).GT.0) & + & nchar = nchar + 1 + IF(nchar.EQ.1) GO TO 10 + END DO + ELSE IF(TYPSTR(ALEv(ij)).EQ.-1.OR.TYPSTR(ALEv(ij)) & + & .EQ.2) THEN + CYCLE + END IF + END IF + diff = diff*(1.0-diff/(2.0*EMAss)) +! +! FOR GAMMAS BETWEEN FIXED LEVELS USE ZERO UNCERTAINTY +! + itest = 0 + IF(Ilfix.GE.2) THEN + DO ix = 1, Ilfix + ifx = LEVfix(ix) + IF(i.EQ.ifx) itest = itest + 1 + IF(ij.EQ.ifx) itest = itest + 1 + END DO + END IF + IF(itest.GT.1) THEN + ddiff = 0.0 + ELSE + ddiff = WAA(STRLOC(ij,ij)) + WAA(STRLOC(i,i)) & + & - WAA(STRLOC(ij,i)) - WAA(STRLOC(i,ij)) + ddiff = DSQRT(ABS(ddiff)) + END IF + IF(ddiff.GT.0.0) THEN + CALL DCNVUS(diff,ddiff,nugam(j),10,dnug(j),2) + ELSE IF(INDEX(ALEv(i),'.').EQ.0) THEN + CALL DCNVUS(diff,ddiff,nugam(j),10,dnug(j), & + & -LEN_TRIM(ALEv(i)(SPAN(ALEv(i),1,' '):))) + ELSE + CALL DCNVUS(diff,ddiff,nugam(j),10,dnug(j), & + & -LEN_TRIM(ALEv(i)(SPAN(ALEv(i),1,' '):)) & + & +1) + END IF + DO k = 1, Ig + i1 = LTOp(k) + i2 = LBOt(k) + IF((i1.EQ.i).AND.(i2.EQ.ij)) THEN + CALL DCNVUS(EG(k),DEG(k),oldgam(j),10,doldg(j),2) + oldpre = .TRUE. + GO TO 5 + END IF + END DO + CYCLE +! +! MARK INCONSISTENT GAMMA RAYS WITH INCONSISTENCY +! = DEVIATION / UNC. IN INPUT GAMMA +! + 5 d = ABS(diff-EG(k))/DEG(k) + DO isigfl = 1, nfg + tsigfl = isigfl + IF(d.GT.tsigfl) flag(j) = sigflg(isigfl) + END DO + IF(flag(j).GE.sigflg(3)) ndev = ndev + 1 + 10 END DO +! + WRITE(rpt,'(/A10,1X,A2,1X,9(A10,1X,A2))') ALEv(i), & + & ADLev(i), (nugam(j),dnug(j),j=1,ndn) +! Write out comparison lines only if there is an old gamma + IF(oldpre) THEN + WRITE(rpt,'(14X,9(A10,1X,A2)/15X,9(A10,3X))') & + & (oldgam(j),doldg(j),j=1,ndn), (flag(j),j=1,ndn) + END IF + END DO +! + END DO +! +! NOW CALCULATE INTENSITY IMBALANCE AT EACH LEVEL +! + 20 IF(ndev.GT.0) THEN + WRITE(IDEfo,'(/A,I4,A,I4,A)')' ***', ndev, ' Egs out of ', Ig, & + & ' differ by 3 or more sigma from calculated' + END IF + Do i = 1, ig + If(lbot(i) .LE. 0)Then + Write(IDEfo,'(A,F12.5,F10.5,3A)') & + & ' *** ',eg(i),deg(i),' Cannot be placed from ', & + & ailev(ltop(i)),' within +-10 keV' + EndIf + EndDo + IF(NOInt.OR.NOInt2) RETURN + IF(INDEX(LABel,'ADOPTED LEVELS, GAMMAS').GT.0) THEN + WRITE(IDEfo,'(A)')' ADOPTED LEVELS, GAMMAS'// & + & ' --- Intensities will not be reported' + NOInt2 = .TRUE. + RETURN + END IF + DO i = 1, Il + IF(EBI(i).NE.' '.OR.RIIn(i).NE.0.0.OR.RIOut(i).NE.0.0.OR. & + & TIIn(i).NE.0.0.OR.TIOut(i).NE.0.0) GO TO 30 + END DO + WRITE(IDEfo,'(A)')' No intensities given -'// & + & ' Intensity comparison will not be done.' + WRITE(rpt,'(/A)') ' No intensities given -'// & + & ' Intensity comparison will not be done.' + RETURN +!--- PRINT NORM. FACTORS + 30 WRITE(rpt,'(2A,E10.4,A,E8.2)') CHAR(12), 'NR=', ANR, '+-', DNR + WRITE(rpt,'(A,E10.4,A,E8.2)') 'NT=', ANT, '+-', DNT + WRITE(rpt,'(A,E10.4,A,E8.2)') 'BR=', BR, '+-', DBR + WRITE(rpt,'(A,E10.4,A,E8.2)') 'NB=', ANB, '+-', DNB + IF(NRBr+NTBr+NBBr.GT.0.0) THEN + WRITE(rpt,'(A)') ' ' + IF(NRBr.GT.0.0) WRITE(rpt,'(A,E10.4,A,E8.2,A)') 'NRBR=', NRBr, & + & '+-', DNRbr, ' from PN record' + IF(NTBr.GT.0.0) WRITE(rpt,'(A,E10.4,A,E8.2,A)') 'NTBR=', NTBr, & + & '+-', DNTbr, ' from PN record' + IF(NBBr.GT.0.0) WRITE(rpt,'(A,E10.4,A,E8.2,A)') 'NBBR=', NBBr, & + & '+-', DNBbr, ' from PN record' + END IF + CALL INTOUT(Il) + RETURN + END SUBROUTINE OUTPUT +! +!*********************************************************************** +! + SUBROUTINE INTOUT(Il) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: LEN_TRIM + REAL(KIND=4), INTRINSIC :: ALOG10, REAL + REAL(KIND=8) :: DABS, DSQRT +! +! Local variables +! + CHARACTER(LEN=80) :: dgsf, gsf + CHARACTER(LEN=7) :: ffmt + CHARACTER(LEN=10) :: frnt + CHARACTER(LEN=2) :: frntd + INTEGER(KIND=4) :: i, j, k + INTEGER(KIND=4) :: INDEX + REAL(KIND=4) :: tnrff, dtnrff + REAL(KIND=8) :: dtnrf, tnrf + REAL(KIND=8) :: dgsfee, gsfee +! + INTEGER(KIND=4), PARAMETER :: na=6 + CHARACTER(LEN=8), DIMENSION(na) :: sa + CHARACTER(LEN=2), DIMENSION(na) :: sda + REAL(KIND=8), DIMENSION(na) :: a, da +! + gsfee = 0.0 + dgsfee = 0.0 +! + WRITE(rpt,10) + 10 FORMAT(/19X,3('RI',11X),3('TI',11X),' NET FEEDING'/4X,'LEVEL', & + & 2(8X,'(OUT)',8X,'(IN)',11X,'(NET)'),8X,'(CALC)',8X,'(INPUT)'/) +! + DO j = 1, Il + tnrf = 0.0 + dtnrf = 0.0 + a(1) = RIOut(j) + a(2) = RIIn(j) + a(3) = a(1) - a(2) + da(1) = DSQRT(DRIout(j)) + da(2) = DSQRT(DRIin(j)) + da(3) = DSQRT(DRIin(j)+DRIout(j)) + a(4) = TIOut(j) + a(5) = TIIn(j) + a(6) = a(4) - a(5) + IF(DTIout(j).GT.0.) THEN + da(4) = DSQRT(DTIout(j)) + ELSE + da(4) = 0.0 + END IF + IF(DTIin(j).GT.0.0) THEN + da(5) = DSQRT(DTIin(j)) + ELSE + da(5) = 0.0 + END IF + da(6) = DTIin(j) + DTIout(j) + IF(a(6).NE.0.0) THEN + IF(NRBr.EQ.0.0) THEN + tnrf = a(6)*ANR*BR + dtnrf = da(6)/a(6)/a(6) + DNR*DNR/ANR/ANR + DBR*DBR/BR/BR + ELSE + tnrf = a(6)*NRBr + dtnrf = da(6)/a(6)/a(6) + DNRbr*DNRbr/NRBr/NRBr + END IF + IF(dtnrf.GT.0.) THEN + dtnrf = DSQRT(dtnrf)*tnrf + dtnrf = DABS(dtnrf) + ELSE + dtnrf = 0.0 + END IF + IF(RLEv(j).EQ.0.0.AND.j.EQ.1) THEN + tnrf = 100.0*BR + tnrf + IF(tnrf.NE.0.0) THEN + dtnrf = ((100.+ANR*a(6))*DBR)**2 + (BR*a(6)*DNR) & + & **2 + da(6)*(BR*ANR)**2 + IF(dtnrf.GT.0.) THEN + dtnrf = DSQRT(dtnrf) + dtnrf = DABS(dtnrf) + ELSE + dtnrf = 0.0 + END IF + ELSE + dtnrf = 0.0 + END IF +!--- SAVE EXACT VALUE OF G.S. FEEDING FOR PRINTOUT AT END + gsfee = tnrf + dgsfee = dtnrf + END IF + ELSE + IF(NRBr.EQ.0.0.AND.ANR.EQ.1.0.AND.BR.EQ.1.0) dtnrf = da(6) + IF(NRBr.EQ.1.0) dtnrf = da(6) + IF(dtnrf.GT.0.) THEN + dtnrf = DSQRT(dtnrf) + dtnrf = DABS(dtnrf) + ELSE + dtnrf = 0.0 + END IF + END IF + IF(da(6).GT.0) THEN + da(6) = DSQRT(da(6)) + ELSE + da(6) = 0.0 + END IF + IF(a(5).NE.0.0) THEN + IF(DABS(da(5)/a(5)).LT.0.00001) da(5) = 0.0 + END IF + IF(a(6).NE.0.0) THEN + IF(DABS(da(6)/a(6)).LT.0.00001) da(6) = 0.0 + END IF + DO i = 1, na + CALL DCNVUS(a(i),da(i),sa(i),8,sda(i),2) + IF(sa(i)(1:1).EQ.'*') THEN + k=5 + CALL DCNVUS(a(i),0.0D0,sa(i),8,sda(i),-k) + Do While (k.GT.0 .AND. sa(i)(1:1).EQ.'*') + k=k-1 + CALL DCNVUS(a(i),0.0D0,sa(i),8,sda(i),-k) + sda(i) = ' ' + EndDo + END IF + END DO + IF(tnrf.NE.0) THEN + IF(DABS(dtnrf/tnrf).LT.0.00001) dtnrf = 0.0 + END IF + CALL DCNVUS(tnrf,dtnrf,frnt,10,frntd,2) + WRITE(rpt,20) ALEv(j), ADLev(j), (sa(k),sda(k),k=1,na), frnt, & + & frntd, EBI(j), DEBi(j) + 20 FORMAT(A10,1X,A2,6(2X,A8,1X,A2),2X,A10,1X,A2,2X,A10,1X,A2) + IF((tnrf-3*dtnrf).LT.0.0.AND.(tnrf+3*dtnrf).GT.0.0) THEN + tnrff=REAL(tnrf) + dtnrff=REAL(dtnrf) + CALL FNDLMT(tnrff,dtnrff) + END IF + END DO + IF(gsfee.NE.0.) THEN + ffmt = '(F .2)' + IF(gsfee.GT.0.) THEN + i = DLOG10(gsfee) + 0.5 + IF(i.LT.0) i = 0 + ELSE + i = DLOG10(-gsfee) + 0.5 + IF(i.LT.0) i = 0 + i = i + 1 + END IF + WRITE(ffmt(3:4),'(I2)') i + 4 + WRITE(gsf,FMT=ffmt) gsfee + CALL SQZSTR(gsf,' ') + IF(dgsfee.NE.0.) THEN + ffmt = '(F .2)' + i = DLOG10(dgsfee) + IF(i.LT.0) i = 0 + WRITE(ffmt(3:4),'(I2)') i + 4 + WRITE(dgsf,FMT=ffmt) dgsfee + CALL SQZSTR(dgsf,' ') + ELSE + dgsf = '0.00' + END IF + i = INDEX(dgsf,'.') + j = INDEX(gsf,'.') + WRITE(rpt,'(A)') 'NET FEEDING TO G.S. IS '//gsf(1:j+2) & + & //'+-'//dgsf(1:i+2) + END IF + RETURN + END SUBROUTINE INTOUT +! +!*********************************************************************** +! + SUBROUTINE DUMPIT +! + IMPLICIT NONE +! + REWIND iscr + DO WHILE (.TRUE.) + READ(iscr,'(A)',END=10) CARd + WRITE(iout,'(A)') CARd + END DO + 10 CLOSE(UNIT=iscr) + OPEN(UNIT=iscr,ACCESS='SEQUENTIAL',STATUS='SCRATCH') +! + RETURN + END SUBROUTINE DUMPIT +! +!*********************************************************************** +! + SUBROUTINE NEWOUT(Ieof,Il,Ilfix) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Ieof, Il, Ilfix +! +! Functions used +! + CHARACTER(LEN=*), INTRINSIC :: TRIM + CHARACTER(LEN=1), INTRINSIC :: CHAR + CHARACTER(LEN=80), EXTERNAL :: UPCASE + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM + INTEGER(KIND=4), EXTERNAL :: INDEXF +! +! Local variables +! + CHARACTER(LEN=14) :: flstr1, flstr2 + CHARACTER(LEN=81) :: newcrd + INTEGER(KIND=4) :: i, ifind, j, k, levin + REAL(KIND=8) :: e1, e2 +! + WRITE(rpt,'(2A)') & + & CHAR(12), 'Replacing Levels for: '//LABel(1:39) + DO i = 2, Il + IF(INDEX(ALEv(i),'SP')+INDEX(ALEv(i),'SN').GT.0) CYCLE + e1 = RLEv(i) + IF(NOFf.GT.0) THEN + DO j = 1, NOFf + IF(INDEX(ALEv(i),OFFchr(j)).GT.0) e1 = e1 + OFFset(j) + END DO + END IF + DO j = i - 1, 1, -1 + IF(INDEX(ALEv(j),'SP')+INDEX(ALEv(j),'SN').GT.0) CYCLE + e2 = RLEv(j) + IF(NOFf.GT.0) THEN + DO k = 1, NOFf + IF(INDEX(ALEv(j),OFFchr(k)).GT.0) e2 = e2 + OFFset(k) + END DO + END IF + IF(e1.LE.e2) THEN + IF(ALEv(i).NE.ALEv(j)) THEN + WRITE(IDEfo,'(1X,2A,I3,3A,I3,A)')ALEv(i), ' level(', & + & i, ') less than ', ALEv(j), ' level(', j, ')' + WRITE(rpt,'(2A,I3,3A,I3,A)') ALEv(i), ' level(', i, & + & ') less than ', ALEv(j), ' level(', j, ')' + ELSE + WRITE(IDEfo,'(1X,2A,I3,3A,I3,A)')ALEv(i), ' level(', & + & i ,') equal to ', ALEv(j), ' level(', j, ')' + WRITE(rpt,'(2A,I3,3A,I3,A)') ALEv(i), ' level(', i, & + & ') equal to ', ALEv(j), ' level(', j, ')' + END IF + EXIT + END IF + END DO + END DO + levin = 0 + flstr1 = 'FL=' + flstr2 = 'FL=' + REWIND iscr + DO WHILE (.TRUE.) + READ(iscr,'(A)',END=20) CARd + IF(CARd(6:7).EQ.' '.AND.CARd(8:9).NE.' '.AND.CARd(8:8) & + & .NE.'P'.AND.CARd(8:8).NE.'X') THEN + IF(DEGset) THEN + newcrd = CARd(1:6) + CALL ADDSTR(newcrd,7,'CL E$') + i = LEN_TRIM(newcrd) + 1 + CALL ADDSTR(newcrd,i,'IF |DE|g NOT GIVEN, +-') + i = LEN_TRIM(newcrd) + 1 + IF(DEGkev.GT.0.0) THEN + WRITE(newcrd(i:),'(F5.2,A)') DEGkev, & + & ' KEV ASSUMED FOR LEAST-SQUARES FITTING' + ELSE + WRITE(newcrd(i:),'(F5.2,A)') DEGpct, & + & '% ASSUMED FOR LEAST-SQUARES FITTING' + END IF + CALL LBSUP(newcrd(i:)) + WRITE(iout,'(A)') newcrd + DEGset = .FALSE. + END IF + IF(.NOT.(NOInt.OR.NOInt2)) THEN + IF(DRIset) THEN + newcrd = CARd(1:6) + CALL ADDSTR(newcrd,7,'CG RI$') + i = LEN_TRIM(newcrd) + 1 + CALL ADDSTR(newcrd,i,'IF DRI NOT, +-') + i = LEN_TRIM(newcrd) + 1 + IF(DRIrel.GT.0.0) THEN + WRITE(newcrd(i:),'(F5.2,A)') DRIrel, & + & ' ASSUMED FOR INTENSITY BALANCING' + ELSE + WRITE(newcrd(i:),'(F5.2,A)') DRIpct, & + & '% ASSUMED FOR INTENSITY BALANCING' + END IF + CALL LBSUP(newcrd(i:)) + WRITE(iout,'(A)') newcrd + DRIset = .FALSE. + END IF + IF(DTIset) THEN + newcrd = CARd(1:6) + CALL ADDSTR(newcrd,7,'CG TI$') + i = LEN_TRIM(newcrd) + 1 + CALL ADDSTR(newcrd,i,'IF DTI NOT GIVEN, +-') + i = LEN_TRIM(newcrd) + 1 + IF(DTIrel.GT.0.0) THEN + WRITE(newcrd(i:),'(F5.2,A)') DTIrel, & + & ' ASSUMED FOR INTENSITY BALANCING' + ELSE + WRITE(newcrd(i:),'(F5.2,A)') DTIpct, & + & '% ASSUMED FOR INTENSITY BALANCING' + END IF + CALL LBSUP(newcrd(i:)) + WRITE(iout,'(A)') newcrd + DTIset = .FALSE. + END IF + END IF + END IF + IF(UPCASE(CARd(7:10)).EQ.'DL E'.AND.UPCASE(CARd(20:)) & + & .EQ.'LEVEL ENERGY HELD FIXED IN LEAST-SQUARES ADJUSTMENT') & + & CYCLE + IF(CARd(6:8).NE.' L') THEN + IF(levin.GT.1.AND.CARd(7:8).EQ.' G'.AND.CARd(6:6).NE.' ') & + & THEN + IF(INDEXF(CARd,10,'FL=').GT.0) THEN + DO i = levin - 1, 1, -1 + flstr1(4:) = AILev(i) + CALL SQZSTR(flstr1,' ') + flstr2(4:) = ALEv(i) + CALL SQZSTR(flstr2,' ') + IF(flstr1.NE.flstr2) THEN + IF(INDEXF(CARd,10,'FL= ').GT.0) & + & CALL ADDSTR(flstr1,4,' ') + IF(INDEXF(CARd,10,TRIM(flstr1)).GT.0) THEN + WRITE(rpt,'(/9X,2A)') 'OLD CARD: ', CARd + CALL REPSTR(CARd,TRIM(flstr1),TRIM(flstr2)) + WRITE(iout,'(A)') CARd + WRITE(rpt,'(9X,2A,T106,A)') 'NEW CARD: ', & + & CARd, 'Replacing "FL" value' + GO TO 10 + END IF + END IF + END DO + WRITE(iout,'(A)') CARd + CYCLE + END IF + END IF + WRITE(iout,'(A)') CARd + CYCLE + END IF + levin = levin + 1 + IF(levin.GT.Il) THEN + WRITE(iout,'(A)') CARd + WRITE(rpt,'(A,I4,A,I4)') 'Error in level counting: ', & + & levin, ' ', Il + WRITE(rpt,'(/9X,2A)') 'OLD CARD: ', CARd + WRITE(rpt,'(/9X,2A,T104,A)') 'OLD CARD: ', CARd, 'KEPT' + CYCLE + END IF + IF(ALEv(levin)(1:1).EQ.'*') THEN + WRITE(iout,'(A)') CARd + WRITE(rpt,'(/9X,2A,T104,A)') 'OLD CARD: ', CARd, 'KEPT' + CYCLE + END IF + DO i = 1, Ilfix + IF(LEVfix(i).EQ.levin) THEN + ifind = INDEXF(CARd(1:19),10,'F') + If(ifind .EQ. 0)Then + ifind = INDEXF(CARd(1:19),10,'G') + EndIf + If(ifind .GT. 0)Then + If(CARD(ifind-1:ifind-1).EQ.'+' .OR. & + & CARD(ifind+1:ifind+1).EQ.'+')ifind=0 + EndIf + IF(ifind.LE.0) THEN + WRITE(iout,'(A)') CARd + WRITE(rpt,'(/9X,2A,T104,A)') 'OLD CARD: ', CARd, & + & 'KEPT' + IF(HOWfix(levin).EQ.'A'.AND.EL(levin).NE.0.0) THEN + CARd(7:) = 'DL E' + CARd(20:) = & + & 'LEVEL ENERGY HELD FIXED IN LEAST-SQUARES ADJUSTMENT' + WRITE(iout,'(A)') CARd + WRITE(rpt,'(20X,A,T104,A)') CARd, & + & '"D" COMMENT ADDED' + END IF + If(howfix(levin) .EQ. 'D')Then + CARd(7:) = 'DL E' + CARd(20:) = & + & 'LEVEL ENERGY HELD FIXED IN LEAST-SQUARES ADJUSTMENT' + WRITE(iout,'(A)') CARd + WRITE(rpt,'(20X,A,T104,A)') CARd, & + & '"D" COMMENT ADDED' + EndIf + ELSE + CARd(ifind:ifind) = ' ' + WRITE(iout,'(A)') CARd + WRITE(rpt,'(/9X,2A)') 'OLD CARD: ', CARd + WRITE(rpt,'(/9X,2A,T104,A)') 'OLD CARD: ', CARd, & + & 'KEPT' + CARd(7:) = 'DL E' + CARd(20:) = & + & 'LEVEL ENERGY HELD FIXED IN LEAST-SQUARES ADJUSTMENT' + WRITE(iout,'(A)') CARd + WRITE(rpt,'(20X,A,T104,A)') CARd, '"D" COMMENT ADDED' + END IF + GO TO 10 + END IF + END DO + IF(ALEv(levin).NE.AILev(levin).OR.ADLev(levin).NE.AIDlev(levin)& + & ) THEN + WRITE(rpt,'(/9X,2A)') 'OLD CARD: ', CARd + CALL LBSUP(ALEv(levin)) + CARd(10:19) = ALEv(levin) + CARd(20:21) = ADLev(levin) + WRITE(rpt,'(9X,2A)') 'NEW CARD: ', CARd + ELSE + WRITE(rpt,'(/9X,2A,T104,A)') 'OLD CARD: ', CARd, 'KEPT' + END IF + WRITE(iout,'(A)') CARd + 10 END DO + 20 IF(Ieof.EQ.999) THEN + WRITE(rpt,'(A)') 'Adding END record' + WRITE(iout,'(A)')' ' + END IF + CLOSE(UNIT=iscr) +! + RETURN + END SUBROUTINE NEWOUT +! +!*********************************************************************** +! + SUBROUTINE RADDEC(Il) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX, MAX0, LEN_TRIM + INTEGER(KIND=4), EXTERNAL :: TYPSTR + REAL(KIND=8), INTRINSIC :: DABS +! +! Local variables +! + CHARACTER(LEN=10) :: tmpstr + INTEGER(KIND=4) :: i, j + REAL(KIND=8) :: ast1, ast2, ast3, ast4, ib, ie +! + IF(Il.EQ.0) THEN + WRITE(rpt,'(9X,A,T96,A)') & + & CArd, 'UNPLACED RADIATION IS IGNORED' + RETURN + ELSE + WRITE(rpt,'(9X,A)') CARd + END IF +! +! BETA OR ALPHA +! + CALL DCNVSU(CARd(22:29),CARd(30:31),ast1,ast2) + ib = ast1 + ast4 = 0.0 + IF(CARd(6:8).NE.' E') THEN + EBI(Il) = CARd(22:29) + DEBi(Il) = CARd(30:31) + IF(CARd(6:8).NE.' B') THEN + IF(DABS(BR-1.0).LE.0.0001) RETURN + ast3 = ast1*BR + IF(TYPSTR(DEBi(Il)).EQ.0.OR.TYPSTR(DEBi(Il)).EQ.1.OR. & + & TYPSTR(DEBi(Il)).EQ.-2) THEN + IF(ast3.GT.0.0) & + & ast4 = ast3*DSQRT((ast2/ast1)**2+(DBR/BR)**2) + CALL DCNVUS(ast3,ast4,EBI(Il),10,DEBi(Il),2) + IF(EBI(Il)(1:1).EQ.'*') THEN + IF(ast4.EQ.0.0) THEN + CALL DCNVUS(ast3,0.01*ast3,EBI(Il),10,DEBi(Il),2) + ELSE + CALL DCNVUS(ast3,0.0D0,EBI(Il),10,DEBi(Il),-4) + END IF + DEBi(Il) = ' ' + END IF + ELSE + tmpstr = CARd(22:29) + CALL LBSUP(tmpstr) + i = ISIGNI(tmpstr) + CALL DCNVUS(ast3,0.0D0,EBI(Il),10,tmpstr,-i) + END IF + RETURN + END IF + IF(NBBr.EQ.0.0) THEN + IF(ABS(BR*ANB-1.0).LE.0.0001) RETURN + ast3 = ast1*BR*ANB + IF(ast3.GT.0.0)ast4 = ast3*SQRT((ast2/ast1)**2+(DBR/BR)**2+(& + & DNB/ANB)**2) + ELSE + IF(NBBr.EQ.1.0) RETURN + ast3 = ast1*NBBr + IF(ast3.GT.0.0) ast4 = ast3*SQRT((ast2/ast1)**2+(DNBbr/NBBr)& + & **2) + END IF + IF(TYPSTR(DEBi(Il)).EQ.0.OR.TYPSTR(DEBi(Il)).EQ.1.OR. & + & TYPSTR(DEBi(Il)).EQ.-2) THEN + CALL DCNVUS(ast3,ast4,EBI(Il),10,DEBi(Il),2) + ELSE + tmpstr = CARd(22:29) + CALL LBSUP(tmpstr) + i = ISIGNI(tmpstr) + CALL DCNVUS(ast3,0.0D0,EBI(Il),10,tmpstr,-i) + END IF + RETURN + END IF +! +! CAPTURE ONLY +! + IF(CARd(65:74).EQ.' '.AND.CARd(32:39).EQ.' ') RETURN + ast4 = 0.0 + IF(CARd(65:74).NE.' ') THEN + tmpstr = CARd(65:74) + CALL LBSUP(tmpstr) + i = LEN_TRIM(tmpstr) + IF(i.LE.8) THEN + EBI(Il) = tmpstr(1:i) + DEBi(Il) = CARd(75:76) + IF(NBBr.EQ.0.0) THEN + IF(DABS(BR*ANB-1.0).LE.0.0001) RETURN + ELSE IF(DABS(NBBr-1.0).LE.0.0001) THEN + RETURN + END IF + END IF + CALL DCNVSU(CARd(65:74),CARd(75:76),ast1,ast2) + IF(NBBr.EQ.0.0) THEN + ast3 = ast1*BR*ANB + IF(ast3.GT.0.0) & + & ast4 = ast3*DSQRT((ast2/ast1)**2+(DBR/BR)**2+(DNB/ANB)**2) + ELSE + ast3 = ast1*NBBr + IF(ast3.GT.0.0) & + & ast4 = ast3*DSQRT((ast2/ast1)**2+(DNBbr/NBBr)**2) + END IF + IF(TYPSTR(DEBi(Il)).EQ.0.OR.TYPSTR(DEBi(Il)).EQ.1.OR. & + & TYPSTR(DEBi(Il)).EQ.-2) THEN + CALL DCNVUS(ast3,ast4,EBI(Il),10,DEBi(Il),2) + ELSE + tmpstr = CARd(65:74) + CALL LBSUP(tmpstr) + i = ISIGNI(tmpstr) + CALL DCNVUS(ast3,0.0D0,EBI(Il),10,tmpstr,-i) + END IF + RETURN + ELSE + IF(CARd(32:39).EQ.' ') THEN + RETURN + ELSE IF(CARd(22:29).EQ.' ') THEN + EBI(Il) = CARd(32:39) + DEBi(Il) = CARd(40:41) + IF(NBBr.EQ.0.0) THEN + IF(DABS(BR*ANB-1.0).LE.0.0001) RETURN + ELSE IF(DABS(NBBr-1.0).LE.0.0001) THEN + RETURN + END IF + END IF + CALL DCNVSU(CARd(32:39),CARd(40:41),ast3,ast4) + ie = ast3 + ast1 = ast1 + ast3 + ast2 = DSQRT(ast2**2+ast4**2) + ast4 = 0.0 + IF(NBBr.EQ.0.0) THEN + ast3 = ast1*BR*ANB + IF(ast3.GT.0.0) & + & ast4 = ast3*DSQRT((ast2/ast1)**2+(DBR/BR)**2+(DNB/ANB)**2) + ELSE + ast3 = ast1*NBBr + IF(ast3.GT.0.0) & + & ast4 = ast3*DSQRT((ast2/ast1)**2+(DNBbr/NBBr)**2) + END IF + IF(ib.GE.10.*ie) THEN + IF(TYPSTR(CARd(30:31)).NE.0.AND.TYPSTR(CARd(30:31)) & + & .NE.1.AND.TYPSTR(CARd(30:31)).NE.-2) THEN + tmpstr = CARd(22:29) + CALL LBSUP(tmpstr) + i = ISIGNI(tmpstr) + CALL DCNVUS(ast3,0.0D0,EBI(Il),10,tmpstr,-i) + DEBi(Il) = CARd(30:31) + RETURN + END IF + ELSE IF(ie.GE.10.*ib) THEN + IF(TYPSTR(CARd(40:41)).NE.0.AND.TYPSTR(CARd(40:41)) & + & .NE.1.AND.TYPSTR(CARd(40:41)).NE.-2) THEN + tmpstr = CARd(32:39) + CALL LBSUP(tmpstr) + i = ISIGNI(tmpstr) + CALL DCNVUS(ast3,0.0D0,EBI(Il),10,tmpstr,-i) + DEBi(Il) = CARd(40:41) + RETURN + END IF + ELSE IF(.NOT.(TYPSTR(CARd(30:31)).EQ.0.OR.TYPSTR(CARd(30:31)) & + & .EQ.1.OR.TYPSTR(CARd(30:31)).EQ.-2).OR. & + & .NOT.(TYPSTR(CARd(40:41)).EQ.0.OR.TYPSTR(CARd(40:41)) & + & .EQ.1.OR.TYPSTR(CARd(40:41)).EQ.-2)) THEN + tmpstr = CARd(22:29) + CALL LBSUP(tmpstr) + i = ISIGNI(tmpstr) + tmpstr = CARd(32:39) + CALL LBSUP(tmpstr) + j = ISIGNI(tmpstr) + IF(CARd(30:31).EQ.CARd(40:41)) THEN + DEBi(Il) = CARd(30:31) + ELSE IF(TYPSTR(CARd(30:31)).EQ.0.OR.TYPSTR(CARd(30:31)) & + & .EQ.1.OR.TYPSTR(CARd(30:31)).EQ.-2) THEN + DEBi(Il) = CARd(40:41) + ELSE IF(TYPSTR(CARd(40:41)).EQ.0.OR.TYPSTR(CARd(40:41)) & + & .EQ.1.OR.TYPSTR(CARd(40:41)).EQ.-2) THEN + DEBi(Il) = CARd(30:31) + ELSE + DEBi(Il) = '??' + END IF + CALL DCNVUS(ast3,0.0D0,EBI(Il),10,tmpstr,-MAX0(i,j)) + RETURN + END IF + CALL DCNVUS(ast3,ast4,EBI(Il),10,DEBi(Il),2) + END IF + RETURN + END SUBROUTINE RADDEC +! +!*********************************************************************** +! + INTEGER(KIND=4) FUNCTION ISIGNI(Str) +! +! Returns the number of significant digits in a left-justified +! numeric string +! + IMPLICIT NONE +! +! Dummy arguments +! + CHARACTER(LEN=*) :: Str +! +! Local variables +! + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM +! + ISIGNI = INDEX(Str,'E') + IF(ISIGNI.EQ.0) ISIGNI = LEN_TRIM(Str) + IF(ISIGNI.EQ.0) RETURN + IF(Str(1:2).EQ.'0.') THEN + ISIGNI = ISIGNI - 2 + ELSE + IF(INDEX(Str,'.').NE.0) ISIGNI = ISIGNI - 1 + END IF + RETURN + END FUNCTION ISIGNI +! +!*********************************************************************** +! + SUBROUTINE GAMDEC(Il,Ig,Ilfix) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Ig, Il, Ilfix +! +! Functions used +! + CHARACTER(LEN=*), INTRINSIC :: TRIM + INTEGER(KIND=4), INTRINSIC :: INDEX + INTEGER(KIND=4), EXTERNAL :: INDEXF, TYPSTR +! +! Local variables +! + CHARACTER(LEN=33) :: st1, st2 + CHARACTER(LEN=132) :: outline + LOGICAL(KIND=4) :: adjri, adjti + INTEGER(KIND=4) :: i, i1, i2, j, jmax, nchar + REAL(KIND=8) :: cc, dcc, diff, dri, dti, grec, ri, test, ti, tol, & + & x, y +! + IGNorg1 = .FALSE. + IGNorg2 = .FALSE. +! +! INDEX GAMMA ENERGY +! + IF(Il.GE.nle) THEN + WRITE(rpt,'(9X,A)') CARd + IGNorg1 = .TRUE. + RETURN + ELSE IF(Ig.GE.nga) THEN + WRITE(rpt,'(9X,A)') CARd + IGNorg1 = .TRUE. + WRITE(rpt,'(2A,4X,2A)') & + & '***** TOO MANY GAMMAS. LAST LEVEL AT E= ', AILev(Il), & + & 'SKIP GAMMA WITH E=', CARd(10:21) +! + RETURN + END IF + ri = 0.0 + ti = 0.0 + dri = 0.0 + dti = 0.0 + cc = 0.0 + dcc = 0.0 + Ig = Ig + 1 + adjri = .TRUE. + adjti = .TRUE. + CALL DCNVSU(CARd(10:19),CARd(20:21),EG(Ig),DEG(Ig)) + CALL DCNVSU(CARd(56:62),CARd(63:64),cc,dcc) +! +! Save CC,DCC for possible modification due to GAMMA continuation +! records +! + CCS = cc + DCCs = dcc +! +! EXCLUDE UNASSIGNED GAMMAS AND UNCERTAIN GAMMAS +! SAVE DETAILS FOR LATER COMPARISON +! + IF(Il.GT.0) THEN + IF(CARd(80:80).EQ.'?') THEN + IGNorg1 = .TRUE. + Ig = Ig - 1 + WRITE(rpt,'(9X,A,T96,A)') & + & CARd, 'UNCERTAIN GAMMA IS IGNORED' + RETURN + END IF + IF(TYPSTR(CARd(10:19)).EQ.1.OR.TYPSTR(CARd(10:19)).EQ.-2) THEN +! +! Check to see if assumed DRI or DTI should be ignored for +! this gamma +! + i = INDEXF(CARd(1:29),22,' E ') + IF(i.GE.22) THEN + CARd(i+1:i+1) = ' ' + adjri = .FALSE. + ELSE IF(CARd(28:29).EQ.' E') THEN + CARd(29:29) = ' ' + adjri = .FALSE. + ELSE IF(CARd(22:23).EQ.'E ') THEN + CARd(22:22) = ' ' + adjri = .FALSE. + END IF + i = INDEXF(CARd(1:74),65,' E ') + IF(i.GE.65) THEN + CARd(i+1:i+1) = ' ' + adjti = .FALSE. + ELSE IF(CARd(73:74).EQ.' E') THEN + CARd(73:74) = ' ' + adjti = .FALSE. + ELSE IF(CARd(65:66).EQ.'E ') THEN + CARd(65:65) = ' ' + adjti = .FALSE. + END IF + outline = ' '//CARd +! +! ASSIGN 1-KEV UNCERTAINTY IF NONE IS GIVEN +! + IF(DEG(Ig).EQ.0.0) THEN + IF(DEGkev.NE.0.0) THEN + IF(CARd(20:21).EQ.'AP') THEN + DEG(Ig) = 3.0*DEGkev + ELSE + DEG(Ig) = DEGkev + END IF + WRITE(outline(96:),'(A,F5.2,2A)') '+- ', DEG(Ig), & + & ' keV', ' unc. assigned to energy' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + DEGset = .TRUE. + ELSE IF(DEGpct.NE.0.0) THEN + IF(CARd(20:21).EQ.'AP') THEN + DEG(Ig) = 3.0*EG(Ig)*DEGpct/100.0 + ELSE + DEG(Ig) = EG(Ig)*DEGpct/100.0 + END IF + WRITE(outline(96:),'(A,F5.2,2A)') '+- ', DEGpct, & + & ' %', ' unc. assigned to energy' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + DEGset = .TRUE. + ELSE + IF(CARd(20:21).EQ.'AP') THEN + DEG(Ig) = 3.0 + ELSE + DEG(Ig) = 1.0 + END IF + WRITE(outline(96:),'(A,F5.2,2A)') '+- ', DEG(Ig), & + & ' keV', ' unc. assigned to energy' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + END IF + END IF +! +! APPLY RECOIL CORRECTION +! + grec = EG(Ig)**2/(2.0*EMAss) + IF(grec.GT.0.005*DEG(Ig)) THEN + x = EG(Ig)/EMAss + test = (EG(Ig)*x*x*x/8.)*(1.-(x*x/2.)) + IF(ABS(test).GT.0.1*grec) THEN + WRITE(IDEfo,'(A)') & + & ' WARNING: Recoil approximation imprecise' + WRITE(IDEfo,'(3(A,F5.2))')' RECOIL=', grec, ' EG=', & + & EG(Ig), '+-', DEG(Ig) + END IF + END IF + IF(RECoil) THEN + egc(Ig) = EG(Ig) + grec + ELSE + egc(Ig) = EG(Ig) + EG(Ig) = EG(Ig) - grec + END IF +! +! WEIGHT EACH GAMMA MEASUREMENT BY RECIPROCAL UNCERTAINTY +! + y = 1.0/DEG(Ig)**2 + LTOp(Ig) = Il +! +! FIND AND DECODE INTENSITIES (RI AND TI) +! + st1 = CARd(22:29) + IF(st1.NE.' '.AND.TYPSTR(st1).NE.2) THEN + st2 = CARd(30:31) + CALL DCNVSU(st1,st2,ri,dri) + IF((st2.EQ.' '.OR.st2.EQ.'AP').AND.ri.NE.0.0.AND.adjri) & + & THEN + IF(DRIrel.NE.0) THEN + IF(st2.EQ.'AP') THEN + dri = 3.*DRIrel + ELSE + dri = DRIrel + END IF + WRITE(outline(96:),'(A,F5.2,A)') 'DRI=', dri, & + & ' assumed' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + DRIset = .TRUE. + ELSE IF(DRIpct.NE.0) THEN + IF(st2.EQ.'AP') THEN + dri = 3.0*DRIpct/100.0 + +! ***Changes by PNPI*** + + WRITE(outline(96:),'(A,F5.2,A)') 'DRI=', & + & 3.0*DRIpct, '% assumed' + ELSE + dri = ri*DRIpct/100.0 + WRITE(outline(96:),'(A,F5.2,A)') 'DRI=', & + & DRIpct, '% assumed' + END IF + +! ***End Changes by PNPI*** + + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + DRIset = .TRUE. + END IF + ELSE IF(st2(1:1).EQ.'L') THEN + ri = ri/2. + dri = ri/2. + WRITE(outline(96:),'(A)') 'RI=DRI=RI/2 assumed' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + END IF + END IF + st1 = CARd(65:74) + st2 = CARd(75:76) + CALL DCNVSU(st1,st2,ti,dti) + IF(ti.EQ.0.0) THEN + IF(st1.NE.' ') THEN + WRITE(outline(96:),'(A)') 'TI assumed to be zero' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + END IF + ti = ri*(1.0+cc) + dti = 0.0 + IF(ri.EQ.0.0) GO TO 10 + If(dcc .EQ. 0.0)Then + dti=dri**2/ri**2+(theodcc*theodcc*cc*cc)/(1.0+cc)**2 + Else + If(adddcc)Then + dti=dri**2/ri**2+(dcc**2+(theodcc*cc)**2)/(1.0+cc)**2 + Else + dti=dri**2/ri**2+(dcc/(1.0+cc))**2 + EndIf + EndIf + dti = dti*ti*ti + GO TO 10 + ELSE IF((st2.EQ.' '.OR.st2.EQ.'AP').AND.adjti) THEN + IF(DTIrel.NE.0) THEN + IF(st2.EQ.'AP') THEN + dti = 3.0*DTIrel + ELSE + dti = DTIrel + END IF + WRITE(outline(96:),'(A,F5.2,A)') 'DTI=', dti, & + & ' assumed' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + DTIset = .TRUE. + ELSE IF(DTIpct.NE.0) THEN + IF(st2.EQ.'AP') THEN + dti = 3.0*ti*DTIpct/100.0 + WRITE(outline(96:),'(A,F5.2,A)') 'DTI=', & + & 3.0*DTIpct, '% assumed' + + ELSE + dti = ti*DTIpct/100.0 + WRITE(outline(96:),'(A,F5.2,A)') 'DTI=', & + & DTIpct, '% assumed' + + END IF + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + DTIset = .TRUE. + END IF + ELSE IF(st2(1:1).EQ.'L') THEN + ti = ti/2. + dti = ti/2. + WRITE(outline(96:),'(A)') 'TI=DTI=TI/2 assumed' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + END IF + IF(CARd(77:77).EQ.'&') THEN + ri = (ri+dri)/2.0 + dri = ri + ti = (ti+dti)/2.0 + dti = ti + IF(ri.GT.0.) THEN + WRITE(outline(96:),'(A)') 'RI=DRI=(RI+DRI)/2 assumed' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + END IF + IF(ti.GT.0.) THEN + WRITE(outline(96:),'(A)') 'TI=DTI=(TI+DTI)/2 assumed' + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + END IF + END IF + IF((ANT.EQ.0.0).OR.(ANR.EQ.0.0)) GO TO 10 + IF(NRBr.NE.0.0.AND.NTBr.NE.0.0) THEN + ti = ti*NTBr/NRBr + dti = dti*NTBr/NRBr + dti = ti*ti*((dti/ti)**2+(DNTbr/NTBr)**2-(DNRbr/NRBr)**2) + ELSE + ti = ti*ANT/ANR + dti = dti*ANT/ANR + dti = ti*ti*((dti/ti)**2+(DNT/ANT)**2-(DNR/ANR)**2) + END IF + GO TO 10 + ELSE + IGNorg1 = .TRUE. + Ig = Ig - 1 + WRITE(rpt,'(9X,A,T96,A)') CARd, 'NON-NUMERIC EG IGNORED' + RETURN + END IF + END IF + IGNorg1 = .TRUE. + Ig = Ig - 1 + WRITE(rpt,'(9X,A,T96,A)') CARd, 'UNPLACED GAMMA IGNORED' + RETURN +! +! FIND TERMINATING (LOWER) LEVEL FOR GAMMA(IG), CALL IT LBOT(IG) +! + 10 IF(outline.NE.' ') THEN + WRITE(rpt,'(A)') TRIM(outline) + outline = ' ' + END IF + LBOt(Ig) = 0 + tol = 10.04 + If(deg(ig) .GT. tol)Then + tol=deg(ig) + EndIf + diff = 1000. + jmax = Il - 1 + DO j = 1, jmax + IF(NOFf.GT.0) THEN + nchar = 0 + DO i = 1, NOFf + IF(INDEX(AILev(Il),OFFchr(i)).GT.0) nchar = nchar + 1 + IF(INDEX(AILev(j),OFFchr(i)).GT.0) nchar = nchar + 1 + IF(nchar.EQ.1) GO TO 20 + END DO + END IF + diff = ABS(EL(Il)-EL(j)-egc(Ig)) + IF(diff.GE.tol) CYCLE + LBOt(Ig) = j + tol = diff + 20 END DO + IF(LBOt(Ig).EQ.0) THEN + WRITE(rpt,'(5A,F5.1,A)')'***** GAMMA= ', CARd(10:19), & + & ' CANNOT BE PLACED FROM LEVEL ', & + & AILev(Il), ' WITHIN +-', tol, ' keV' + IGNorg2 = .TRUE. + + END IF +! +! Add to packed vector WAA(STRLOC(I1,I2)) representing the weights +! matrix + i1 = LTOp(Ig) + i2 = LBOt(Ig) + IF(i1.LE.i2) THEN + WRITE(rpt,'(5A)') '***** ERROR--GAMMA=', CARd(10:19), & + & ' WILL NOT FIT LEVELS', AILev(i1), AILev(i2) + END IF + x = egc(Ig) + If(.NOT.ignorg2)Then + CALL GCALC(i1,i2,Ilfix,x,y,ri,dri,ti,dti) + ElseIf(.NOT.ignorg1)Then + riout(i1) = riout(i1) + ri + driout(i1) = driout(i1) + dri**2 + tiout(i1) = tiout(i1) + ti + dtiout(i1) = dtiout(i1) + dti + EndIf + RETURN + END SUBROUTINE GAMDEC +! +!*********************************************************************** +! + SUBROUTINE LEVDEC(Il,Ilfix,Ig,Nga,Issep,isxlv) +! + IMPLICIT NONE +! +! Dummy arguments +! + LOGICAL(KIND=4) :: Issep,isxlv + INTEGER(KIND=4) :: Ig, Il, Ilfix, Nga +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX + INTEGER(KIND=4), EXTERNAL :: TYPSTR + INTEGER(KIND=4), EXTERNAL :: INDEXF + CHARACTER(LEN=*), INTRINSIC :: TRIM + REAL(KIND=8), INTRINSIC :: DBLE, DFLOAT +! +! Local variables +! + CHARACTER(LEN=10) :: st1, tmp1, tmp2 + CHARACTER(LEN=2) :: st2 + INTEGER(KIND=4) :: i, ip, isfixed + REAL(KIND=8) :: dummy +! +! Bookkeeping for levels of the type "num+X" +! +! INDEX LEVEL ENERGY +! + Issep = .FALSE. + isxlv=.FALSE. + IF(Ig.GE.Nga) RETURN + IF(Il.GE.nle) THEN + WRITE(rpt,'(2A)') '***** TOO MANY LEVELS. SKIPPED LEVEL: ', & + & CARd(10:21) + RETURN + END IF + Il = Il + 1 + st1 = CARd(10:19) + CALL LBSUP(st1) + st2 = CARd(20:21) +! Always assume first level is fixed. This should alleviate some +! problems +! Also set counter on offsets + + isfixed=INDEX(st1,'F') + If(isfixed .EQ. 0)isfixed=INDEX(st1,'G') + +! ***Changes by PNPI*** + + If(isfixed .GT. 0.AND.isfixed.lt.10)Then + If(st1(isfixed+1:isfixed+1).EQ.'+')isfixed=0 + EndIf + If(isfixed .GT. 1)Then + If(st1(isfixed-1:isfixed-1).EQ.'+')isfixed=0 + EndIf + +! ***End Changes by PNPI*** + + If(Il.EQ.1 .AND. isfixed.EQ.0)Then + NOFf = 0 + IF(TYPSTR(st1).EQ.1.OR.TYPSTR(st1).EQ.-2) THEN + CALL DCNVSU(st1,st2,elfix(Ilfix),dummy) + EL(Il) = elfix(Ilfix) + ELSE + NOFf = NOFf + 1 + OFFset(NOFf) = DFLOAT(NOFf)*0.01 + IF(TYPSTR(st1).EQ.2) THEN + OFFchr(NOFf) = st1(1:1) + elfix(Ilfix) = OFFset(NOFf) + EL(Il) = elfix(Ilfix) + ELSE + i = INDEX(st1,'+') + IF(i.EQ.0) i = INDEX(st1,'-') + IF(i.EQ.0) THEN + EL(Il) = 0.0 + NOFf = NOFf - 1 + GO TO 20 + END IF + IF(i.EQ.2) THEN + IF(TYPSTR(st1(1:1)).EQ.2) THEN + OFFchr(NOFf) = st1(1:1) + CALL DCNVSU(st1(i+1:),st2,elfix(Ilfix),dummy) + ELSE + OFFchr(NOFf) = st1(i+1:i+2) + CALL DCNVSU(st1(1:i-1),st2,elfix(Ilfix),dummy) + END IF + ELSE IF(TYPSTR(st1(1:i-1)).EQ.2) THEN + EL(Il) = 0.0 + NOFf = NOFf - 1 + GO TO 20 + ELSE + OFFchr(NOFf) = st1(i+1:i+2) + CALL DCNVSU(st1(1:i-1),st2,elfix(Ilfix),dummy) + END IF + elfix(Ilfix) = elfix(Ilfix) + OFFset(NOFf) + EL(Il) = elfix(Ilfix) + END IF + END IF + HOWfix(Il) = 'A' + Ilfix = Ilfix + 1 + GO TO 20 + ELSE + HOWfix(Il) = ' ' + END IF + IF(st1.EQ.' ') THEN +! +! HOLD UNKNOWN ENERGIES (BLANK ENERGY FIELD) FIXED +! + HOWfix(Il) = 'A' + IF(Ilfix.GT.nfix) THEN + WRITE(rpt,'(A,I4)') & + & '***** TOO MANY LEVELS FIXED. MAXIMUM IS', nfix + Ilfix = nfix + END IF + elfix(Ilfix) = Il*10**5 + EL(Il) = elfix(Ilfix) + Ilfix = Ilfix + 1 + WRITE(rpt,'(A,I4,A)') 'Blank E(LEVEL) for level ', Il, & + & ' assumed fixed by GTOL' + GO TO 20 + END IF +!--- HOLD ENERGIES WITH 'F' IN ENERGY FIELD FIXED + isfixed=INDEXF(card(1:19),10,'F') + If(isfixed .EQ. 0)isfixed=INDEXF(card(1:19),10,'G') + +! ***Changes by PNPI*** + + If(isfixed .GT. 9.AND.isfixed.LT.19)Then + If(st1(isfixed-8:isfixed-8).EQ.'+')isfixed=0 + EndIf + If(isfixed .GT. 10)Then + If(st1(isfixed-10:isfixed-10).EQ.'+')isfixed=0 + EndIf + +! ***End Changes by PNPI*** + + If(isfixed .GT. 0) THEN + IF(Ilfix.GT.nfix) THEN + WRITE(rpt,'(A,I4)') & + & '***** TOO MANY LEVELS FIXED. MAXIMUM IS', nfix + Ilfix = nfix + END IF + CALL DCNVSU(st1,st2,elfix(Ilfix),dummy) + EL(Il) = elfix(Ilfix) + Ilfix = Ilfix + 1 + HOWfix(Il) = card(isfixed:isfixed) + ELSE IF(TYPSTR(st1).EQ.2) THEN + IF(NOFf.GT.0) THEN + DO i = 1, NOFf + IF(st1(1:1).EQ.OFFchr(i)) THEN + EL(Il) = OFFset(i) + GO TO 20 + END IF + END DO + END IF + NOFf = NOFf + 1 + OFFchr(NOFf) = st1(1:1) + OFFset(NOFf) = DFLOAT(NOFf)*0.01 + EL(Il-1) + IF(Ilfix.GT.nfix) THEN + WRITE(rpt,'(A,I4)') & + & '***** TOO MANY LEVELS FIXED. MAXIMUM IS', nfix + Ilfix = nfix + END IF + elfix(Ilfix) = OFFset(NOFf) + EL(Il) = elfix(Ilfix) + Ilfix = Ilfix + 1 + HOWfix(Il) = 'A' + ELSE IF(TYPSTR(st1).EQ.1.OR.TYPSTR(st1).EQ.-2) THEN + CALL DCNVSU(st1,st2,EL(Il),dummy) + ELSE IF(INDEX(st1,'SP').EQ.0.AND.INDEX(st1,'SN').EQ.0) THEN + ip = INDEX(st1,'+') + IF(ip.EQ.0) ip = INDEX(st1,'-') + IF(ip.EQ.0) THEN + CALL DCNVSU(st1,st2,EL(Il),dummy) + ELSE + tmp1 = st1(1:ip-1) + tmp2 = st1(ip+1:) + IF(TYPSTR(tmp1).EQ.2) THEN + CALL DCNVSU(tmp2,st2,EL(Il),dummy) + IF(NOFf.GT.0) THEN + DO WHILE (.TRUE.) + DO i = 1, NOFf + IF(OFFchr(i).EQ.tmp1(1:1)) THEN + EL(Il) = EL(Il) + OFFset(i) + ip = INDEX(tmp2,'+') + IF(ip.GT.0) THEN + tmp2 = tmp2(ip+1:) + GO TO 5 + END IF + GO TO 20 + END IF + END DO + EXIT + 5 END DO + END IF + isxlv=.TRUE. + WRITE(rpt,'(92X,2A)') TRIM(st1),' - Ignoring gammas' + NOFf = NOFf + 1 + OFFchr(NOFf) = tmp1(1:1) + ELSE + CALL DCNVSU(tmp1,st2,EL(Il),dummy) + IF(NOFf.GT.0) THEN + DO WHILE (.TRUE.) + DO i = 1, NOFf + IF(OFFchr(i).EQ.tmp2(1:1)) THEN + EL(Il) = EL(Il) + OFFset(i) + ip = INDEX(tmp2,'+') + IF(ip.GT.0) THEN + tmp2 = tmp2(ip+1:) + GO TO 10 + END IF + GO TO 20 + END IF + END DO + EXIT + 10 END DO + END IF + isxlv=.TRUE. + WRITE(rpt,'(92X,2A)') TRIM(st1),' - Ignoring gammas' + NOFf = NOFf + 1 + OFFchr(NOFf) = tmp2(1:1) + END IF + OFFset(NOFf) = DFLOAT(NOFf)*0.01 + IF(Ilfix.GT.nfix) THEN + WRITE(rpt,'(A,I4)') & + & '***** TOO MANY LEVELS FIXED. MAXIMUM IS', nfix + Ilfix = nfix + END IF + elfix(Ilfix) = EL(Il) + OFFset(NOFf) + IF(Il.GT.1) THEN + IF(elfix(Ilfix).LE.EL(Il-1)) THEN + OFFset(NOFf) = EL(Il-1) - elfix(Ilfix) & + & + 0.01 + OFFset(NOFf) + elfix(Ilfix) = EL(Il) + OFFset(NOFf) + END IF + END IF + EL(Il) = elfix(Ilfix) + Ilfix = Ilfix + 1 + HOWfix(Il) = 'A' + END IF + ELSE IF(INDEX(st1,'SP').GT.0.OR.INDEX(st1,'SN').GT.0) THEN + WRITE(rpt,'(92X,A)') 'SP or SN found - Ignoring' + IF(Ilfix.GT.nfix) THEN + WRITE(rpt,'(A,I4)') & + & '***** TOO MANY LEVELS FIXED. MAXIMUM IS', nfix + Ilfix = nfix + END IF + elfix(Ilfix) = Il*10.**9 + EL(Il) = elfix(Ilfix) + Ilfix = Ilfix + 1 + Issep = .TRUE. + END IF +! +! SAVE INPUT LEVEL BCD FOR OUTPUT LISTS +! + 20 CALL SQZSTR(st1,' ') + IF(INDEX(st1,'F').NE.0) CALL SQZSTR(st1,'F') + IF(INDEX(st1,'G').NE.0) CALL SQZSTR(st1,'G') + CALL SQZSTR(st2,' ') + CALL PADLFT(st1,10) + CALL PADLFT(st2,2) + AILev(Il) = st1 + AIDlev(Il) = st2 +! +! CHECK TO SEE IF ENERGY IS TO BE HELD FIXED +! + DO i = 1, Ilfix + IF(EL(Il).EQ.elfix(i)) THEN + LEVfix(i) = Il + RETURN + END IF + END DO + RETURN + END SUBROUTINE LEVDEC +! +!*********************************************************************** +! + SUBROUTINE NORDEC +! + IMPLICIT NONE +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX +! +! Local variables +! + CHARACTER(LEN=33) :: st1, st2 + LOGICAL(KIND=4) :: didone +! +! NORMALIZATION CARD +! + didone = .FALSE. + CALL DCNVSU(CARd(10:19),CARd(20:21),ANR,DNR) + IF(ANR.LE.0.0) THEN + WRITE(rpt,'(9X,A,T93,A)') CARd, 'NR assumed 1.0' + didone = .TRUE. + ANR = 1.0 + DNR = 0.0 + ELSE + WRITE(rpt,'(9X,A)') CARd + END IF + CALL DCNVSU(CARd(22:29),CARd(30:31),ANT,DNT) + IF(ANT.LE.0.0) THEN + IF(didone) THEN + WRITE(rpt,'(92X,A)') 'NT assumed to be NR' + ELSE + WRITE(rpt,'(9X,A,T93,A)') CARd, 'NT assumed to be NR' + didone = .TRUE. + END IF + ANT = ANR + DNT = DNR + END IF + CALL DCNVSU(CARd(32:39),CARd(40:41),BR,DBR) + st1 = CARd(42:49) + IF(st1.NE.' ') THEN + st2 = CARd(50:55) + CALL DCNVSU(st1,st2,ANB,DNB) + END IF + IF(BR.LE.0.0) THEN + IF(INDEX(LABel,' DECAY').GT.0) THEN + IF(didone) THEN + WRITE(rpt,'(92X,A)') 'BR assumed 1.0' + ELSE + WRITE(rpt,'(9X,A,T93,A)') CARd, 'BR assumed 1.0' + didone = .TRUE. + END IF + END IF + BR = 1.0 + DBR = 0.0 + END IF + IF(ANB.EQ.0.0) THEN + IF(INDEX(LABel,' B- ').GT.0.OR.INDEX(LABel,' B+ ').GT.0.OR. & + & INDEX(LABel,' EC ').GT.0) THEN + IF(didone) THEN + WRITE(rpt,'(92X,A)') 'NB assumed 1.0/BR' + ELSE + WRITE(rpt,'(9X,A,T93,A)') CARd,'NB assumed 1.0/BR' + END IF + ANB = 1.0/BR + ELSE + ANB = 1.0 + END IF + DNB = 0.0 + END IF + RETURN + END SUBROUTINE NORDEC +! +!*********************************************************************** +! + SUBROUTINE PNDEC +! + IMPLICIT NONE +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX +! +! Decodes the PN record +! + IF(CARd(78:78).EQ.'6'.OR.CARd(78:78).EQ.'7') THEN + WRITE(rpt,'(9X,A,T96,A)') CARd, 'BRANCHING RATIOS SPECIFIED' + WRITE(IDEfo,'(2A)')' Option 6 or 7 on PN record', & + & ' --- Intensities will not be reported' + NOInt2 = .TRUE. + RETURN + ELSE + WRITE(rpt,'(9X,A)') CARd + END IF + IF(((CARd(78:78).GE.'2'.AND.CARd(78:78).LE.'4').OR.CARd(78:78) & + & .EQ.' ').AND.CARd(10:77).NE.' ') THEN + IF(CARd(10:19).NE.' ')CALL DCNVSU(CARd(10:19),CARd(20:21),NRBr,& + & DNRbr) + IF(CARd(22:29).NE.' ')CALL DCNVSU(CARd(22:29),CARd(30:31),NTBr,& + & DNTbr) + IF(CARd(42:49).NE.' '.AND. & + & (INDEX(LABel,' B- ').GT.0.OR.INDEX(LABel,' B+ ').GT.0.OR. & + & INDEX(LABel,' EC ').GT.0)) & + & CALL DCNVSU(CARd(42:49),CARd(50:55),NBBr,DNBbr) + END IF + RETURN + END SUBROUTINE PNDEC +! +!*********************************************************************** +! + SUBROUTINE IDDEC +! + IMPLICIT NONE +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX +! +! Local variables +! + INTEGER(KIND=4) :: i +! +! ID RECORD +! + WRITE(IDEfo,'(/2A)') ' CURRENT DATA SET: ', CARd(1:39) +! +! SET UP FOR RECOIL CORRECTION +! + CALL AZ(CARd(1:5),IAMass,IZ) + IF(IAMass.EQ.0) IAMass = 1 + EMAss = 931501.6D0*IAMass + LABel = CARd +! +! CHECK DSID FOR INDICATION OF GAMMAS +! + NOGam = .FALSE. + i = INDEX(CARd(10:39),' ') + IF(i.EQ.0) i = 30 + IF(INDEX(CARd(10:9+i),'[').EQ.0) THEN + IF(INDEX(CARd(10:39),',G'')').NE.0) RETURN + IF(INDEX(CARd(10:39),'G)').NE.0) RETURN + IF(INDEX(CARd(10:39),'GAMMA').NE.0) RETURN + IF(INDEX(CARd(10:39),'COUL').NE.0) RETURN + IF(INDEX(CARd(10:39),'DECAY').NE.0) RETURN + END IF + NOGam = .TRUE. + WRITE(IDEfo,'(3X,A)') & + & 'No gammas expected. Data set will not be reported on.' + WRITE(rpt,'(2X,A)') & + & 'No gammas expected. Data set will not be reported on.' +! + RETURN + END SUBROUTINE IDDEC +! +!*********************************************************************** +! + SUBROUTINE AZ(Str,A,Z) +! +! adopted from Swedish string library +! PROGRAM UNIT 24 +! GETS MASS NUMBER A (INTEGER) AND ATOMIC NUMBER Z (INTEGER) +! FROM STRING STR. +! DUMMY ARGUMENTS: +! STR INPUT STRING (NUCID) +! A MASS NUMBER (ASSIGNED) +! Z ATOMIC NUMBER (ASSIGNED) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: A, Z + CHARACTER(LEN=*) :: Str +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: MIN0, LEN_TRIM + INTEGER(KIND=4), EXTERNAL :: IVLSTR, TYPSTR +! +! Local variables +! + CHARACTER(LEN=3) :: astr + CHARACTER(LEN=2) :: el + INTEGER(KIND=4) :: ie, is +! +!--- GET A + astr = Str(1:3) + CALL SQZSTR(astr,' ') + IF(TYPSTR(Str(1:5)).EQ.1) THEN +!--- A>103 --> ELEMENT SYMBOL IS NUMBER. SINCE NUCID IS +!--- 5 CHARACTERS LONG, A MUST BE CH. 1-3 AND Z MUST BE CH. 4-5. + el = Str(4:5) + CALL IZEL(el,Z) + GO TO 10 + END IF +! +!--- FIND OUT WHERE ELEMENT SYMBOL STARTS AND ENDS + ie = MIN0(LEN_TRIM(Str),5) + is = ie - 1 +!--- MAKE SURE THAT IS POINTS TO AN ALPHA CHARACTER; IF NOT, +!--- ELEMENT CODE IS ONE LETTER. + IF(TYPSTR(Str(is:is)).NE.2) is = ie +!--- GET Z + el = Str(is:ie) + 10 A = IVLSTR(astr) + CALL IZEL(el,Z) + RETURN + END SUBROUTINE AZ +! +!*********************************************************************** +! + SUBROUTINE FNDLMT(X,Dx) +! +! Estimates the upper limit (90% C.L.) for a normal distribution +! using the method described by Louis Lyons on in Fig 4.3 and +! Table 4.1 of Statistics for nuclear and particle physicists +! (Cambridge University Press) +! + IMPLICIT NONE +! +! Functions used +! + REAL(KIND=4), INTRINSIC :: ABS +! +! Dummy arguments +! + REAL(KIND=4) :: Dx, X +! +! Local variables +! + INTEGER(KIND=4) :: counts + REAL(KIND=4) :: area, b1, b2, denom, high, low, prob +! + MU = X + SIGma = Dx + b2 = MU + 1.28*SIGma + high = MU + 10.0*SIGma + CALL QROMB(0.0,high,denom) + low = MU + 1.28*SIGma + IF(low.LE.0.0) low = 5.0*SIGma + counts = 1 + DO WHILE (.TRUE.) + CALL QROMB(0.0,low,area) + prob = area/denom + IF((prob.GE.0.899.AND.prob.LE.0.901).OR.counts.GT.100) THEN + b1 = low + IF(ABS(b1-b2).GT.0.01.OR.counts.GT.100) THEN + WRITE(rpt,'(10X,A)') 'Upper limit (90% C.L.) estimates:' + WRITE(rpt,'(12X,A,F8.2)') 'Method 1: ', b1 + WRITE(rpt,'(12X,A,F8.2)') 'Method 2: ', b2 + IF(counts.GT.100) THEN + WRITE(rpt,'(12X,A,F8.2,A)')'(Method 1 not converged', & + & 100.0*prob, ')' + END IF + END IF + ELSE + IF(prob.LT.0.90) THEN + low = (low+high)/2. + ELSE + high = low + low = high/2.0 + END IF + counts = counts + 1 + CYCLE + END IF + RETURN + END DO + END SUBROUTINE FNDLMT +! +!*********************************************************************** +! + REAL(KIND=4) FUNCTION NORMFUNC(X) +! + IMPLICIT NONE +! +! Dummy arguments +! + REAL(KIND=4) :: X +! +! Functions used +! + REAL(KIND=8), INTRINSIC :: DEXP, DSQRT +! +! Local variables +! + REAL(KIND=8) :: tmp +! +! Function for a Normal distribution +! + tmp = (X-MU)*(X-MU)/(2.D0*SIGma*SIGma) + tmp = DEXP(-tmp) + tmp = tmp/SIGma + tmp = tmp/DSQRT(6.283185307D0) + NORMFUNC = tmp +! + RETURN + END FUNCTION NORMFUNC +! +!*********************************************************************** +! + SUBROUTINE QROMB(A,B,Ss) +! +! Returns as SS the integral of the function FUNC FROM A TO B. +! Integration is performed by Romberg's method of order 2K, +! where, e.g., K=2 is Simpson's Rule +! [Numerical Recipes (The Art of Scientific Computing). W.H. Press, +! et al. Cambridge University Press (NY, 1986), p.114] +! + IMPLICIT NONE +! +! Dummy arguments +! + REAL(KIND=4) :: A, B, Ss +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INT + REAL(KIND=4), INTRINSIC :: ABS, ALOG10 + REAL(KIND=8), INTRINSIC :: DABS, DBLE +! +! Local variables +! + INTEGER(KIND=4), SAVE :: j, jj + REAL(KIND=4), SAVE :: dss + REAL(KIND=4), PARAMETER :: eps = 1.0E-5 +! + INTEGER(KIND=4), PARAMETER :: jmax = 20, jmaxp = jmax + 1, k = 3, & + & km = k - 1 + REAL(KIND=4), DIMENSION(jmaxp), SAVE :: h, s +! + Ss = 0. + dss = 0. + h(1) = 1. + DO j = 1, jmax + jj = j + CALL TRAPZD(A,B,s(j),jj) + IF(j.GE.k) THEN + CALL POLINT(h(j-km),s(j-km),k,0.,Ss,dss) +! Add check for when integral is zero + IF(Ss.EQ.0..AND.dss.EQ.0.) RETURN +! IF(ABS(DSS) .LE. EPS*ABS(SS))RETURN + IF(DABS(DBLE(dss)/DBLE(Ss)).LE.eps) RETURN + END IF + s(j+1) = s(j) + h(j+1) = 0.25*h(j) + END DO + WRITE(IDEfo,'(A)')' TOO MANY STEPS --- QROMB' +! + RETURN + END SUBROUTINE QROMB +! +!*********************************************************************** +! + SUBROUTINE TRAPZD(A,B,S,N) +! +! Compute's the Nth stage of refinement of an extended trapoziodal +! rule FUNC is input as the name of the function to be integrated +! between limits A and B, also input. S should not be modified +! between sequential calls. +! [Numerical Recipes (The Art of Scientific Computing). W.H. Press, +! et al. Cambridge University Press (NY, 1986), p.111] +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: N + REAL(KIND=4) :: A, B, S +! +! FUNCTIONS USED +! + REAL(KIND=4), INTRINSIC :: REAL + REAL(KIND=8), INTRINSIC :: DBLE +! +! Local variables +! + INTEGER(KIND=4), SAVE :: it, j + REAL(KIND=8), SAVE :: del, dsum, tnm, x +! + IF(N.EQ.1) THEN + S = 0.5*(B-A)*(NORMFUNC(A)+NORMFUNC(B)) + it = 1 + ELSE + tnm = DBLE(it) + del = (DBLE(B)-DBLE(A))/tnm + x = A + 0.5D+0*del + dsum = 0.D+0 + DO j = 1, it + dsum = dsum + DBLE(NORMFUNC(REAL(x))) + x = x + del + END DO + S = 0.5D+0*(S+(DBLE(B)-DBLE(A))*dsum/tnm) + it = 2*it + END IF +! + RETURN + END SUBROUTINE TRAPZD +! +!*********************************************************************** +! + SUBROUTINE POLINT(Xa,Ya,N,X,Y,Dy) +! +! Given arrays XA and YA, each of length N, and given a value X, THE +! value Y and an error estimate DY are returned +! [Numerical Recipes (The Art of Scientific Computing. W.H. Press, +! et al. Cambridge University Press (NY, 1986), p.82] +! + IMPLICIT NONE +! +! Dummy arguments +! + REAL(KIND=4) :: Dy, X, Y + INTEGER(KIND=4) :: N + REAL(KIND=4), DIMENSION(N) :: Xa, Ya +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INT + REAL(KIND=4), INTRINSIC :: ABS, ALOG10, AMAX1, AMIN1 +! +! Local variables +! + INTEGER(KIND=4), SAVE :: i, m, ns, test + REAL(KIND=4), SAVE :: den, dif, dift, ho, hp, maxyval, minyval, & + & scales, w +! + INTEGER(KIND=4), PARAMETER :: nmax = 10 + REAL(KIND=4), DIMENSION(nmax), SAVE :: c, d +! + IF(N.LE.1.OR.N.GT.nmax) THEN + Dy = 10000. + RETURN + END IF + ns = 1 + dif = ABS(X-Xa(1)) + maxyval = 0. + minyval = 0. + scales = 1. + DO i = 1, N + dift = ABS(X-Xa(i)) + IF(dift.LT.dif) THEN + ns = i + dif = dift + END IF + c(i) = Ya(i) + d(i) = Ya(i) + IF(Ya(i).NE.0.) THEN + maxyval = AMAX1(maxyval,ALOG10(ABS(Ya(i)))) + minyval = AMIN1(minyval,ALOG10(ABS(Ya(i)))) + END IF + END DO + Y = Ya(ns) +! Try to keep the scale within reasonable limits + test = INT(minyval) + IF(test.LT.-5) scales = 10.**(-test) + test = INT(maxyval) + IF(test.GT.5) scales = scales*10.**(-test) + IF(scales.NE.1.) THEN + Y = Y*scales + DO i = 1, N + c(i) = scales*c(i) + d(i) = scales*d(i) + END DO + END IF + ns = ns - 1 + DO m = 1, N - 1 + DO i = 1, N - m + ho = Xa(i) - X + hp = Xa(i+m) - X + w = c(i+1) - d(i) + den = ho - hp + IF(den.EQ.0.) THEN + Dy = 1000.*Y + IF(scales.NE.1.) THEN + Y = Y/scales + Dy = Dy/scales + END IF + RETURN + END IF + den = w/den + d(i) = hp*den + c(i) = ho*den + END DO + IF(2*ns.LT.N-m) THEN + Dy = c(ns+1) + ELSE + Dy = d(ns) + ns = ns - 1 + END IF + Y = Y + Dy + END DO + IF(scales.NE.1) THEN + Y = Y/scales + Dy = Dy/scales + END IF +! + RETURN + END SUBROUTINE POLINT +! + SUBROUTINE REPLEV(Il) +! +! Compares input and calculated level energies +! Taken from PNPI FORTRAN77 version 6.4c +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il +! +! External functions + INTEGER(KIND=4), EXTERNAL :: Lenstr +! +! Local variables +! + INTEGER(KIND=4) :: i, j, k + REAL(KIND=8) :: z1 + CHARACTER(LEN=12) :: nflev + CHARACTER(LEN=10) :: nlev,test + CHARACTER(LEN=2) :: ndlev + CHARACTER(LEN=1) :: xoff +! + Write(rpt,'(//A)')' Input and Calculated Level Energies' + Write(rpt,'(1X,A,1X,A,1X,A)') & + & 'Num.',' Input ',' Calculated' + Write(rpt,'(1X,A,1X,A,1X,A)') & + & '----','------------','---------------' + DO i = 1, Il + celev(i)=alev(i) + cdelev(i)=adlev(i) + Write(rpt,'(1x,i4,a,1x,a,1x,a,1x,a)') & + & i,ailev(i),aidlev(i),alev(i),adlev(i) + EndDo +! + Return +! + END SUBROUTINE REPLEV +! + SUBROUTINE REPGAM(Il,Ig,Ilfix) +! +! Compares input and calculated transition energies and +! calculates Chi**2's +! Taken from PNPI FORTRAN77 version 6.4c +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il,Ig, Ilfix +! +! Functions required +! + REAL(KIND=4), INTRINSIC :: SQRT +! +! Local variables +! + INTEGER(KIND=4) :: j, jj, k, levt, levb + INTEGER(KIND=4) :: prcnt + INTEGER(KIND=4), PARAMETER :: ncrit=200 + REAL(KIND=4) :: test + REAL(KIND=4), DIMENSION(ncrit) :: chicrit + REAL(KIND=8) :: chisq, chisqn, z, z1, z2, z3, z4, z5, z6, z7 + CHARACTER(LEN=10) :: cgam,cdiff + CHARACTER(LEN=2) :: cdgam,cddiff + CHARACTER(LEN=10), DIMENSION(nga) :: scgam + CHARACTER(LEN=2), DIMENSION(nga) :: scdgam + REAL(KIND=8), DIMENSION(nga) :: schi2 + REAL(KIND=8) :: testch +! +! Chi-squared critical taken from LWEIGHT documentation +! Note error in equation for N>200 - Should be SQRT(2/N) instead of +! (2/N) (TWB. 20050120) +!TWB DATA chicrit/6.6,4.6,3.8,3.3,3.0,2.8,2.6,2.5,2.4,2.3,2.2,2.2,2.1, & +!TWB & 2.1,2.0,2.0,2.0,1.9,1.9,1.9,1.9,1.8,1.8,1.8,1.8,1.8, & +!TWB & 1.7,1.7,1.7,1.7/ +! +! Chi-squared critical taken from function ChiKT in LWEIGHT version +! by Tibor Kibedi + DATA chicrit/ & + & 6.635, 4.605, 3.780, 3.319, 3.017, 2.802, 2.639, 2.511, 2.407, & + & 2.321, 2.248, 2.185, 2.130, 2.082, 2.039, 2.000, 1.965, 1.934, & + & 1.905, 1.872, 1.851, 1.831, 1.811, 1.793, 1.775, 1.758, 1.742, & + & 1.727, 1.713, 1.699, 1.686, 1.673, 1.661, 1.649, 1.639, 1.628, & + & 1.618, 1.609, 1.599, 1.591, 1.582, 1.574, 1.567, 1.560, 1.553, & + & 1.546, 1.539, 1.533, 1.527, 1.522, 1.516, 1.511, 1.506, 1.501, & + & 1.496, 1.491, 1.487, 1.482, 1.478, 1.474, 1.470, 1.466, 1.462, & + & 1.458, 1.455, 1.451, 1.448, 1.444, 1.441, 1.437, 1.434, 1.431, & + & 1.428, 1.425, 1.422, 1.419, 1.416, 1.413, 1.410, 1.407, 1.404, & + & 1.401, 1.399, 1.396, 1.393, 1.391, 1.388, 1.385, 1.383, 1.380, & + & 1.378, 1.375, 1.373, 1.370, 1.368, 1.366, 1.363, 1.361, 1.359, & + & 1.357, 1.355, 1.353, 1.350, 1.348, 1.346, 1.344, 1.343, 1.341, & + & 1.339, 1.337, 1.335, 1.334, 1.332, 1.330, 1.329, 1.327, 1.325, & + & 1.324, 1.323, 1.321, 1.320, 1.318, 1.317, 1.316, 1.315, 1.313, & + & 1.312, 1.311, 1.310, 1.309, 1.308, 1.307, 1.306, 1.305, 1.304, & + & 1.303, 1.302, 1.301, 1.300, 1.299, 1.299, 1.298, 1.297, 1.296, & + & 1.295, 1.294, 1.293, 1.293, 1.292, 1.291, 1.290, 1.289, 1.288, & + & 1.287, 1.287, 1.286, 1.285, 1.284, 1.283, 1.282, 1.281, 1.280, & + & 1.279, 1.278, 1.276, 1.275, 1.274, 1.273, 1.272, 1.271, 1.270, & + & 1.268, 1.267, 1.266, 1.265, 1.263, 1.262, 1.261, 1.260, 1.258, & + & 1.257, 1.256, 1.255, 1.254, 1.253, 1.251, 1.250, 1.250, 1.249, & + & 1.248, 1.247, 1.247, 1.246, 1.246, 1.246, 1.246, 1.246, 1.246, & + & 1.247, 1.248/ +! + chisq=0.D+0 + Write(rpt,'(//A)')' Input and Calculated Transition Energies' + Write(rpt, & + & '(6X,A,1X,A,1X,A,2X,A,1X,A,1X,A,1X,A,3X,A,5X,A,4X,A,3X,A)') & + & ' EG+EREC ','DEG','LTOP',' ELTOP ','LBOT',' ELBOT ', & + & ' ELTOP-ELBOT ','DIFF','DIFF/DEG','CHI-SQ' +!TWB Write(rpt, & +!TWB & '(9X,A,1X,A,4X,A,3X,A,3X,A,4X,A,4X,A,3X,A,5X,A,4X,A,3X,A)') & +!TWB & ' EG+EREC ','DEG','LTOP','ELTOP','LBOT','ELBOT','ELTOP-ELBOT', & +!TWB & 'UNC. ','DIFF','DIFF/DEG','CHI-SQ' + Do j=1,ig + levt=ltop(j) + levb=lbot(j) + z5=rlev(levt) + If(levb .GT. 0)Then + z6=rlev(levb) + EndIf + If(noff .GT. 0)Then + Do jj=1,noff + If(INDEX(ailev(levt),offchr(jj)) .GT. 0)Then + z5=rlev(levt)-offset(jj) + EndIf + If(levb .GT. 0)Then + If(INDEX(ailev(levb),offchr(jj)) .GT. 0)Then + z6=rlev(levb)-offset(jj) + EndIf + EndIf + EndDo + EndIf + Call Dcnvus(egc(j),deg(j),cgam,10,cdgam,2) + If(levb .GT. 0)Then + z=rlev(levt)-rlev(levb) + z1=dsqrt(waa(strloc(levt,levt))+waa(strloc(levb,levb))- & + & waa(strloc(levt,levb))-waa(strloc(levb,levt))) + z2=egc(j)-z + z3=DABS(z2/deg(j)) + z4=z3*z3 + chisq=chisq+z4 + Call Dcnvus(z,z1,cdiff,10,cddiff,2) + If(INDEX(cdiff,'*') .GT. 0)Then + Call Dcnvus(z,0.01D0,cdiff,10,cddiff,2) + cddiff=' ' + EndIf + Write(rpt,7004)j,cgam,cdgam,levt,celev(levt),cdelev(levt), & + & levb,celev(levb),cdelev(levb),cdiff,cddiff,z2,z3,z4 + scgam(j)=cgam + scdgam(j)=cdgam + schi2(j)=z4 + ElseIf(levb .EQ. 0)Then + Write(rpt,'(1X,I4,1X,A,2X,A,1X,I4,1X,A,1X,A,1X,A)') & + & j,cgam,cdgam,levt,celev(levt),cdelev(levt), & + & '*** Cannot be placed from level within +-10 keV' +!TWB Write(rpt,'(1X,I4,F12.5,F10.5,I4,F12.5,1X,A)') & +!TWB & j,egc(j),deg(j),levt,z5, & +!TWB & '*** Cannot be placed from level within +-10 keV' + schi2(j)=0.0 + Else + Write(rpt,'(1X,I4,1X,A,2X,A,1X,I4,1X,A,1X,A,1X,A)') & + & j,cgam,cdgam,levt,celev(levt),cdelev(levt), & + & '*** Final level unknown' + EndIf + EndDo + 7004 Format(1X,I4,1X,A,2X,A,1X,I4,1X,A,1X,A,1X,I4,1X,A,1X,A,1X, & + & A,1X,A,F10.5,2F10.4) +!TWB 7004 Format(1X,I4,F12.5,F10.5,I4,F12.5,I4,2F12.5,2F10.5,2F10.4) + Write(rpt,'(/1X,''CHI-SQ='',F15.4)')chisq + chisqn=chisq/(ig-il+ilfix) + Write (rpt,'(1X,''CHI-SQ NORM='',F12.4)')chisqn + If(ig-il+ilfix .LE. ncrit)Then + test=chicrit(ig-il+ilfix) + Else + test=1.0+2.33*SQRT(2.0/(ig-il+ilfix)) + EndIf + If((chisqn-test) .GT. 0.1)Then + Write(IDEfo,'(A,F8.1,A,F4.1)')' *****CHI-SQ NORM=',chisqn, & + & ' greater than CHI-SQ CRITICAL=',test + Write(rpt,'(/A,F8.2,A,F5.2)')' *****CHI-SQ NORM=',chisqn, & + & ' greater than CHI-SQ CRITICAL=',test + Write(rpt,'(A,I4)')' Degrees of freedom=',ig-il+ilfix + Call Chkfed(Il,Ig) + Call Chkmulg(Il,Ig) + Do k=5,0,-1 + testch=k/100. + Do j=1,ig + If(schi2(j) .GE. (testch*chisq))GoTo 100 + EndDo + EndDo +100 Continue + prcnt=100.0*(testch+0.005) + If(prcnt .GE. 1)Then + Write(rpt,'(/A,I2,A,F15.4)') & + & 'The following gammas contribute ',prcnt, & + & '% or more to Chi**2=',chisq + Do j=1,ig + If((schi2(j)/chisq) .GE. testch)Then + Write(rpt,'(2X,I4,A,1X,A,'' from '',A,1X,A,'' to '', & + & A,1X,A,'' ('',F12.4,''/'',F5.1,''%)'')') & + & j,scgam(j),scdgam(j),ailev(ltop(j)),aidlev(ltop(j)), & + & ailev(lbot(j)),aidlev(lbot(j)),schi2(j), & + & 100.0*(schi2(j)/chisq) + EndIf + EndDo + EndIf + EndIf +! + Return +! + END SUBROUTINE REPGAM + SUBROUTINE CHKMULG(Il,Ig) +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Ig, Il +! +! Local variables +! + INTEGER(KIND=4) :: i, j + REAL(KIND=8) :: x +! +! Checks to see if more than one gamma from a level feeds the same +! daughter level +! + Do i=2,ig + If((ltop(i-1).EQ.ltop(i)) .AND. (lbot(i-1).EQ.lbot(i)) & + & .AND. (lbot(i).GT.0))Then + Write(IDEfo,100)eg(i-1),egc(i),ailev(ltop(i)), & + & aidlev(ltop(i)),ailev(lbot(i)),aidlev(lbot(i)) + Write(rpt,100)eg(i-1),egc(i),ailev(ltop(i)), & + & aidlev(ltop(i)),ailev(lbot(i)),aidlev(lbot(i)) + x=rlev(ltop(i-1))-egc(i-1) + Write(rpt,'(1X,F9.2,'' Calculated E(daughter)='',F9.2)') & + & eg(i-1),x + x=rlev(ltop(i))-egc(i) + Write(rpt,'(1X,F9.2,'' Calculated E(daughter)='',F9.2)') & + & eg(i),x + EndIf + EndDo +100 FORMAT(/F9.2,' and ',F9.2,' from ',A,1X,A,' both feed ',A,1X,A) +! + Return +! + END SUBROUTINE CHKMULG + SUBROUTINE GETMODES(instr,totdec,dtotdec,doout,isitdec) +! Gets the branching ratios from level continuation record information +! + IMPLICIT NONE +! +! Dummy variables + CHARACTER(LEN=*) :: instr + REAL(KIND=4) :: totdec, dtotdec + LOGICAL(KIND=4) :: doout,isitdec +! +! Functions required +! + CHARACTER(LEN=*), INTRINSIC :: TRIM + INTEGER(KIND=4), INTRINSIC :: INDEX + INTEGER(KIND=4), EXTERNAL :: LENSTR +! +! Local variables +! + CHARACTER(LEN=132) :: outline + CHARACTER(LEN=20) :: sx,sdx + INTEGER(KIND=4) :: j,k + REAL(KIND=4) :: y,dy +! + If(INDEX(instr,'%IT') .EQ. 1)Then + isitdec=.TRUE. + EndIf +! + If(INDEX(instr,'%B-=').EQ.1 .OR. INDEX(instr,'%B- ').EQ.1 .OR. & + & INDEX(instr,'%EC=').EQ.1 .OR. INDEX(instr,'%EC ').EQ.1 .OR. & + & INDEX(instr,'%B+=').EQ.1 .OR. INDEX(instr,'%B+ ').EQ.1 .OR. & + & INDEX(instr,'%EC+').EQ.1 .OR. INDEX(instr,'%A').EQ.1 .OR. & + & INDEX(instr,'%SF').EQ.1 .OR. INDEX(instr,'%N').EQ.1 .OR. & + & INDEX(instr,'%P').EQ.1 .OR. INDEX(instr,'%3HE').EQ.1 .OR. & + & INDEX(instr,'%8BE').EQ.1)Then + j=INDEX(instr,"=") + If(j .EQ. 0)Then + j=INDEX(instr," AP ") + If(j .GT. 0)j=j+4 + Else + j=j+1 + EndIf + If(j .GT. 0)Then + If(doout)Then + outline=' '//card + Write(outline(96:),'(A)')'B/EC/A decay mode found' + Write(rpt,'(A)')outline + doout=.FALSE. + EndIf + sx=instr(j:) + k=INDEX(sx,' ') + If(k .GT. 0)Then + sdx=sx(k+1:) + sx=sx(1:k-1) + Call Cnvs2u(TRIM(sx),TRIM(sdx),y,dy) + Else + sx=sx(1:Lenstr(sx)) + sdx=' ' + Call Cnvs2u(TRIM(sx),sdx,y,dy) + EndIf + totdec=totdec+y + dtotdec=SQRT(dtotdec**2+dy**2) + EndIf + EndIf + Return +! + END SUBROUTINE GETMODES + SUBROUTINE SETUP4(Il,Ilfix,Ig) +! Factors in the metastable state energy uncertainty when held fixed +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il, Ilfix, Ig +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM +! +! Local variables +! + LOGICAL(KIND=4), DIMENSION(nle) :: ismeta + LOGICAL(KIND=4) :: fix + Logical(KIND=4) :: dohead + INTEGER(KIND=4) :: i, j, k, l + INTEGER(KIND=4) :: top, tmp + INTEGER(KIND=4), DIMENSION(nle) :: metlev + INTEGER(KIND=4), DIMENSION(nle) :: levtmp + REAL(KIND=8) :: x,dx,y + CHARACTER(LEN=10) :: sav + CHARACTER(LEN=2) :: dsav +! + dohead=.TRUE. + Do i=2,Il + metlev(i)=0 + ismeta(i)=.FALSE. + Do j=1,Ilfix + If(levfix(j).EQ.i .AND. howfix(i).EQ.'D')Then + ismeta(i)=.TRUE. + EndIf + EndDo + EndDo + i=1 + Do While(i .LE. ig) + If(lbot(i) .GT. 0)Then + j=1 + levtmp(j)=lbot(i) + top=ltop(i) + If(ltop(i+1) .EQ. top)Then + i=i+1 + j=j+1 + levtmp(j)=lbot(i) + EndIf + i=i+1 + fix=.TRUE. + Do k=1,j + fix=fix .AND. & + & (ismeta(levtmp(k)) .OR. metlev(levtmp(k)).GT.0) + If(fix)Then + If(ismeta(levtmp(k)))Then + tmp=levtmp(k) + Else + tmp=metlev(levtmp(k)) + EndIf + EndIf + EndDo + If(fix)then + metlev(top)=tmp + EndIf + Else + i=i+1 + EndIf + EndDo + dohead=.TRUE. + Do i=2,Il + If(metlev(i) .GT. 0)Then + If(dohead)Then + Write(rpt,'(//A)') & + & 'Adjusting output uncertainties for metastable '// & + & 'daughter uncert.' + dohead=.FALSE. + EndIf + Call Dcnvsu(alev(metlev(i)),adlev(metlev(i)),x,dx) + y=DSQRT(dlev(i)**2+dx**2) + sav=alev(i) + dsav=adlev(i) + Call Dcnvus(rlev(i),y,alev(i),10,adlev(i),2) + Write(rpt,'(8A)')' From ',sav,' ',dsav,' to ',alev(i),' ', & + & adlev(i) + EndIf + EndDo +! + Return +! + END SUBROUTINE SETUP4 +! + SUBROUTINE SETUP5(Il,Ilfix,Ig) +! Factors in the level energy uncertainty when held fixed with 'G' +! Checks levels fixed with 'F' or 'G' to see if they have dexciting gammas +! + IMPLICIT NONE +! +! Dummy arguments +! + INTEGER(KIND=4) :: Il, Ilfix, Ig +! +! Functions used +! + INTEGER(KIND=4), INTRINSIC :: INDEX, LEN_TRIM +! +! Local variables + LOGICAL(KIND=4), DIMENSION(nle) :: isufix + LOGICAL(KIND=4) :: fix + Logical(KIND=4) :: dohead + INTEGER(KIND=4) :: i, j, k, l + INTEGER(KIND=4) :: top, tmp + INTEGER(KIND=4), DIMENSION(nle) :: ufixlev + INTEGER(KIND=4), DIMENSION(nle) :: levtmp + REAL(KIND=8) :: x,dx,y + Character(LEN=80) :: outstr + CHARACTER(LEN=10) :: sav + CHARACTER(LEN=2) :: dsav +! + dohead=.TRUE. + Do i=1,Il + ufixlev(i)=0 + isufix(i)=.FALSE. + Do j=1,Ilfix + If(levfix(j).EQ.i .AND. howfix(i).EQ.'G')Then + isufix(i)=.TRUE. + EndIf + If(levfix(j).EQ.i & + & .AND. (howfix(i).EQ.'F'.OR.howfix(i).EQ.'G'))Then + k=1 + Do While(k .LE. ig) + If(ltop(k) .EQ. i)Then + outstr=ailev(i) + Call Lbsup(outstr) + outstr='Gammas from fixed level ('//outstr + outstr=TRIM(outstr)//') found' + Write(rpt,'(//A)')outstr + Write(idefo,'(/A)')outstr + If(lbot(k) .GT. 0)Then + Write(rpt,'(1X,F9.2,1X,2A)')eg(k),'to ', & + & ailev(lbot(k)) + Else + Write(rpt,'(1X,F9.2,1X,A)')eg(k), & + & 'could not be placed within +-10 keV' + EndIf + k=k+1 + If(k .LE. ig)Then + Do While(ltop(k) .EQ. i) + Write(rpt,'(1X,F9.2,1X,2A)')eg(k),'to ', & + & ailev(lbot(k)) + k=k+1 + EndDo + EndIf + Else + k=k+1 + EndIf + EndDo + EndIf + EndDo + EndDo + i=1 + Do While(i .LE. ig) + If(lbot(i) .GT. 0)Then + j=1 + levtmp(j)=lbot(i) + top=ltop(i) + If(ltop(i+1) .EQ. top)Then + i=i+1 + j=j+1 + levtmp(j)=lbot(i) + EndIf + i=i+1 + fix=.TRUE. + Do k=1,j + fix=fix .AND. & + & (isufix(levtmp(k)) .OR. ufixlev(levtmp(k)).GT. 0) + If(fix)Then + If(isufix(levtmp(k)))Then + tmp=levtmp(k) + Else + tmp=ufixlev(levtmp(k)) + EndIf + EndIf + EndDo + If(fix)then + ufixlev(top)=tmp + EndIf + Else + i=i+1 + EndIf + EndDo + dohead=.TRUE. + Do i=1,Il + If(ufixlev(i).GT.0 .AND. howfix(i).EQ.' ')Then + If(dohead)Then + Write(rpt,'(//A)') & + & 'Adjusting output uncertainties for fixed '// & + & 'daughter level uncert.' + dohead=.FALSE. + EndIf + Call Dcnvsu(alev(ufixlev(i)),adlev(ufixlev(i)),x,dx) + y=DSQRT(dlev(i)**2+dx**2) + sav=alev(i) + dsav=adlev(i) + Call Dcnvus(rlev(i),y,alev(i),10,adlev(i),2) + Write(rpt,'(8A)')' From ',sav,' ',dsav,' to ',alev(i),' ', & + & adlev(i) + EndIf + EndDo +! + Return +! + END SUBROUTINE SETUP5 +! +!*********************************************************************** +! + SUBROUTINE REDO2(Ri,Dri,Ti,Dti,Cc,Dcc) +! + IMPLICIT NONE +! +! Dummy arguments +! + REAL(KIND=8) :: Cc, Dcc, Dri, Dti, Ri, Ti +! +! Local arguments + REAL(KIND=8) :: drinew, dtinew, rinew, tinew +! + rinew=riin(lbots)-ri + drinew=driin(lbots) - dri*dri + IF(.NOT.NOInt .AND. .NOT.NOInt2) THEN +! Recalculate TI, DTI + If(ti .EQ. 0.)Then + ti=ri*(1+cc) + dti=0.0 + If(ri .NE. 0)Then + If(dcc .EQ. 0.0)Then + dti=Dri**2/Ri**2 + (theodcc*theodcc*cc*cc)/(1.+Cc)**2 + Else + If(adddcc)Then + dti=dri**2/ri**2+(dcc**2+(theodcc*cc)**2)/(1.+cc)**2 + Else + dti=dri**2/ri**2+(dcc/(1.+cc))**2 + EndIf + EndIf + Dti = Dti*Ti*Ti + END IF + ELSE IF(NRBr.NE.0.0.AND.NTBr.NE.0.0) THEN + Ti = Ti*NTBr/NRBr + Dti = Dti*NTBr/NRBr + Dti = Ti*Ti*((Dti/Ti)**2+(DNTbr/NTBr)**2-(DNRbr/NRBr)**2) + ELSE + Ti = Ti*ANT/ANR + Dti = Dti*ANT/ANR + Dti = Ti*Ti*((Dti/Ti)**2+(DNT/ANT)**2-(DNR/ANR)**2) + EndIf + ENDIF + tinew=tiin(lbots)-ti + dtinew=dtiin(LBOTS) - dti*dti +! +! Reset intensity arrays +! + riins=rinew + driins=drinew + tiins=tinew + dtiins=dtinew +! + riin(lbots)=riins + driin(lbots)=drinew + tiin(lbots)=tiins + dtiin(lbots)=dtinew +! + RETURN +! + END SUBROUTINE REDO2 +! + END PROGRAM GTOL + + diff --git a/src/ensdf_processing/HSICC/bldhst.for b/src/ensdf_processing/HSICC/bldhst.for new file mode 100644 index 0000000000..a2063659b6 --- /dev/null +++ b/src/ensdf_processing/HSICC/bldhst.for @@ -0,0 +1,131 @@ +C***********************************************************************01 00010 +C* 01 00020 +C* PROGRAM BLDHST 01 00030 +C* 01 00040 +C* VERSION 1(4) AS OF 7-DEC-77. FOR DEC AND IBM MACHINES ONLY. 01 00050 +C* VERSION 1(5) AS OF 28-SEP-78. PRINT OUT RECORD COUNTS. 01 00060 +C* VERSION 1(6) AS OF 28-SEP-78. MODIFY TO HANDLE NEW ICCSEQ TABLE. 01 00070 +C* VERSION 2(7) AS OF 9-JUN-81. USE DIALOG=LINE FOR DEC. 01 00080 +C* VERSION 3 AS OF 24-FEB-86. CONVERT TO FORTRAN 77 01 00090 +C* VERSION 3(1) AS OF 6-AUG-86. ADD VAX MDC 01 00100 +C* VERSION 3(2) AS OF 27-MAR-87. ADD IbmPC MDC--May read ICC data 01 00110 +C* from floppies. Creates entire or partioal direct 01 00120 +C* access ICC table files. 01 00130 +C* VERSION 3(3) as of 2-OCT-90. Modified IBM MDC file open section. 01 00140 +C* VERSION 3(4) as of 16-Oct-92. Added ANS MDC 01 00150 +C* VERSION 3(5) as of 03-Aug-93. Finished typing of variables 01 00160 +c* Version 3.6 as of 9-Feb-01 Added UNX (Linux and GNU f77) (RRK) 01 00165 +C* 01 00170 +C* 01 00180 +C* REFER ALL COMMENTS AND INQUIRIES TO 01 00190 +C* NATIONAL NUCLEAR DATA CENTER 01 00200 +C* BUILDING 197D 01 00210 +C* BROOKHAVEN NATIONAL LABORATORY 01 00220 +C* UPTON, NEW YORK 11973 01 00230 +C* TELEPHONE 631-344-2901 COMM 01 00240 +C* 01 00260 +C***********************************************************************01 00270 +C* 01 00280 +C* 01 00290 +C BUILD HAGER-SELTZER DIRECT ACCESS TABLE PLUS INDEX 01 00300 +C FROM SOURCE DATA. 01 00310 +C 01 00320 +C SOURCE DATA IS A SEQUENTIAL ACCESS SYMBOLIC FILE OF 80 01 00330 +C CHARACTER RECORDS (Z, SHELL, EG, E1, E2, E3, E4, 01 00340 +C M1, M2, M3, M4) = (I3, A2, F7.2, 8E8.2). 01 00350 +C 01 00360 +C DIRECT ACCESS TABLE IS A BINARY FILE OF 11 WORD RECORDS. 01 00370 +C 13004 RECORDS IN THE FILE. 01 00380 +C 01 00390 +C INDEX IS A DIRECT ACCESS BINARY FILE OF 1 WORD RECORDS. 01 00400 +C THE Z-TH RECORD IS THE INTEGER RECORD NUMBER POINTER TO THE 01 00410 +C DIRECT ACCESS TABLE. 01 00420 +C 112 RECORDS IN THE FILE. 01 00430 +C 01 00440 +C WRITTEN BY: 01 00450 +C BRUCE J. BARTON 01 00460 +C JUNE, 1977 01 00470 +C 01 00480 + PROGRAM BLDHST 01 00490 +C 01 00500 + INTEGER Z 01 00510 + CHARACTER*2 SHELL 01 00520 + REAL E(4), M(4) 01 00530 + INTEGER TBLKEY, NDXKEY 01 00540 + INTEGER ZOLD 01 00550 + CHARACTER*90 LINE,line1,line2 01 00560 + Integer i,j 01 00570 + Real eg 01 00580 +C 01 01020 +C OPEN INPUT FILE AND TWO OUTPUT FILES (DIRECT ACCESS). 01 01030 +C 01 01040 +99900 FORMAT(A) 01 01050 +C+++MDC +C...VAX, DVF, UNX +99901 FORMAT(' ENTER SEQUENTIAL INPUT FILE NAME (DEF: iccseq.dat): ',$) 01 01060 +99902 FORMAT(' ENTER OUTPUT TABLE FILE NAME (DEF: icctbl.dat): ',$) 01 01070 +99903 FORMAT(' ENTER OUTPUT INDEX FILE NAME (DEF: iccndx.dat): ',$) 01 01080 +C...ANS 01 01050 +C/99901 FORMAT(' ENTER SEQUENTIAL INPUT FILE NAME (DEF: ICCSEQ.DAT): ') 01 01060 +C/99902 FORMAT(' ENTER OUTPUT TABLE FILE NAME (DEF: ICCTBL.DAT): ') 01 01070 +C/99903 FORMAT(' ENTER OUTPUT INDEX FILE NAME (DEF: ICCNDX.DAT): ') 01 01080 +C---MDC + WRITE(6,99901) 01 01110 + READ(5,99900) LINE 01 01120 + IF(LINE.EQ.' ') LINE='iccseq.dat' 01 01130 + OPEN(UNIT=20, ACCESS='SEQUENTIAL',FILE=LINE,STATUS='OLD') 01 01150 + WRITE(6,99902) 01 01160 + READ(5, 99900) LINE1 01 01170 + IF(LINE1.EQ.' ') LINE1='icctbl.dat' 01 01180 + WRITE(6,99903) 01 01220 + READ(5,99900) LINE2 01 01230 + IF(LINE2.EQ.' ') LINE2='iccndx.dat' 01 01240 +C+++MDC +C...VAX +C/ OPEN (UNIT=21,ACCESS='DIRECT',STATUS='NEW',RECL = 11,FILE=LINE1)01 01210 +C/ OPEN (UNIT=22,ACCESS='DIRECT',STATUS='NEW',RECL =1,FILE=LINE2) 01 01270 +C...DVF,UNX,ANS + OPEN (UNIT=21,ACCESS='DIRECT',STATUS='UNKNOWN',RECL=44,FILE=LINE1)01 01210 + OPEN (UNIT=22,ACCESS='DIRECT',STATUS='UNKNOWN',RECL =4,FILE=LINE2)01 01270 +C---MDC + WRITE (6, 9300) 01 02380 + 9300 FORMAT(' PROGRAM B L D H S T VERSION 3.6 AS OF 9-Feb-01'//) 01 02390 + 9100 FORMAT(I3, A2, F7.2, 8E8.2) 01 02400 +C 01 02410 +C INITIALIZE CONTROL VARIABLES. 01 02420 +C 01 02430 + TBLKEY = 1 01 02440 + NDXKEY=1 01 02450 + ZOLD = 0 01 02460 +C 01 02470 +C ZERO OUT INDEX FILE. 01 02480 +C 01 02490 + DO 5 I = 1, 112 01 02500 + WRITE(22,REC=I) ZOLD 01 02510 + 5 CONTINUE 01 02520 +C 01 02550 +C READ ICCSEQ AND WRITE ICCTBL. 01 02560 +C IF Z NOT = ZOLD WRITE ICCNDX. 01 02570 +C 01 02580 + 10 READ(20, 9100, END=99) Z, SHELL, EG, E, M 01 02590 + IF (Z .EQ. ZOLD) GOTO 20 01 02600 + WRITE(22,REC=Z) TBLKEY 01 02610 + NDXKEY=NDXKEY+1 01 02620 + ZOLD = Z 01 02630 + 20 WRITE(21,REC=TBLKEY) Z, SHELL, EG, E, M 01 02640 + TBLKEY=TBLKEY+1 01 02650 + GOTO 10 01 02660 +C 01 02670 +C CLOSE FILES AND EXIT. 01 02680 +C WRITE ONE MORE EXTRA RECORD ON UNIT 21 FOR IPC VERSION'S BENEFIT 01 02690 +C 01 02700 + 99 I = NDXKEY - 1 01 02710 + J = TBLKEY - 1 01 02720 + WRITE(6, 9200) I, J 01 03620 + 9200 FORMAT(' RECORDS WRITTEN - INDEX:', I3, ', TABLE:', I8) 01 03630 +C 01 03640 + CLOSE (UNIT = 20) 01 03650 + CLOSE (UNIT = 21) 01 03660 + CLOSE (UNIT = 22) 01 03670 + STOP 01 03680 + END 01 03690 diff --git a/src/ensdf_processing/HSICC/hsicc.for b/src/ensdf_processing/HSICC/hsicc.for new file mode 100644 index 0000000000..1ab85bde1c --- /dev/null +++ b/src/ensdf_processing/HSICC/hsicc.for @@ -0,0 +1,2882 @@ +C***********************************************************************01 00010 +C* 01 00020 +C* PROGRAM HSICC 01 00030 +C* 01 00040 +C* VERSION 1 SUPPLIED BY ORNL. 01 00050 +C* VERSION 2(23) AS OF 7-DEC-77. CONVERT TO MACHINE DEPENDENT CODE. 01 00060 +C* VERSION 3(24) AS OF 12-JUL-78. ADD LATEST NDP MODS (11-28-77). 01 00070 +C* VERSION 3(25) AS OF 20-JUL-78. INCL DELL,H ** 2 IN CALCULATION 01 00080 +C* OF DELSQ. 01 00090 +C* VERSION 3(26) AS OF 29-SEP-78. FIX FOR NEW ICC TABLE. 01 00100 +C* VERSION 3(27) AS OF 13-DEC-79. FIX LCM FOR CDC. 01 00110 +C* VERSION 3(30) AS OF 13-DEC-79. FIX SORT TO NOT RUNN OFF TABLE. 01 00120 +C* VERSION 3(31) AS OF 13-DEC-79. CHANGE DIRECTORY FOR TABLES (DEC). 01 00130 +C* VERSION 3(32) AS OF 19-DEC-79. BLANK OUT DCC BEFORE UPDATE. 01 00140 +C* VERSION 3(33) AS OF 25-MAR-80. FIX STMNT 8560. 01 00150 +C* VERSION 4(34) AS OF 9-JUN-81. USE DIALOG=LINE FOR DEC. 01 00160 +C* VERSION 4(35) AS OF 10-JUN-81. MAKE NEW FILE FOR G-CARD CHANGES. 01 00170 +C* VERSION 4(36) AS OF 11-JUN-81. CHANGE N+ ON 2G CARD TO NC+. 01 00180 +C* VERSION 5(37) AS OF 23-JUL-81. ALLOW FOR MORE THAN 100 GAMMAS. 01 00190 +C* VERSION 5(40) AS OF 2-SEP-81. REMOVE LAST $ ON CONT CARDS. 01 00200 +C* VERSION 5(41) AS OF 16-NOV-81. FIX ICC TABLE OVERRUN FOR Z=103. 01 00210 +C* VERSION 6(42) AS OF 18-NOV-81. ADD OPTION TO CALC CONV COEFS ONLY 01 00220 +C* FOR GAMMAS OF KNOWN MULTIPOL.(DEC).01 00230 +C* VERSION 6(43) AS OF 11-DEC-81. FIX DATSTR TO ELIMINATE ROUNDOFF 01 00240 +C* ERROR. 01 00250 +C* VERSION 6(44) AS OF 6-JAN-82. DON'T PUNCH CC IF UNKNOWN OR IF 01 00260 +C* (CC / 1. + CC) < 1.E-4. 01 00270 +C* VERSION 7(45) AS OF 3-FEB-82. INCLUDE SEQ #'S ON FILES 6,7 AND 8.01 00280 +C* VERSION 7(46) AS OF 29-MAR-82. MODIFY FILE PROMPTS FOR DEC. 01 00290 +C* VERSION 7(47) AS OF 16-AUG-82. STATEMENT ORDER BAD AT 50500. 01 00300 +C* VERSION 7(50) AS OF 27-AUG-82. SUPPRESS 2G CARD WHEN CC FLD SUP'D.01 00310 +C* VERSION 7(51) AS OF 18-MAY-84. FIX DATSTR TO ELIMINATE RNDOFF ERR.01 00320 +C* VERSION 10 AS OF 24-FEB-86. CONVERT TO FORTRAN 77 01 00330 +C* VERSION 10(1) AS OF 5-AUG-86. ADD VAX MDC 01 00340 +C* CDC USES DIRECT ACCESS LIKE OTHERS. CDC 01 00350 +C* SEQUENTIAL CODE IS KEPT AS COMMENT 01 00360 +C* VERSION 10(2) AS OF 14-AUG-86. MULTIPOLARITY FIELD ON G CARD. 01 00370 +C* VERSION 10(3) AS OF 26-SEP-86. OUTPUT CHANGE-ALL L VALUES PRINTED 01 00380 +C* VERSION 10(4) AS OF 10-FEB-87. Added IbmPC MDC. IBM PC version of01 00390 +C* HSICC code written by G.De Smet and M.Verboven of 01 00400 +C* Nuclear Physics Lab., Belgium was adopted.(CDC seque.01 00410 +C* code became IPC code.) CDC seq. commented with 01 00420 +C* CCDCSEQ 01 00430 +C* VERSION 10(5) AS OF 27-FEB-87. Corrected CC value error in case no01 00440 +C* M's. Changed from 2 G to S G 01 00450 +C* VERSION 10(6) AS OF 5-APR-87. IPC rewritten. IPC now uses dir. 01 00460 +C* access ICC table as other MDC. IPC of V10(4) became 01 00470 +C* CCIPSEQ. 01 00480 +C* VERSION 10(7) AS OF 2-NOV-87. VAX MDC add READONLY for datasets. 01 00490 +C* VERSION 11(1) AS OF SEP-89. CCIPSEQ deleted. Various cleanup and 01 00500 +C* output corrections. Non numerical DMR and DE treated 01 00510 +C* VERSION 11(2) AS OF JUN-90. double precision consistency (datstr) 01 00520 +C* VERSION 11(3) AS OF 27-AUG-90. ICC summations for mixed trans. 01 00530 +C* case was corrected and made consistent with regular 01 00540 +C* ICC summations. 01 00550 +C* VERSION 11(4) AS OF 25-SEP-90. Simplified read data from ICCtable 01 00560 +C* logic(eliminate ASSIGN etc). When Gamma energy is too01 00570 +C* close to binding energy, indicate so. 01 00580 +C* VERSION 11(5) as of 2-OCT-90. IBM MDC open statements mod for 01 00590 +C* SUN. 01 00600 +C* VERSION 11(6) as of 20-SEP-91. New card and 2nd card generated 01 00610 +C* when no MR but 2 multipoles. Calculation of DICC for 01 00620 +C* summed ICC lines. If CC.LT.0.01 generate PUBjcomment 01 00630 +C* and no 2nd card. If E0 in MR, no 2nd card, old card kept 01 00640 +C* and comment. 01 00650 +C* VERSION 11(7) as of 9-SEP-91. For Mixed trans, when MR supplied, 01 00660 +C* changed the way DICC's calculated for summed variables. 01 00670 +C* When TI exists, but some shell values are not calculated, 01 00680 +C* supply 2nd card with K/T etc. 01 00690 +C* VERSION 11(8) as of 25-NOV-91. Added Gamma uncertainty calc. 01 00700 +C* Created subroutines are: 01 00710 +C* HSICAL contains core of HSICC calculation 01 00720 +C* MIXOUT mixed trans. ICC table output calculation. 01 00730 +C* OUTICC output calculation and report output for both 01 00740 +C* regular and mixed trans. Calls MIXOUT 01 00750 +C* GAMUNC calculation and output of Egamma +- delta. 01 00760 +C* Calls HSICAL and OUTICC. 01 00770 +C* VERSION 11(9) as of 09-SEP-92. 01 00780 +C* a. Commented out pub comment coding of version 11(6) and 01 00790 +C* put CC on "S G" for now. 01 00800 +C* b. Included 3% uncertainty in theory in checking for 01 00810 +C* doing new output. Changed artificial uncertainty 01 00820 +C* from 1% to 3% for obtaining strings for pure 01 00830 +C* multipoles or where calculated DCC=0. 01 00840 +C* c. Specifically typed all variables 01 00850 +C* d. Removed string concatanation because of problems noted01 00860 +C* by Bob Kinsey in MS FORTRAN 5.0. 01 00870 +C* e. Reorganized logic for outputting K/T,... to reduce 01 00880 +C* redundant coding. 01 00890 +C* f. Corrected two array overflow errors affecting 01 00900 +C* derivation of Z for COMMENTS and REFERENCES data sets 01 00910 +C* and for Z>103 and computation of Eg+/-Delta Eg. 01 00920 +C* g. Corrected oversight which caused loss of uncertainty 01 00930 +C* when DATSTR corrected for roundoff error. 01 00940 +C* h. Added check to include 3% uncertainty in theory when 01 00950 +C* determining significant digits to output. 01 00960 +C* i. Patched MIXOUT to handle evaluators who put asymmetric01 00970 +C* uncertainties in backwards 01 00980 +C* j. Initialized logical TO1370 to .FALSE. on entry to 01 00990 +C* OUTCC to solve problem of program sometimes not 01 01000 +C* outputing new cards 01 01010 +C* k. Added XDATE logic for IBM and IPC 01 01020 +C* l. Added terminal output of version number and date 01 01030 +C* VERSION 11(10) as of 03-Aug-93. Changed environment variable for 01 01040 +C* VAX 01 01050 +C* VERSION 11(11) as of 23-Nov-93. 01 01060 +C* a. Corrected logic error in OUTICC which was setting SKIP01 01070 +C* incorrectly 01 01080 +C* b. Implemented F&P subcommittee recomendation to multiply01 01090 +C* L=3,4 coefficients by 0.975 10 and 0.975 5, 01 01100 +C* respectively (Cf. 90Ne01). 01 01110 +C* c. Modified DO 13 loop in SPLINE to avoid optimization 01 01120 +C* dependent problems. 01 01130 +C* VERSION 11(12) as of 15-Aug-94. 01 01140 +C* a. Corrected math library floating overflow in FIT 01 01150 +C* b. Reorganized FIT to reduce calculations and avoid 01 01160 +C* floating overflows 01 01170 +C* Version 11(13) as of 04-Mar-96. 01 01180 +C* Corrected typo error in MIXOUT 01 01190 +C* Version 11.13a as of 08-Feb-1999. 01 01200 +C* Corrected output on "S G" record for nonnumeric 01 01210 +C* uncertainties 01 01220 +C* Corrected for Y2K 01 01230 +C* Version 11.13b as of 12-Apr-1999. 01 01240 +C* Check for Ionized Atom dataset and skip if so 01 01250 +C* Improved ANS FORTRAN 77 compliance 01 01260 +C* Version 11.13c as of 9-Feb-2001 01 01270 +C* Added UNX MDC (Linux and GNU f77) (RRK) 01 01280 +C* Version 11.13d as of 20-Mar-2001 01 01290 +C* Corrected problems introduced in 11.13c (TWB) 01 01300 +C* Version 11.13e as of 17-Sep-2001 01 01310 +C* Added terminal warning if "2 G" record to be replaced 01 01320 +C* has quantities not output by HSICC 01 01330 +C* Version 11.13f as of 9-Oct-2001 01 01340 +C* Missing leading blank on non-numerical DCC when placed 01 01350 +C on "S G" records - fixed. 01 01360 +C* 01 01370 +C* REFER ALL COMMENTS AND INQUIRIES TO 01 01380 +C* NATIONAL NUCLEAR DATA CENTER 01 01390 +C* BUILDING 197D 01 01400 +C* BROOKHAVEN NATIONAL LABORATORY 01 01410 +C* UPTON, NEW YORK 11973 01 01420 +C* TELEPHONE 631-344-2901 COMM 01 01430 +C* 01 01440 +C***********************************************************************01 01450 +C* 01 01460 +C* 01 01470 +C ORNL-NDP HSICC PROGRAM FOR ENSDF DATASETS. 01 01480 +C 01 01490 +C THIS VERSION OF THE HAGER SELTZER PROGRAM REQUIRES STANDARD 01 01500 +C DATA BANK CARDS AS INPUT. 01 01510 +C 01 01520 +C FIRST CARD MUST BE AN I D RECORD, BLANK IN COL. 6-8. 01 01530 +C 01 01540 +C CARDS ARE SKIPPED UNLESS THERE ARE BLANKS IN COLUMNS 6 AND 7 01 01550 +C AND A G IN COLUMN 8. 01 01560 +C 01 01570 +C ENERGIES ARE PICKED UP BY FORMAT (F10.6) FROM COLS 10-19. 01 01580 +C 01 01590 +C 01 01600 +C WRITTEN BY W.B.EWBANK, MODIFIED BY W.B.E. AND J.BELL (10/76) 01 01610 +C 01 01620 +C******************** 01 01630 + PROGRAM HSICC 01 01640 +C 01 01650 + INTEGER IPCDIM 01 01660 + PARAMETER(IPCDIM=13004) 01 01670 +C 01 01680 + INTEGER MP1,MPSW 01 01690 + REAL DATM(10, 8),RKL(8),RML(8),TCC(8),TCL(8),TCM(8),TLE(8), 01 01700 + 1 TME(8) 01 01710 + COMMON /OUTDAT/ DATM,TCL,RKL,TLE,TCM,RML,TME,TCC,MP1,MPSW 01 01720 + CHARACTER*11 XDATE 01 01730 + CHARACTER*10 STRMUL 01 01740 + CHARACTER*10 STRGE 01 01750 + CHARACTER*2 STRDGE 01 01760 + CHARACTER*5 NUCID 01 01770 + CHARACTER*6 STRDMR 01 01780 + CHARACTER*8 STRMR 01 01790 + COMMON/OUTDAC/ XDATE,STRMUL,STRGE,STRDGE,NUCID,STRMR,STRDMR 01 01800 +C 01 01810 +C Common HSCAL for subroutine HSICAL 01 01820 +C 01 01830 + REAL ALFTAB(23, 10, 8) 01 01840 + REAL ETAB(23, 10) 01 01850 + INTEGER NETAB(10) 01 01860 + INTEGER Z 01 01870 + COMMON /HSCAL/ Z,NETAB,ALFTAB,ETAB 01 01880 +C 01 01890 +C common MROUTN and MROUTC for subroutine MIXOUT, OUTICC 01 01900 +C 01 01910 + CHARACTER*2 OST(2) 01 01920 + CHARACTER*6 DMRSTR 01 01930 + COMMON /MROUTC/ OST,DMRSTR 01 01940 + INTEGER MPOL(2) 01 01950 + INTEGER NMP 01 01960 + LOGICAL MISMP2, E0MR 01 01970 + LOGICAL SKIP(10) 01 01980 + COMMON /MROUTN/ MPOL,NMP,MISMP2,E0MR,SKIP 01 01990 +C 01 02000 + REAL DATA(9) 01 02010 + REAL E(100) 01 02020 + REAL EK(100) 01 02030 + REAL ALPHE(23, 10, 8) 01 02040 + INTEGER CRDSEQ 01 02050 + INTEGER QRDSEQ(100) 01 02060 + INTEGER TBLKEY 01 02070 + INTEGER TYPSTR 01 02080 + INTEGER ZTAB 01 02090 + LOGICAL EOF5 01 02100 + LOGICAL SKPRD 01 02110 + LOGICAL MOREG 01 02120 + CHARACTER*2 EL 01 02130 + CHARACTER*80 CARD 01 02140 + CHARACTER*45 LINE 01 02150 + CHARACTER*2 SHOLD 01 02160 + CHARACTER*2 SHTAB 01 02170 + CHARACTER*5 STR 01 02180 + CHARACTER*10 STRA 01 02190 + CHARACTER*2 STRB 01 02200 + CHARACTER*5 STRZ 01 02210 +CTWB CHARACTER*80 PUBCOM 01 02220 + CHARACTER*160 QARD(100) 01 02230 + CHARACTER*7 TMPCC 01 02240 + CHARACTER*2 DTMPCC 01 02250 + LOGICAL MPFLAG, MPIGNR, TO1370 01 02260 +C 01 02270 +C-SKIP(K) TRUE INDICATES THAT NO CC CAN BE CALCULATED FOR THE KTH SUBSH 01 02280 +C SCOMNT(K) 1=too close to binding energy 01 02290 + DOUBLE PRECISION CCI,DXKC,DXLC,DXMC,DXNC 01 02300 + DOUBLE PRECISION DCC,DDKC,DDLC,DDMC,DDNC 01 02310 + REAL DUM1 01 02320 + REAL DUM2 01 02330 + REAL TCCP1,TI,XKC,XLC,XMC,XNC,DKC,DLC,DMC,DNC,DE,BEOFK 01 02340 +C 01 02350 + INTEGER dgcnt,I,J,K,l,IR,NE,IE,ISH,ISHELL,IQ,NP,NPOLD,JJ,KNP 01 02360 + Logical outdg 01 02370 + Character*2 outchr(2) 01 02380 +C 01 02390 + LOGICAL DOOUT 01 02400 + INTEGER LENSTR 01 02410 + REAL TUNCER 01 02420 + EXTERNAL DOOUT,LENSTR,TUNCER 01 02430 +C 01 02440 + Integer INDEX 01 02450 + REAL SNGL 01 02460 + INTRINSIC INDEX,SNGL 01 02470 + CHARACTER*7 VERSION 01 02480 + CHARACTER*11 VERDATE 01 02490 + DATA VERSION/'11.13f '/,VERDATE/'9-Oct-2001'/ 01 02500 +C 01 02510 +C-FILE 21 IS HS TABLE ENTRIES, FILE 22 IS AN ACCESS ROUTE TO FILE 21. 01 02520 +C 01 02530 + 9080 FORMAT(A, I5) 01 02540 + 9081 FORMAT('+', 90X,A) 01 02550 + 9082 FORMAT('+',99X,A) 01 02560 + 9100 FORMAT(A,//) 01 02570 + 9200 FORMAT(1X, I5, ': ', A) 01 02580 + 9201 FORMAT(///1X, I5, ': ', A) 01 02590 + 9300 FORMAT(1X, I5, ': ', 4X, A) 01 02600 + 9901 FORMAT(A,/,A) 01 02610 + 9900 FORMAT(A) 01 02620 +C 01 02630 + WRITE(6,FMT='(A)')' HSICC Version '//version//'['//verdate//']' 01 02640 + WRITE(6,9901) 'INPUT FILES -',' DATA DECK (DEF: data.tst): ' 01 02650 + READ(5, 9900) LINE 01 02660 + IF(LINE.EQ.' ') LINE='data.tst' 01 02670 +C+++MDC+++ 01 02680 +C...UNX,ANS 01 02690 + OPEN(UNIT=35, STATUS='OLD', FILE=LINE,ERR=1520) 01 02700 +C...VAX,DVF 01 02710 +C/ OPEN(UNIT=35,STATUS='OLD',READONLY,FILE=LINE,ERR=1520) 01 02720 +C...VAX 01 02730 +C/ WRITE(6, 9902)' ICC INDEX (DEF: ICCNDX.DAT): ' 01 02740 +C/ 9902 FORMAT(A,$) 01 02750 +C/ READ(5,9900) LINE 01 02760 +C/ IF(LINE.EQ.' ') LINE='ANALENSDF:ICCNDX.DAT' 01 02770 +C/ OPEN(UNIT=22, ACCESS='DIRECT', FORM='UNFORMATTED',READONLY, 01 02780 +C/ + RECL=1, 01 02790 +C/ 1 FILE=LINE, 01 02800 +C/ + STATUS='OLD') 01 02810 +C/ WRITE(6,9902)' ICC TABLE (DEF: ICCTBL.DAT): ' 01 02820 +C/ READ(5,9900) LINE 01 02830 +C/ IF(LINE.EQ.' ') LINE='ANALENSDF:ICCTBL.DAT' 01 02840 +C/ OPEN(UNIT=21, ACCESS='DIRECT', FORM='UNFORMATTED',READONLY, 01 02850 +C/ + RECL=11, 01 02860 +C/ 1 FILE=LINE, 01 02870 +C/ 1 STATUS='OLD') 01 02880 +C...DVF, UNX 01 02890 + WRITE(6, 9902)' ICC INDEX (DEF: iccndx.dat): ' 01 02900 + 9902 FORMAT(A,$) 01 02910 + READ(5,9900) LINE 01 02920 + IF(LINE.EQ.' ') LINE='iccndx.dat' 01 02930 + OPEN(UNIT=22, ACCESS='DIRECT', FORM='UNFORMATTED',RECL=4, 01 02940 + 1 FILE=LINE, 01 02950 + + STATUS='OLD') 01 02960 + WRITE(6,9902)' ICC TABLE (DEF: icctbl.dat): ' 01 02970 + READ(5,9900) LINE 01 02980 + IF(LINE.EQ.' ') LINE='icctbl.dat' 01 02990 + OPEN(UNIT=21, ACCESS='DIRECT', FORM='UNFORMATTED',RECL=44, 01 03000 + 1 FILE=LINE, 01 03010 + 1 STATUS='OLD') 01 03020 +C...ANS 01 03030 +C/ WRITE(6, 9900)' ICC INDEX (DEF: ICCNDX.DAT): ' 01 03040 +C/ LINE=' ' 01 03050 +C/ READ(5,9900) LINE 01 03060 +C/ IF(LINE.EQ.' ') LINE='ICCNDX.DAT' 01 03070 +C/ OPEN(UNIT=22, ACCESS='DIRECT', FORM='UNFORMATTED', 01 03080 +C/ + RECL=4, 01 03090 +C/ 1 FILE=LINE, 01 03100 +C/ + STATUS='OLD') 01 03110 +C/ WRITE(6,9900)' ICC TABLE (DEF: ICCTBL.DAT): ' 01 03120 +C/ LINE=' ' 01 03130 +C/ READ(5,9900) LINE 01 03140 +C/ IF(LINE.EQ.' ') LINE='ICCTBL.DAT' 01 03150 +C/ OPEN(UNIT=21, ACCESS='DIRECT', FORM='UNFORMATTED', 01 03160 +C/ + RECL=44, 01 03170 +C/ 1 FILE=LINE, 01 03180 +C/ 1 STATUS='OLD') 01 03190 +C---MDC--- 01 03200 + WRITE(6,9901)'OUTPUT FILES -', 01 03210 + + ' COMPLETE H.S. CALCULATIONS REPORT (DEF: hscalc.lst): ' 01 03220 + LINE=' ' 01 03230 + READ(5,9900) LINE 01 03240 + IF(LINE.EQ.' ')LINE='hscalc.lst' 01 03250 + OPEN(UNIT=36, FILE=LINE,STATUS='UNKNOWN') 01 03260 + WRITE(6,9900)' NEW G/SG CARD DECK (DEF: cards.new): ' 01 03270 + LINE=' ' 01 03280 + READ(5,9900) LINE 01 03290 + IF(LINE.EQ.' ') LINE='cards.new' 01 03300 +C+++MDC+++ 01 03310 +C...DVF,ANS,UNX 01 03320 + OPEN(UNIT=37,FILE=LINE,STATUS='UNKNOWN') 01 03330 +C...VAX 01 03340 +C/ OPEN(UNIT=37, CARRIAGECONTROL='LIST', FILE=LINE, STATUS='NEW') 01 03350 +C---MDC--- 01 03360 + WRITE(6,9900) 01 03370 + 1 ' G/2G (NEW/OLD) COMPARISON REPORT (DEF: compar.lst): ' 01 03380 + LINE=' ' 01 03390 + READ(5,9900) LINE 01 03400 + IF(LINE.EQ.' ') LINE='compar.lst' 01 03410 + OPEN(UNIT=38, ACCESS='SEQUENTIAL', FILE=LINE,STATUS='UNKNOWN') 01 03420 + WRITE(6,9900) 01 03430 + 1 ' CALC CONV. COEFS. ONLY IF MULTIPOL. KNOWN (Y OR CR): ' 01 03440 + LINE=' ' 01 03450 + READ(5,9900) LINE 01 03460 + MPFLAG = .FALSE. 01 03470 + IF (LINE(1:1) .EQ. 'Y' .OR. LINE(1:1) .EQ. 'y') MPFLAG = .TRUE. 01 03480 + MPIGNR = .FALSE. 01 03490 + XDATE=' ' 01 03500 +C 01 03510 +C+++MDC+++ 01 03520 +C...DVF,VAX,UNX 01 03530 + CALL DATE_20(XDATE) 01 03540 +C...ANS 01 03550 +C---MDC--- 01 03560 + WRITE(36, 9100) 01 03570 + 2 '1PROGRAM H S I C C VERSION '//version//' AS OF '//verdate 01 03580 + WRITE(38, 9100) 01 03590 + 2 '1PROGRAM H S I C C VERSION '//version//' AS OF '//verdate 01 03600 +C 01 03610 +C-PREPARE MISC. CONSTANTS. 01 03620 +C 01 03630 + DO 110 I = 1, 100 01 03640 + QARD(I)=' ' 01 03650 + QRDSEQ(I) = 0 01 03660 + 110 CONTINUE 01 03670 + CRDSEQ = 0 01 03680 +C 01 03690 +C-INITIALIZE READ AND CALCULATIONAL VARIABLES 01 03700 +C 01 03710 + 120 DO 130 J = 1, 10 01 03720 + NETAB(J) = 0 01 03730 + DO 130 I = 1, 23 01 03740 + ETAB(I, J) = 0.0 01 03750 + DO 130 K = 1, 8 01 03760 + ALFTAB(I, J, K) = 0.0 01 03770 + ALPHE(I, J, K) = 0.0 01 03780 + 130 CONTINUE 01 03790 + DO 150 I = 1, 100 01 03800 + E(I) = 0.0 01 03810 + 150 CONTINUE 01 03820 +C 01 03830 + SHOLD =' ' 01 03840 + IR = -1 01 03850 + NE = 0 01 03860 + EL = ' ' 01 03870 + EOF5 = .FALSE. 01 03880 + SKPRD = .FALSE. 01 03890 +C 01 03900 +C-READ IN Z VALUE FROM FIRST CARD 01 03910 +C 01 03920 + IR = IR + 1 01 03930 + IF (.NOT.SKPRD) THEN 01 03940 +155 Continue 01 03950 + READ(35, 9900, END=1600) CARD 01 03960 + CRDSEQ = CRDSEQ + 1 01 03970 +C Check to see if this is an Ionized Atom and skip if so 01 03980 + If(INDEX(card(10:39),' DECAY').GT.0 .AND. 01 03990 + 2 (INDEX(card(10:39),'[').GT.0 01 04000 + 3 .AND. INDEX(card(10:39),'[') 01 04010 + 4 .LT.INDEX(card(10:39),' DECAY')))Then 01 04020 + Write(36,9200)crdseq,card 01 04030 + Write(36,FMT='(8X,A)')'Ionized Atom - Skipping' 01 04040 +160 Continue 01 04050 + Read(35,9900,END=1600)card 01 04060 + crdseq=crdseq+1 01 04070 + If(card(1:8) .EQ. ' ')Then 01 04080 + GoTo 155 01 04090 + Else 01 04100 + GoTo 160 01 04110 + EndIf 01 04120 + EndIf 01 04130 + ENDIF 01 04140 + WRITE(36, 9200) CRDSEQ, CARD 01 04150 + IF (CARD(4:4).NE.' ') WRITE(38, 9201) CRDSEQ, CARD 01 04160 + IF (EOF5) GOTO 1600 01 04170 + SKPRD = .FALSE. 01 04180 + IF (IR .LE. 0) THEN 01 04190 + STRZ=CARD(1:5) 01 04200 + DO 220 I = 1, 4 01 04210 + IF(TYPSTR(STRZ(I:I)).EQ.2) GO TO 230 01 04220 + 220 CONTINUE 01 04230 +C Either a COMMENTS or REFERENCES data set or numeric symbol 01 04240 +C for Z 01 04250 + IF(STRZ(4:5) .EQ. ' ')THEN 01 04260 + GOTO 120 01 04270 + ELSE 01 04280 + I=4 01 04290 + ENDIF 01 04300 + 230 EL=STRZ(I:I+1) 01 04310 +C-IZEL YIELDS Z NUMBER FROM CHEMICAL SYMBOL 01 04320 + CALL IZEL(EL,Z) 01 04330 + IF (Z .LT. 0) GOTO 120 01 04340 + STR=CARD(6:8) 01 04350 +C 01 04360 + IF(STR.NE.' ') GO TO 120 01 04370 + ENDIF 01 04380 +C 01 04390 +C-TABLE RANGE IS Z = 2 TO Z = 103 01 04400 +C 01 04410 + IF (Z .GT. 103) GOTO 1500 01 04420 + IF (Z .LT. 14) THEN 01 04430 + IF(Z .NE. 10 .OR. Z.NE.6 .OR. Z.NE.3) GO TO 1500 01 04440 + ENDIF 01 04450 +C 01 04460 + READ(22,REC=Z) TBLKEY 01 04470 + IF (TBLKEY .EQ. 0) GOTO 1500 01 04480 + IE = 0 01 04490 +C 01 04500 +C-READ DATA FROM TABLES, ORDERED BY Z, SUBSHELL, AND MULTIPOLARITY 01 04510 +C-DATA HOLDS TABLE GAMMA ENERGY AND ICC VALUES FOR THE CURRENT SUBSHEL 01 04520 +C Read data logic below changed to simplify (9/25/90) elim ASSIGN etc 01 04530 +C 01 04540 + 250 READ(21,REC=TBLKEY) ZTAB, SHTAB, DATA 01 04550 + TBLKEY=TBLKEY+1 01 04560 +C 01 04570 +C-EXIT FROM FILE READ LOOP WHEN TABLE VALUES FOR GIVEN Z EXHAUSTED 01 04580 +C 01 04590 + IF (ZTAB .EQ. Z) THEN 01 04600 + IF (SHOLD .NE. SHTAB) THEN 01 04610 + SHOLD = SHTAB 01 04620 + IF (IE .NE. 0) NETAB(ISH) = IE 01 04630 + IE = 0 01 04640 + IF(SHTAB(1:1).EQ.'K') THEN 01 04650 + ISH = 1 01 04660 + ELSE IF(SHTAB(1:1).EQ.'L') THEN 01 04670 + READ(SHTAB(2:2),'(I1)') ISHELL 01 04680 + ISH = ISHELL + 1 01 04690 + ELSE IF(SHTAB(1:1).EQ.'M') THEN 01 04700 + READ(SHTAB(2:2),'(I1)') ISHELL 01 04710 + ISH = ISHELL + 4 01 04720 + ELSE IF(SHTAB(1:1).EQ.'N') THEN 01 04730 + ISH=10 01 04740 + ELSE 01 04750 + ENDIF 01 04760 + ENDIF 01 04770 +C 01 04780 + IE = IE + 1 01 04790 +C-ETAB IS TABLE GAMMA ENERGY, ALFTAB IS TABULAR ICC FOR THE 8 MULTIPO 01 04800 + ETAB(IE, ISH) = DATA(1) 01 04810 + DO 350 I = 1, 8 01 04820 + ALFTAB(IE, ISH, I) = DATA(I + 1) 01 04830 + 350 CONTINUE 01 04840 + IF (TBLKEY .LE. 13004) GOTO 250 01 04850 +C 01 04860 + ENDIF 01 04870 + IF (IE .NE. 0) NETAB(ISH) = IE 01 04880 +C 01 04890 +C-READ IN GAMMA ENERGIES 01 04900 +C 01 04910 + WRITE(36, 9300) CRDSEQ, CARD 01 04920 +C 01 04930 +C-RETURN HERE IF MORE THAN 100 GAMMA ENERGIES 01 04940 +C 01 04950 + 400 MOREG = .FALSE. 01 04960 + NE = 0 01 04970 + DO 450 I = 1, 100 01 04980 + 410 READ(35, 9900, END=460) CARD 01 04990 + CRDSEQ = CRDSEQ + 1 01 05000 + WRITE(36, 9300) CRDSEQ, CARD 01 05010 + IF(CARD(1:3).EQ.'END') GO TO 500 01 05020 + IF(CARD(1:8).EQ.' ') THEN 01 05030 + SKPRD=.FALSE. 01 05040 +C-NO GAMMAS IN DATA SET, GO BACK TO READ THE NEXT SET 01 05050 + IF(NE.EQ.0) GO TO 120 01 05060 + GO TO 500 01 05070 + ENDIF 01 05080 + STR=CARD(6:10) 01 05090 +C-IF NOT GAMMA RECORD, READ NEXT CARD 01 05100 + IF(STR(1:3).EQ.'2 G' .OR. STR(1:3).EQ.'S G') THEN 01 05110 +C 01 05120 +C-SAVE SECOND CARD FOR LATER COMPARISON 01 05130 +C 01 05140 + IF (NE .LE. 0) GOTO 410 01 05150 + CARD(6:6)='S' 01 05160 + IF (MPIGNR) GOTO 410 01 05170 + QARD(NE)(81:160)=CARD 01 05180 + GOTO 410 01 05190 + ENDIF 01 05200 + IF(STR(1:3).NE.' G' .AND. STR(1:3).NE.'1 G') THEN 01 05210 + IF(STR(1:3).NE.' ') THEN 01 05220 + GO TO 410 01 05230 + ELSE 01 05240 +C 01 05250 +C end of a set 01 05260 +C 01 05270 + IQ = INDEX(CARD, STRZ(1:2)) 01 05280 + IF ((IQ .NE. 0) .AND. (IQ .LE. 4)) GOTO 410 01 05290 + IF(CARD(1:5).EQ.' ') GO TO 410 01 05300 + SKPRD = .TRUE. 01 05310 +C-NO GAMMAS IN DATA SET, GO BACK TO READ THE NEXT SET 01 05320 + IF(NE.EQ.0) GO TO 120 01 05330 + GO TO 500 01 05340 + ENDIF 01 05350 + ENDIF 01 05360 +C 01 05370 +C gamma record 01 05380 +C-PREPARE ALPHAMERIC INPUT TO YIELD GAMMA ENERGY, MULTIPOLES, AND MIXI 01 05390 +C 01 05400 + IF (MPFLAG) THEN 01 05410 + STRA=CARD(32:41) 01 05420 + MPIGNR = .FALSE. 01 05430 + IF(LENSTR(STRA).LE.0) THEN 01 05440 + MPIGNR = .TRUE. 01 05450 + GOTO 410 01 05460 + ENDIF 01 05470 + ENDIF 01 05480 + STRA=CARD(10:19) 01 05490 + STRB=CARD(20:21) 01 05500 + QARD(I)=CARD 01 05510 + QRDSEQ(I) = CRDSEQ 01 05520 + CALL CNVS2U(STRA, STRB, DUM1, DUM2) 01 05530 + E(I) = DUM1 01 05540 +C 01 05550 +C 01 05560 + NE = I 01 05570 + 450 CONTINUE 01 05580 + MOREG = .TRUE. 01 05590 + GOTO 500 01 05600 +C 01 05610 +C end of file 01 05620 +C 01 05630 + 460 EOF5 = .TRUE. 01 05640 + SKPRD = .FALSE. 01 05650 +C-NO GAMMAS IN DATA SET, GO BACK TO READ THE NEXT SET 01 05660 + IF (NE .EQ. 0) GOTO 120 01 05670 +C 01 05680 +C-ARRANGE GAMMAS IN ORDER OF INCREASING ENERGY, CARRYING MULTIPOLE AND 01 05690 +C-DATA WITH THEM 01 05700 +C 01 05710 + 500 CALL SORT_LOCAL(E, NE, QARD, QRDSEQ) 01 05720 +C 01 05730 + WRITE(36, 9900) Char(12) 01 05740 +C 01 05750 +C-'FIT' CAN ONLY HANDLE 23 ENERGIES IN ONE PASS 01 05760 +C 01 05770 + 510 NP = 23 01 05780 + IF (NE .LT. 24) NP = NE 01 05790 + NPOLD = NP 01 05800 + DO 520 I = 1, NP 01 05810 + EK(I) = E(I) 01 05820 + 520 CONTINUE 01 05830 +C 01 05840 +C calculate icc's 01 05850 +C 01 05860 + CALL HSICAL(NPOLD,EK,ALPHE) 01 05870 +C 01 05880 +C-OUTPUT LOOP 01 05890 +C 01 05900 + DO 1400 I = 1, NP 01 05910 +C 01 05920 + STRMUL=QARD(I)(32:41) 01 05930 + STRGE=QARD(I)(10:19) 01 05940 + STRDGE=QARD(I)(20:21) 01 05950 + NUCID=QARD(I)(1:5) 01 05960 + STRMR=QARD(I)(42:49) 01 05970 + STRDMR=QARD(I)(50:55) 01 05980 +C 01 05990 +C Do OUTPUT 01 06000 +C 01 06010 + CALL OUTICC(I,EK,TO1370,ALPHE) 01 06020 +C 01 06030 +C for both multi and pure multiples 01 06040 +C For single ones, DCC values will never be used. 01 06050 +C 01 06060 + IF(TO1370) GO TO 1370 01 06070 + CCI = TCC(MP1) 01 06080 + IF (CCI .NE. 0.0) THEN 01 06090 + DCC = AMAX1(ABS(TCC(4)), ABS(TCC(5))) 01 06100 + ELSE 01 06110 + CCI = TME(MP1) 01 06120 + IF (CCI .NE. 0.0) THEN 01 06130 + DCC = AMAX1(ABS(TME(4)), ABS(TME(5))) 01 06140 + ELSE 01 06150 + CCI = TLE(MP1) 01 06160 + IF (CCI .NE. 0.0) DCC = AMAX1(ABS(TLE(4)), ABS(TLE(5))) 01 06170 + ENDIF 01 06180 + ENDIF 01 06190 +C 01 06200 + TCCP1 = 1.0 + CCI 01 06210 +C-ARTIFICIAL UNCERTAINTY SET AT 1 PER CENT FOR RIGHT NUMBER OF DIGITS 01 06220 +C Changed to 3% (TWB 03-Sep-92) 01 06230 + IF (MPSW .EQ. 1) DCC = 0.03 * CCI 01 06240 +C 01 06250 +C get TI value from old G card (before it gets written over) 01 06260 +C 01 06270 + STRA=QARD(I)(65:74) 01 06280 + STRB=QARD(I)(75:76) 01 06290 + CALL CNVS2U(STRA,STRB,TI,DUM2) 01 06300 + DUM2=0. 01 06310 +C 01 06320 +C if E0 in MR, warning (9/91) 01 06330 +C 01 06340 + IF(E0MR) WRITE(36, '(A)') 01 06350 + 1 ' No conversion coefficient calculated' 01 06360 +C 01 06370 +C-PRINT OLD G-CARD FOR COMPARISON 01 06380 +C 01 06390 + WRITE(36, 9900)' COMPARE OLD/NEW CARDS' 01 06400 + WRITE(38, 9900)' COMPARE OLD/NEW CARDS' 01 06410 + WRITE(36, 9200) QRDSEQ(I), QARD(I)(1:80) 01 06420 + WRITE(38, 9200) QRDSEQ(I), QARD(I)(1:80) 01 06430 + WRITE(36, 9081)'OLD CARD' 01 06440 + WRITE(38, 9081)'OLD CARD' 01 06450 +C 01 06460 +C If DE is a limit, or if No 2nd MP given though MR exists, 01 06470 +C then no new card 01 06480 +C When no MR but 2 multipoles, get 2nd card (9/91) 01 06490 +C ALSO if cci/tccp1 too small, no 2nd card 01 06500 +C 01 06510 +C Take into account 3% uncertainty in theory in determining 01 06520 +C suppression of output (TWB 03-Sep-92) 01 06530 +C 01 06540 + IF(STRDGE.EQ.'LG' .OR. MISMP2 .OR. E0MR .OR. 01 06550 + 1 .NOT.DOOUT(SNGL(CCI),SNGL(DCC),TCCP1,1.E-4)) THEN 01 06560 + WRITE(36,9082) 'KEPT' 01 06570 + WRITE(38,9082) 'KEPT' 01 06580 + IF(QARD(I)(81:88).NE.' ') THEN 01 06590 + WRITE(36, 9200) QRDSEQ(I), QARD(I)(81:160) 01 06600 + WRITE(38, 9200) QRDSEQ(I), QARD(I)(81:160) 01 06610 + WRITE(36, 9081)'OLD CARD' 01 06620 + WRITE(38, 9081)'OLD CARD' 01 06630 + Call GivWarn(qrdseq(i),qard(i)(81:160),qard(i)(1:80)) 01 06640 + ENDIF 01 06650 + GO TO 1370 01 06660 + ENDIF 01 06670 +C 01 06680 + CALL DATSTR(CCI, DCC, STRA, 7, STRB, 2, MPSW) 01 06690 + IF(.NOT.(MPSW .EQ. 1 .OR. DCC .EQ. 0.D0)) 01 06700 + 2 CALL CHKTHE(CCI,DCC,STRA,STRB) 01 06710 + CALL CENTER(STRA,7) 01 06720 + QARD(I)(56:62)=STRA 01 06730 + QARD(I)(63:64)=' ' 01 06740 + IF (MPSW .NE. 1) QARD(I)(63:64)=STRB 01 06750 + IF (STRDGE .EQ. 'AP' .OR. DMRSTR.EQ.'AP') QARD(I)(63:64)='AP' 01 06760 +C 01 06770 +C Following section implementing publication comment commented out 01 06780 +C since no resources available to implement full publication 01 06790 +C comment format (TWB 03-Sep-92) 01 06800 +CTWBC 01 06810 +CTWBC WRITE NEW G CARD 01 06820 +CTWBC 01 06830 +CTWB WRITE(36, 9200) QRDSEQ(I), QARD(I)(1:80) 01 06840 +CTWB WRITE(37, 9080) QARD(I)(1:80), QRDSEQ(I) 01 06850 +CTWB WRITE(38, 9200) QRDSEQ(I), QARD(I)(1:80) 01 06860 +CTWB 01 06870 +CTWBC if CC .LT. 0.01 write pubcomment (9/91) 01 06880 +CTWBC 01 06890 +CTWB IF((CCI/TCCP1).LT.0.01) THEN 01 06900 +CTWB PUBCOM=QARD(I)(1:5)//' PG PUB=''CC'' ' 01 06910 +CTWB WRITE(36,9200) QRDSEQ(I),PUBCOM 01 06920 +CTWB WRITE(37,9080) PUBCOM,QRDSEQ(I) 01 06930 +CTWB WRITE(38,9200) QRDSEQ(I),PUBCOM 01 06940 +CTWB GO TO 1370 01 06950 +CTWB ENDIF 01 06960 +C Temporary expedient will be to retain CC on the "S G" continuation 01 06970 +C record if .LT. 1% . Also, take into account the 3% uncertainty in 01 06980 +C theory (TWB 03-Sep-92) 01 06990 +C Test for outputting DG record on change in L=3,4 coefficients 01 07000 + outdg=.FALSE. 01 07010 + dgcnt=0 01 07020 + Do 900 l=1,2 01 07030 + If(ost(l)(2:2) .EQ. '3' .OR. ost(l)(2:2) .EQ. '4')Then 01 07040 + outdg=.TRUE. 01 07050 + dgcnt=dgcnt+1 01 07060 + outchr(dgcnt)=ost(l) 01 07070 + Endif 01 07080 +900 Continue 01 07090 + IF(.NOT.DOOUT(SNGL(CCI),SNGL(DCC),TCCP1,0.01)) THEN 01 07100 +C Save CC and DCC 01 07110 + TMPCC=QARD(I)(56:62) 01 07120 + CALL LBSUP(TMPCC) 01 07130 + DTMPCC=QARD(I)(63:64) 01 07140 + CALL LBSUP(DTMPCC) 01 07150 +C Blank out CC and DCC fields on new record and output 01 07160 + QARD(I)(56:64)=' ' 01 07170 + WRITE(36, 9200) QRDSEQ(I), QARD(I)(1:80) 01 07180 + WRITE(37, 9080) QARD(I)(1:80), QRDSEQ(I) 01 07190 + WRITE(38, 9200) QRDSEQ(I), QARD(I)(1:80) 01 07200 +C Put CC and DCC on "S G" record 01 07210 + QARD(I)(6:6)='S' 01 07220 + If(Typstr(dtmpcc).EQ.0 .OR. Typstr(dtmpcc).EQ.1)Then 01 07230 + QARD(I)(10:80)='CC=' 01 07240 + J=LENSTR(QARD(I)(1:80))+1 01 07250 + QARD(I)(J:80)=TMPCC 01 07260 + J=LENSTR(QARD(I)(1:80))+2 01 07270 + QARD(I)(J:80)=DTMPCC 01 07280 + Else 01 07290 + QARD(i)(10:80)='CC '//dtmpcc 01 07300 + j=Lenstr(qard(i)(1:80))+2 01 07310 + qard(i)(j:80)=tmpcc 01 07320 + EndIf 01 07330 + J=LENSTR(QARD(I)(1:80))+1 01 07340 + QARD(I)(J:80)='$' 01 07350 + ELSE 01 07360 + WRITE(36, 9200) QRDSEQ(I), QARD(I)(1:80) 01 07370 + WRITE(37, 9080) QARD(I)(1:80), QRDSEQ(I) 01 07380 + WRITE(38, 9200) QRDSEQ(I), QARD(I)(1:80) 01 07390 + QARD(I)(9:80)=' ' 01 07400 + QARD(I)(6:6)='S' 01 07410 + ENDIF 01 07420 +C 01 07430 +C make new 2nd card 01 07440 +C if TI exists, use K/T etc. 01 07450 +C 01 07460 + XKC = DATM(1, MP1) 01 07470 + XLC = TCL(MP1) 01 07480 + XMC = TCM(MP1) 01 07490 + XNC = DATM(10, MP1) 01 07500 + IF(MPSW .EQ. 1)THEN 01 07510 + DKC=0. 01 07520 + DLC=0. 01 07530 + DMC=0. 01 07540 + DNC=0. 01 07550 + ELSE 01 07560 + DKC = AMAX1(ABS(DATM(1, 4)), ABS(DATM(1, 5))) 01 07570 + DLC = AMAX1(ABS(TCL(4)), ABS(TCL(5))) 01 07580 + DMC = AMAX1(ABS(TCM(4)), ABS(TCM(5))) 01 07590 + DNC = AMAX1(ABS(DATM(10, 4)), ABS(DATM(10, 5))) 01 07600 + ENDIF 01 07610 +C-IF ENERGY IS OUT OF DRAGOUN'S RANGE, USE 1/3 * TOTAL M 01 07620 + IF (XNC .EQ. 0.0)THEN 01 07630 + XNC = 0.33 * TCM(MP1) 01 07640 + DNC=0.0 01 07650 + ENDIF 01 07660 +C 01 07670 + IF (.NOT.SKIP(1)) THEN 01 07680 +C-PUT K-COEFFICIENTS ONTO SECOND G-CARD 01 07690 + IF(DOOUT(XKC,DKC,TCCP1,1.E-4)) THEN 01 07700 + J=LENSTR(QARD(I)(1:80)) 01 07710 + IF(J.LT.9) J=9 01 07720 + IF(TI.EQ.0.) THEN 01 07730 + DXKC=XKC 01 07740 + DDKC=DKC 01 07750 + CALL DATSTR(DXKC, DDKC, STRA, 7, STRB, 2, MPSW) 01 07760 + IF(.NOT.(MPSW .EQ. 1 .OR. DCC .EQ. 0.D0)) 01 07770 + 2 CALL CHKTHE(DXKC,DDKC,STRA,STRB) 01 07780 + QARD(I)(J+1:80)='KC' 01 07790 + ELSE 01 07800 +C Output K/T since TI exists 01 07810 + CCI=XKC/TCCP1 01 07820 + DCC=0. 01 07830 + IF(MPSW.NE.1) DCC=TUNCER(XKC,TCCP1,XLC,XMC,XNC,DKC, 01 07840 + 2 DLC,DMC,DNC) 01 07850 + CALL DATSTR(CCI,DCC,STRA,7,STRB,2,MPSW) 01 07860 + QARD(I)(J+1:80)='K/T' 01 07870 + ENDIF 01 07880 + IF(STRDGE.EQ.'AP'.OR. DMRSTR.EQ.'AP') STRB='AP' 01 07890 + CALL LBSUP(STRA) 01 07900 + JJ=LENSTR(STRA) 01 07910 + J=LENSTR(QARD(I)(1:80)) 01 07920 + CALL LBSUP(STRB) 01 07930 + If(Typstr(strb).EQ.0 .OR. Typstr(strb).EQ.1)Then 01 07940 + qard(i)(j+1:80)='=' 01 07950 + j=Lenstr(qard(i)(1:80)) 01 07960 + qard(i)(j+1:80)=stra(1:jj) 01 07970 + j=Lenstr(qard(i)(1:80)) 01 07980 + qard(i)(j+2:80)=strb 01 07990 + Else 01 08000 + qard(i)(j+1:80)=' '//strb(1:lenstr(strb)) 01 08010 + j=Lenstr(qard(i)(1:80)) 01 08020 + qard(i)(j+2:80)=stra(1:jj) 01 08030 + EndIf 01 08040 + J=LENSTR(QARD(I)(1:80)) 01 08050 + QARD(I)(J+1:80)='$' 01 08060 + ENDIF 01 08070 + ENDIF 01 08080 +C-PUT L-COEFFICIENTS ONTO SECOND G-CARD 01 08090 + DO 1320 K = 2, 4 01 08100 + IF (SKIP(K)) GOTO 1330 01 08110 + 1320 CONTINUE 01 08120 + IF(DOOUT(XLC,DLC,TCCP1,1.E-4)) THEN 01 08130 + J=LENSTR(QARD(I)(1:80)) 01 08140 + IF(J.LT.9) J=9 01 08150 + IF(TI.EQ.0.) THEN 01 08160 + DXLC=XLC 01 08170 + DDLC=DLC 01 08180 + CALL DATSTR(DXLC, DDLC, STRA, 7, STRB, 2, MPSW) 01 08190 + IF(.NOT.(MPSW .EQ. 1 .OR. DCC .EQ. 0.D0)) 01 08200 + 2 CALL CHKTHE(DXLC,DDLC,STRA,STRB) 01 08210 + QARD(I)(J+1:80)='LC' 01 08220 + ELSE 01 08230 +C Output L/T since TI exists 01 08240 + CCI=XLC/TCCP1 01 08250 + DCC=0. 01 08260 + IF(MPSW.NE.1) DCC=TUNCER(XLC,TCCP1,XKC,XMC,XNC,DLC,DKC, 01 08270 + 2 DMC,DNC) 01 08280 + CALL DATSTR(CCI,DCC,STRA,7,STRB,2,MPSW) 01 08290 + QARD(I)(J+1:80)='L/T' 01 08300 + ENDIF 01 08310 + IF(STRDGE.EQ.'AP'.OR. DMRSTR.EQ.'AP') STRB='AP' 01 08320 + CALL LBSUP(STRA) 01 08330 + JJ=LENSTR(STRA) 01 08340 + J=LENSTR(QARD(I)(1:80)) 01 08350 + CALL LBSUP(STRB) 01 08360 + If(Typstr(strb).EQ.0 .OR. Typstr(strb).EQ.1)Then 01 08370 + qard(i)(j+1:80)='=' 01 08380 + j=Lenstr(qard(i)(1:80)) 01 08390 + qard(i)(j+1:80)=stra(1:jj) 01 08400 + j=Lenstr(qard(i)(1:80)) 01 08410 + qard(i)(j+2:80)=strb 01 08420 + Else 01 08430 + qard(i)(j+1:80)=' '//strb(1:lenstr(strb)) 01 08440 + j=Lenstr(qard(i)(1:80)) 01 08450 + qard(i)(j+2:80)=stra(1:jj) 01 08460 + EndIf 01 08470 + J=LENSTR(QARD(I)(1:80)) 01 08480 + QARD(I)(J+1:80)='$' 01 08490 + ENDIF 01 08500 +C-PUT M-COEFFICIENTS ONTO SECOND G-CARD 01 08510 + 1330 DO 1340 K = 5, 9 01 08520 + IF (SKIP(K)) GOTO 1350 01 08530 + 1340 CONTINUE 01 08540 + IF(DOOUT(XMC,DMC,TCCP1,1.E-4)) THEN 01 08550 + J=LENSTR(QARD(I)(1:80)) 01 08560 + IF(J.LT.9) J=9 01 08570 + IF(TI.EQ.0.) THEN 01 08580 + DXMC=XMC 01 08590 + DDMC=DMC 01 08600 + CALL DATSTR(DXMC, DDMC, STRA, 7, STRB, 2, MPSW) 01 08610 + IF(.NOT.(MPSW .EQ. 1 .OR. DCC .EQ. 0.D0)) 01 08620 + 2 CALL CHKTHE(DXMC,DDMC,STRA,STRB) 01 08630 + QARD(I)(J+1:80)='MC' 01 08640 + ELSE 01 08650 + CCI=XMC/TCCP1 01 08660 + DCC=0. 01 08670 + IF(MPSW.NE.1) DCC=TUNCER(XMC,TCCP1,XKC,XLC,XNC,DMC,DKC, 01 08680 + 1 DLC,DNC) 01 08690 + CALL DATSTR(CCI,DCC,STRA,7,STRB,2,MPSW) 01 08700 + QARD(I)(J+1:80)='M/T' 01 08710 + ENDIF 01 08720 + IF(STRDGE.EQ.'AP'.OR. DMRSTR.EQ.'AP') STRB='AP' 01 08730 + CALL LBSUP(STRA) 01 08740 + JJ=LENSTR(STRA) 01 08750 + J=LENSTR(QARD(I)(1:80)) 01 08760 + CALL LBSUP(STRB) 01 08770 + If(Typstr(strb).EQ.0 .OR. Typstr(strb).EQ.1)Then 01 08780 + qard(i)(j+1:80)='=' 01 08790 + j=Lenstr(qard(i)(1:80)) 01 08800 + qard(i)(j+1:80)=stra(1:jj) 01 08810 + j=Lenstr(qard(i)(1:80)) 01 08820 + qard(i)(j+2:80)=strb 01 08830 + Else 01 08840 + qard(i)(j+1:80)=' '//strb(1:lenstr(strb)) 01 08850 + j=Lenstr(qard(i)(1:80)) 01 08860 + qard(i)(j+2:80)=stra(1:jj) 01 08870 + EndIf 01 08880 + J=LENSTR(QARD(I)(1:80)) 01 08890 + QARD(I)(J+1:80)='$' 01 08900 + ENDIF 01 08910 +C-PUT N+COEFFICIENT ONTO SECOND G-CARD 01 08920 + 1350 IF (.NOT.SKIP(10)) THEN 01 08930 + IF(DOOUT(XNC,DNC,TCCP1,1.E-4)) THEN 01 08940 + J=LENSTR(QARD(I)(1:80)) 01 08950 + IF(J.LT.9) J=9 01 08960 + IF(TI.EQ.0.) THEN 01 08970 + DXNC=XNC 01 08980 + DDNC=DNC 01 08990 + CALL DATSTR(DXNC, DDNC, STRA, 7, STRB, 2, MPSW) 01 09000 + IF(.NOT.(MPSW .EQ. 1 .OR. DCC .EQ. 0.D0)) 01 09010 + 2 CALL CHKTHE(DXNC,DDNC,STRA,STRB) 01 09020 + QARD(I)(J+1:80)='NC+' 01 09030 + ELSE 01 09040 +C Output N/T since TI exists 01 09050 + CCI=XNC/TCCP1 01 09060 + DCC=0. 01 09070 + IF(MPSW.NE.1) DCC=TUNCER(XNC,TCCP1,XKC,XLC,XMC,DNC, 01 09080 + 2 DKC,DLC,DMC) 01 09090 + CALL DATSTR(CCI,DCC,STRA,7,STRB,2,MPSW) 01 09100 + QARD(I)(J+1:80)='N/T' 01 09110 + ENDIF 01 09120 + IF(STRDGE.EQ.'AP'.OR. DMRSTR.EQ.'AP') STRB='AP' 01 09130 + CALL LBSUP(STRA) 01 09140 + JJ=LENSTR(STRA) 01 09150 + J=LENSTR(QARD(I)(1:80)) 01 09160 + CALL LBSUP(STRB) 01 09170 + If(Typstr(strb).EQ.0 .OR. Typstr(strb).EQ.1)Then 01 09180 + qard(i)(j+1:80)='=' 01 09190 + j=Lenstr(qard(i)(1:80)) 01 09200 + qard(i)(j+1:80)=stra(1:jj) 01 09210 + j=Lenstr(qard(i)(1:80)) 01 09220 + qard(i)(j+2:80)=strb 01 09230 + Else 01 09240 + qard(i)(j+1:80)=' '//strb(1:lenstr(strb)) 01 09250 + j=Lenstr(qard(i)(1:80)) 01 09260 + qard(i)(j+2:80)=stra(1:jj) 01 09270 + EndIf 01 09280 + J=LENSTR(QARD(I)(1:80)) 01 09290 + QARD(I)(J+1:80)='$' 01 09300 + ENDIF 01 09310 + ENDIF 01 09320 + IF(QARD(I)(10:80).NE.' ') THEN 01 09330 + JJ=LENSTR(QARD(I)(1:80)) 01 09340 + IF(QARD(I)(JJ:JJ).EQ.'$') QARD(I)(JJ:JJ)=' ' 01 09350 +C 01 09360 +C WRITE 2ND CARD 01 09370 +C 01 09380 + WRITE(36, 9200) QRDSEQ(I), QARD(I)(1:80) 01 09390 + WRITE(37, 9080) QARD(I)(1:80), QRDSEQ(I) 01 09400 + WRITE(38, 9200) QRDSEQ(I), QARD(I)(1:80) 01 09410 + ENDIF 01 09420 +C 01 09430 +C-PRINT OUT OLD SECOND CARD (IF ANY) 01 09440 + WRITE(36, 9200) QRDSEQ(I), QARD(I)(81:160) 01 09450 + WRITE(38, 9200) QRDSEQ(I), QARD(I)(81:160) 01 09460 + IF(QARD(I)(81:88).EQ.' ') THEN 01 09470 + WRITE(36, 9081)'NO OLD SECOND CARD' 01 09480 + WRITE(38, 9081)'NO OLD SECOND CARD' 01 09490 + ELSE 01 09500 + WRITE(36, 9081)'OLD CARD' 01 09510 + WRITE(38, 9081)'OLD CARD' 01 09520 + Call GivWarn(qrdseq(i),qard(i)(81:160),qard(i)(1:80)) 01 09530 + ENDIF 01 09540 +C Write DG card if necessary 01 09550 + If(dgcnt .GT. 0)Then 01 09560 + qard(i)(6:)=' DG CC' 01 09570 + Call Addstr(qard(i),20,outchr(1)) 01 09580 + If(dgcnt .GT. 1)Then 01 09590 + Call Addstr(qard(i),Lenstr(qard(i))+1,',') 01 09600 + Call Addstr(qard(i),Lenstr(qard(i))+1,outchr(2)) 01 09610 + EndIf 01 09620 + Call Addstr(qard(i),Lenstr(qard(i))+2, 01 09630 + 2 'CC(THEORY)''S MULT. BY') 01 09640 + If(outchr(1)(2:2) .EQ. '3')Then 01 09650 + Call Addstr(qard(i),Lenstr(qard(i))+2,'0.975 10') 01 09660 + Else 01 09670 + Call Addstr(qard(i),Lenstr(qard(i))+2,'0.975 5') 01 09680 + EndIf 01 09690 + If(dgcnt .GT. 1)Then 01 09700 + Call Addstr(qard(i),Lenstr(qard(i))+1,',') 01 09710 + If(outchr(2)(2:2) .EQ. '3')Then 01 09720 + Call Addstr(qard(i),Lenstr(qard(i))+1,'0.975 10') 01 09730 + Else 01 09740 + Call Addstr(qard(i),Lenstr(qard(i))+1,'0.975 5') 01 09750 + EndIf 01 09760 + EndIf 01 09770 + Call Addstr(qard(i),Lenstr(qard(i))+2,'(Cf. 90NE01)') 01 09780 + WRITE(36, 9200) QRDSEQ(I), QARD(I)(1:80) 01 09790 + WRITE(37, 9080) QARD(I)(1:80), QRDSEQ(I) 01 09800 + WRITE(38, 9200) QRDSEQ(I), QARD(I)(1:80) 01 09810 + EndIf 01 09820 + 1370 CONTINUE 01 09830 +C following section commented out since later ones may have 01 09840 +C table values though first one may have all SKIP set. (11/91) 01 09850 +C-SUPPRESS REMAINING CALCULATION IF REMAINING ENERGIES ARE 01 09860 +C-ENTIRELY OUTSIDE TABLE RANGE. LIST THE REMAINING GAMMAS. 01 09870 +C 1370 NGT = 0 01 09880 +C DO 1380 II = 1, 10 01 09890 +C IF (SKIP(II)) NGT = NGT + 1 01 09900 +C IF (NGT .GE. 10) THEN 01 09910 +C WRITE(36, 9900) 01 09920 +C 1 ' THE FOLLOWING GAMMA ENERGIES ARE OUTSIDE TABLE RANGE'01 09930 +C WRITE(36, 9200) (QRDSEQ(KK),QARD(KK)(1:80), 01 09940 +C 1 KK=I+1, NE) 01 09950 +C IF (MOREG) GOTO 400 01 09960 +C GOTO 120 01 09970 +C ENDIF 01 09980 +C 1380 CONTINUE 01 09990 +C 01 10000 +C under certain conditions, uncertainties on E-gamma should be 01 10010 +C considered. First get uncertainty then compare. 01 10020 +C 01 10030 + CALL CNVS2U(STRGE,STRDGE,DUM1,DE) 01 10040 + IF(DE.EQ.0.) GO TO 1400 01 10050 + BEOFK=ETAB(1,1)-1. 01 10060 + IF((DE/EK(I)).GT.0.001 .AND. EK(I).LE. 100.) THEN 01 10070 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10080 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10090 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10100 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10110 + CALL GAMUNC(EK(I),DE) 01 10120 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10130 + ELSE IF((DE/EK(I)).GT.0.002 .AND. EK(I).LE. 200.) THEN 01 10140 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10150 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10160 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10170 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10180 + CALL GAMUNC(EK(I),DE) 01 10190 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10200 + ELSE IF((DE/EK(I)).GT.0.003 .AND. EK(I).LE. 300.) THEN 01 10210 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10220 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10230 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10240 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10250 + CALL GAMUNC(EK(I),DE) 01 10260 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10270 + ELSE IF((DE/EK(I)).GT.0.004 .AND. EK(I).LE. 400.) THEN 01 10280 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10290 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10300 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10310 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10320 + CALL GAMUNC(EK(I),DE) 01 10330 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10340 + ELSE IF((DE/EK(I)).GT.0.005 .AND. EK(I).LE. 500.) THEN 01 10350 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10360 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10370 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10380 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10390 + CALL GAMUNC(EK(I),DE) 01 10400 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10410 + ELSE IF((DE/EK(I)).GT.0.006 .AND. EK(I).LE. 600.) THEN 01 10420 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10430 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10440 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10450 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10460 + CALL GAMUNC(EK(I),DE) 01 10470 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10480 + ELSE IF((DE/EK(I)).GT.0.007 .AND. EK(I).LE. 700.) THEN 01 10490 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10500 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10510 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10520 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10530 + CALL GAMUNC(EK(I),DE) 01 10540 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10550 + ELSE IF((DE/EK(I)).GT.0.008 .AND. EK(I).LE. 800.) THEN 01 10560 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10570 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10580 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10590 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10600 + CALL GAMUNC(EK(I),DE) 01 10610 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10620 + ELSE IF((DE/EK(I)).GT.0.009 ) THEN 01 10630 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10640 + WRITE(36,FMT='(//,A,A,A,A,A)') 01 10650 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10660 + 1 ' E-Gamma=',STRGE, ' ', STRDGE 01 10670 + CALL GAMUNC(EK(I),DE) 01 10680 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10690 + ELSE IF(Z.GE.80 .AND. (EK(I)-BEOFK).LT.30) THEN 01 10700 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10710 + WRITE(36,FMT='(//,A,A,A,A,2F8.2)') 01 10720 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10730 + 1 ' E-Gamma=',STRGE, ' BEofK=', BEOFK,ETAB(1,1) 01 10740 + CALL GAMUNC(EK(I),DE) 01 10750 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10760 + ELSE IF(Z.GE.60 .AND. Z.LT.80 .AND. 01 10770 + 1 (EK(I)-BEOFK).GT.20) THEN 01 10780 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10790 + WRITE(36,FMT='(//,A,A,A,A,F8.2)') 01 10800 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10810 + 1 ' E-Gamma=',STRGE, ' BEofK=', BEOFK 01 10820 + CALL GAMUNC(EK(I),DE) 01 10830 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10840 + ELSE IF(Z.LT.60 .AND.(EK(I)-BEOFK).LT.10) THEN 01 10850 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10860 + WRITE(36,FMT='(//,A,A,A,A,F8.2)') 01 10870 + 1 ' E-Gamma +/- Delta E-Gamma calculation', 01 10880 + 1 ' E-Gamma=',STRGE, ' BEofK=', BEOFK 01 10890 + CALL GAMUNC(EK(I),DE) 01 10900 + WRITE(36,FMT='(/,2X,128(''=''))') 01 10910 + ENDIF 01 10920 + 1400 CONTINUE 01 10930 +C 01 10940 +C end if output loop 01 10950 +C 01 10960 + IF (NE .GE. (NP + 1)) THEN 01 10970 +C 01 10980 +C-REPLACE LAST 23 GAMMA DATA FIT WITH NEXT 23 DATA TO BE FIT 01 10990 +C 01 11000 + DO 1410 K = NP+1, NE 01 11010 + KNP = K - NP 01 11020 + E(KNP) = E(K) 01 11030 + EK(KNP) = EK(K) 01 11040 + QARD(KNP)=QARD(K) 01 11050 + QRDSEQ(KNP) = QRDSEQ(K) 01 11060 + 1410 CONTINUE 01 11070 + NE = NE - NP 01 11080 + GOTO 510 01 11090 + ENDIF 01 11100 +C 01 11110 + WRITE(36, 9900)Char(12) 01 11120 + IF (EOF5) GOTO 1600 01 11130 + IF (MOREG) GOTO 400 01 11140 + GOTO 120 01 11150 +C 01 11160 + 1500 WRITE(36, 9900)' REQUESTED Z IS OUTSIDE TABLE RANGE' 01 11170 + 1510 READ(35, 9900, END=1600) CARD 01 11180 + CRDSEQ = CRDSEQ + 1 01 11190 + IF (CARD(1:8).EQ.' ') GO TO 1510 01 11200 + SKPRD = .TRUE. 01 11210 + GOTO 120 01 11220 + 1520 WRITE(6,9900) ' INPUT FILE OPEN ERROR' 01 11230 + GO TO 1610 01 11240 +C 01 11250 + 1600 WRITE(6,9900)' END OF REQUEST LIST ' 01 11260 + 1610 CONTINUE 01 11270 +C+++MDC+++ 01 11280 +C...VAX 01 11290 +C/ CALL EXIT 01 11300 +C...IPC,DVF,ANS 01 11310 +C/ STOP 01 11320 +C---MDC--- 01 11330 + END 01 11340 + 02 00010 + SUBROUTINE OUTCC(NMP,MPORS,SKIP,NETAB,SCOMNT) 02 00020 +C 02 00030 +C outputs CC values 02 00040 +C 02 00050 +C MPORS 1 when mixed transition 02 00060 +C 0 single 02 00070 +C 02 00080 + INTEGER MP1,MPSW 02 00090 + REAL DATM(10, 8),RKL(8),RML(8),TCC(8),TCL(8),TCM(8),TLE(8), 02 00100 + 1 TME(8) 02 00110 + COMMON /OUTDAT/ DATM,TCL,RKL,TLE,TCM,RML,TME,TCC,MP1,MPSW 02 00120 + LOGICAL SKIP(10) 02 00130 + INTEGER NETAB(10),SCOMNT(10) 02 00140 + CHARACTER*10 LABEL 02 00150 +C 02 00160 + INTEGER K,IL,MPORS,J,NMP,M,MM 02 00170 +C 02 00180 + 9850 FORMAT (A, 2(10X,A41,10X)) 02 00190 + 9086 FORMAT(A, 5X, 5(2X, 1PE11.3, 1X)) 02 00200 + 9089 FORMAT(///A,5X, 5(2X, 1PE11.3, 1X)) 02 00210 + 9186 FORMAT(A, 2(5X, 4(2X, 1PE11.3, 1X))) 02 00220 + 9187 FORMAT(A, 2(5X, 4(4X, F5.2, 5X))) 02 00230 + 9189 FORMAT(///A, 2(5X, 4(2X, 1PE11.3, 1X))) 02 00240 +C 02 00250 +C K IL=1 02 00260 +C 02 00270 + K = 1 02 00280 + IL = 1 02 00290 + Write(36,'(/)') 02 00300 + IF (SKIP(K)) THEN 02 00310 + IF (NETAB(K) .EQ. 0) WRITE(36, 9850) ' K ', 02 00320 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ', 02 00330 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ' 02 00340 + IF (NETAB(K) .NE. 0) THEN 02 00350 + IF(SCOMNT(K).EQ.1) WRITE(36, 9850) ' K ', 02 00360 + 1 'TOO CLOSE TO BINDING ENERGY ', 02 00370 + 1 'TOO CLOSE TO BINDING ENERGY ' 02 00380 + IF(SCOMNT(K).NE.1) WRITE(36, 9850) ' K ', 02 00390 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL', 02 00400 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL' 02 00410 + ENDIF 02 00420 + ELSE 02 00430 + IF (MPORS.EQ.0) WRITE(36, 9186) 02 00440 + 1 ' K ',(DATM(K, J), J = 1, NMP) 02 00450 + IF(MPORS.GT.0) WRITE(36, 9086) 02 00460 + 1 ' K ',(DATM(K, J), J = 1, NMP) 02 00470 + ENDIF 02 00480 +C 02 00490 +C L1,L2,L3 IL=2,3,4 02 00500 +C THOUGH ANY OF THIS IS SKIPPED,CONTINUE TO THE OTHER L'S 02 00510 +C 02 00520 + WRITE(36,FMT='(A)') ' ' 02 00530 + LABEL=' L ' 02 00540 + DO 1180 K = 2, 4 02 00550 + IL = K 02 00560 + WRITE(LABEL(10:10),FMT='(I1)') K-1 02 00570 + IF (SKIP(K)) THEN 02 00580 + IF (NETAB(K) .EQ. 0) WRITE(36, 9850) LABEL, 02 00590 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ', 02 00600 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ' 02 00610 + IF (NETAB(K) .NE. 0) THEN 02 00620 + IF(SCOMNT(K).EQ.1) WRITE(36, 9850) LABEL, 02 00630 + 1 'TOO CLOSE TO BINDING ENERGY ', 02 00640 + 1 'TOO CLOSE TO BINDING ENERGY ' 02 00650 + IF(SCOMNT(K).NE.1) WRITE(36, 9850) LABEL, 02 00660 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL', 02 00670 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL' 02 00680 + ENDIF 02 00690 + ELSE 02 00700 + IF(MPORS.EQ.0) WRITE(36, 9186) 02 00710 + 1 LABEL,(DATM(K, J), J = 1, NMP) 02 00720 + IF(MPORS.GT.0) WRITE(36, 9086) 02 00730 + 1 LABEL,(DATM(K, J), J = 1, NMP) 02 00740 + ENDIF 02 00750 + 1180 CONTINUE 02 00760 +C 02 00770 +C TOTAL L IL=10 02 00780 +C 02 00790 + IL = 10 02 00800 + IF(.NOT.SKIP(2) .AND. .NOT.SKIP(3) .AND. .NOT.SKIP(4)) 02 00810 + 1 THEN 02 00820 + Write(36,'(/)') 02 00830 + IF(MPORS.EQ.0) WRITE(36, 9186) 02 00840 + 1 ' TOTAL-L ',(TCL(J), J = 1, NMP) 02 00850 + IF(MPORS.GT.0) WRITE(36, 9086) 02 00860 + 1 ' TOTAL-L ',(TCL(J), J = 1, NMP) 02 00870 + ENDIF 02 00880 +C 02 00890 +C K/L IL=11 02 00900 +C 02 00910 + IF (.NOT.SKIP(1)) THEN 02 00920 + IL = IL + 1 02 00930 + IF (RKL(1) .NE. 0.) THEN 02 00940 + IF(MPORS.EQ.0) WRITE(36, 9187) 02 00950 + 1 ' K/L ',(RKL(J), J = 1, NMP) 02 00960 + IF(MPORS.GT.0) WRITE(36, 9187) 02 00970 + 1 ' K/L ',(RKL(J), J = 1, 3) 02 00980 + ENDIF 02 00990 +C 02 01000 +C K+1.33L IL=12 02 01010 +C 02 01020 + IL = IL + 1 02 01030 + IF(MPORS.EQ.0) WRITE(36, 9186) 02 01040 + 1 ' K+1.33L ',(TLE(J), J = 1, NMP) 02 01050 + IF(MPORS.GT.0) WRITE(36, 9086) 02 01060 + 1 ' K+1.33L ',(TLE(J), J = 1, NMP) 02 01070 + ENDIF 02 01080 +C 02 01090 +C M1,M2,M3,M4,M5 IL=5,6,7,8,9 02 01100 +C 02 01110 + WRITE(36,FMT='(A)') ' ' 02 01120 + LABEL=' M ' 02 01130 + DO 1190 K = 5, 9 02 01140 + IL = K 02 01150 + WRITE(LABEL(10:10),FMT='(I1)') K-4 02 01160 + IF (SKIP(K)) THEN 02 01170 + IF (NETAB(K) .EQ. 0) WRITE(36, 9850) LABEL, 02 01180 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ', 02 01190 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ' 02 01200 + IF (NETAB(K) .NE. 0) THEN 02 01210 + IF(SCOMNT(K).EQ.1) WRITE(36, 9850) LABEL, 02 01220 + 1 'TOO CLOSE TO BINDING ENERGY ', 02 01230 + 1 'TOO CLOSE TO BINDING ENERGY ' 02 01240 + IF(SCOMNT(K).NE.1) WRITE(36, 9850) LABEL, 02 01250 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL', 02 01260 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL' 02 01270 + ENDIF 02 01280 + ELSE 02 01290 + IF(MPORS.EQ.0) WRITE(36, 9186) 02 01300 + 1 LABEL,(DATM(K, J), J = 1, NMP) 02 01310 + IF(MPORS.GT.0) WRITE(36, 9086) 02 01320 + 1 LABEL,(DATM(K, J), J = 1, NMP) 02 01330 + ENDIF 02 01340 + 1190 CONTINUE 02 01350 +C 02 01360 +C TOTAL M,M/L AND K+L+1.33M 02 01370 +C 02 01380 + DO 1200 M = 5, 9 02 01390 + IF (SKIP(M)) GOTO 1210 02 01400 + 1200 CONTINUE 02 01410 +C 02 01420 +C TOTAL M IL=13 02 01430 +C 02 01440 + IL = 13 02 01450 + Write(36,'(/)') 02 01460 + IF(MPORS.EQ.0) WRITE(36, 9186) ' TOTAL-M ', 02 01470 + 1 (TCM(J), J = 1, NMP) 02 01480 + IF(MPORS.GT.0) WRITE(36, 9086) ' TOTAL-M ', 02 01490 + 1 (TCM(J), J = 1, NMP) 02 01500 +C 02 01510 +C M/L IL=14 02 01520 +C 02 01530 + IF (.NOT.SKIP(2)) THEN 02 01540 + IL = IL + 1 02 01550 + IF (RML(1) .NE. 0.) THEN 02 01560 + IF(MPORS.EQ.0) WRITE(36, 9187) 02 01570 + 1 ' M/L ',(RML(J), J = 1, NMP) 02 01580 + IF(MPORS.GT.0) WRITE(36, 9187) 02 01590 + 1 ' M/L ',(RML(J), J = 1, 3) 02 01600 + ENDIF 02 01610 +C 02 01620 +C K+L+1.33M IL=15 02 01630 +C 02 01640 + IF(.NOT.SKIP(1)) THEN 02 01650 + IL = IL + 1 02 01660 + IF(MPORS.EQ.0) WRITE(36, 9186) 02 01670 + 1 ' K+L+1.33M',(TME(J), J = 1, NMP) 02 01680 + IF(MPORS.GT.0) WRITE(36, 9086) 02 01690 + 1 ' K+L+1.33M',(TME(J), J = 1, NMP) 02 01700 + ENDIF 02 01710 + ENDIF 02 01720 + 1210 K = 10 02 01730 + IL = 16 02 01740 + Write(36,'(/)') 02 01750 + WRITE(36, FMT='(A)') ' N+O+ FROM' 02 01760 + IL = IL + 1 02 01770 + IF (SKIP(K)) THEN 02 01780 + IF (NETAB(K) .EQ. 0) WRITE(36, 9850) ' DRAGOUN ', 02 01790 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ', 02 01800 + 1 'Z IS OUTSIDE TABLE RANGE FOR THIS SHELL ' 02 01810 + IF (NETAB(K) .NE. 0) THEN 02 01820 + IF(SCOMNT(K).EQ.1) WRITE(36, 9850) ' DRAGOUN ', 02 01830 + 1 'TOO CLOSE TO BINDING ENERGY ', 02 01840 + 1 'TOO CLOSE TO BINDING ENERGY ' 02 01850 + IF(SCOMNT(K).NE.1) WRITE(36, 9850) ' DRAGOUN ', 02 01860 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL', 02 01870 + 1 'ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL' 02 01880 + ENDIF 02 01890 + ELSE 02 01900 +C 02 01910 +C N+O+FROM DRAGOUM 02 01920 +C 02 01930 + IF(MPORS.EQ.0)WRITE(36, 9186) 02 01940 + 1 ' DRAGOUN ',(DATM(K, J), J = 1, NMP) 02 01950 + IF(MPORS.GT.0)WRITE(36, 9086) 02 01960 + 1 ' DRAGOUN ',(DATM(K, J), J = 1, NMP) 02 01970 + DO 1230 MM = 1, 9 02 01980 + IF (SKIP(MM)) GOTO 1240 02 01990 +1230 CONTINUE 02 02000 + IL = IL + 1 02 02010 +C 02 02020 +C K+L+M+NO+ 02 02030 +C 02 02040 + IF(MPORS.EQ.0) WRITE(36, 9189) 02 02050 + 1 ' K+L+M+NO+',(TCC(J), J = 1, NMP) 02 02060 + IF(MPORS.GT.0) WRITE(36, 9089) 02 02070 + 1 ' K+L+M+NO+',(TCC(J), J = 1, NMP) 02 02080 + ENDIF 02 02090 + 1240 CONTINUE 02 02100 + Write(36,FMT='(/,2A)') 02 02110 + 2 ' L=3, 4 CC''s multiplied by 0.975 10, 0.975 5, respectively', 02 02120 + 3 ' (Cf. 90Ne01).' 02 02130 + RETURN 02 02140 + END 02 02150 + 03 00010 + BLOCK DATA 03 00020 + REAL A(23) 03 00030 + REAL B(4) 03 00040 + REAL C(23) 03 00050 + REAL D(4, 23) 03 00060 + REAL E(23) 03 00070 + REAL F(23) 03 00080 + REAL H(23) 03 00090 + REAL S(23) 03 00100 + REAL T(23) 03 00110 + REAL X(23) 03 00120 + REAL Y(23) 03 00130 + COMMON /C1/ A, B, C, D, E, F, H, S, T, X, Y 03 00140 +C 03 00150 + REAL E1 03 00160 + REAL E2 03 00170 + INTEGER NS 03 00180 + INTEGER L 03 00190 + INTEGER N 03 00200 + REAL ALPHA(23) 03 00210 + INTEGER NP 03 00220 + REAL EE(23) 03 00230 + COMMON /C2/ E1, E2, NS, L, N, ALPHA, NP, EE 03 00240 +C 03 00250 + DATA A, B, C, D, E, F, H, S, T, X, Y /303 * 0.0/ 03 00260 + DATA E1, E2, ALPHA, EE /48 * 0.0/ 03 00270 + DATA NS, L, N, NP / 4 * 0/ 03 00280 + END 03 00290 + 04 00010 + SUBROUTINE FIT 04 00020 +C 04 00030 + REAL A(23), B(4), C(23), D(4, 23), E(23), F(23), H(23), 04 00040 + + S(23), T(23), X(23), Y(23) 04 00050 + COMMON /C1/ A, B, C, D, E, F, H, S, T, X, Y 04 00060 +C 04 00070 + INTEGER NS, L, N, NP 04 00080 + REAL E1, E2, ALPHA(23), EE(23) 04 00090 + COMMON /C2/ E1, E2, NS, L, N, ALPHA, NP, EE 04 00100 +C 04 00110 + INTEGER NE2,NN,I,M,J,L1,M1 04 00120 + REAL W 04 00130 + Double Precision dalpha 04 00140 +C 04 00150 + Double Precision DABS,DBLE,DEXP 04 00160 + Intrinsic DABS,DBLE,DEXP 04 00170 +C 04 00180 + REAL ERG(23, 5), EN(23) 04 00190 + DATA ERG/ 04 00200 + A 1.0, 1.7, 3.0, 6.2, 10.0, 14.0, 20.0, 04 00210 + B 28.0, 40.0, 53.0, 70.0, 83.0, 100.0, 123.0, 04 00220 + C 150.0, 215.0, 300.0, 390.0, 500.0, 730.0, 1000.0, 04 00230 + D 1250.0, 1500.0, 04 00240 + E 1.0, 1.7, 3.0, 6.2, 10.0, 14.0, 20.0, 04 00250 + F 28.0, 40.0, 53.0, 70.0, 83.0, 100.0, 123.0, 04 00260 + G 150.0, 215.0, 300.0, 390.0, 500.0, 730.0, 1000.0, 04 00270 + H 1500.0, 0.0, 04 00280 + I 1.0, 2.0, 4.0, 8.0, 15.0, 25.0, 40.0, 04 00290 + J 52.0, 70.0, 103.0, 150.0, 280.0, 500.0, 0.0, 04 00300 + K 9* 0.0, 04 00310 + L 50.0, 70.0, 100.0, 150.0, 200.0, 500.0, 0.0, 04 00320 + M 16* 0.0, 04 00330 + N 15.0, 17.0, 20.0, 25.0, 32.0, 40.0, 50.0, 04 00340 + O 65.0, 80.0, 100.0, 120.0, 150.0, 200.0, 300.0, 04 00350 + P 450.0, 650.0, 1000.0, 2000.0, 6000.0, 4* 0.0/ 04 00360 +C 04 00370 +C ALL ENTRIES GIVEN FOR A PARTICULAR CASE MUST BE USED 04 00380 +C E1 = LOWEST TABULATED ENERGY OF SUBSHELL TO BE INTERPOLATED, EXCEP04 00390 +C *TOTAL* L- OR M-SHELLS IN WHICH CASE E1=-1.0 WE DO NOT INTERPOLA 04 00400 +C IN TOTAL L OR M SHELL , WE INTERPOLATE IN SUBSHELLS AND THEN 04 00410 +C SUM THE SEPARATE SUBSHELL VALUES 04 00420 +C E2 = LOWEST TABULATED ENERGY OF THE K, L2, M5 SUBSHELLS FOR THE 04 00430 +C INTERPOLATION IN THE K, L, M SHELLS, RESPECTIVELY 04 00440 +C NS = 1, 2, 3 FOR THE K, L, M SHELLS, RESPECTIVELY 04 00450 +C L = MULTIPOLE ORDER FOR THE CASE TO BE INTERPOLATED 04 00460 +C N = NUMBER OF VALUES GIVEN IN EACH CASE IN THE TABLE 04 00470 +C ALPHA = LIST OF CONVERSION COEFFICIENTS FROM THE TABLE 04 00480 +C NP = NUMBER OF CONVERSION COEFFICIENTS TO BE INTERPOLATED, MUST BE04 00490 +C THAN 24 04 00500 +C EE = LIST OF GAMMA RAY ENERGIES OF THE VALUES TO BE DETERMINED 04 00510 +C 04 00520 + l1=1 04 00530 + m1=n 04 00540 +C 04 00550 + IF (NS .GE. 4) GOTO 21 04 00560 +C 04 00570 + IF (NS .EQ. 1) E2 = E1 04 00580 + E1 = -E1 + 1. 04 00590 + E2 = -E2 + 1. 04 00600 + NE2 = -E2 + 0.501 04 00610 + NN = N 04 00620 + IF (NN .LT. 6) GOTO 10 04 00630 + DO 15 I = 6, NN 04 00640 + M = ERG(I, NS) + 0.01 04 00650 + J = M + NE2 04 00660 + IF (.NOT. (M .LT. 150)) GOTO 11 04 00670 + J = (10 * J + 5) / 10 04 00680 + GOTO 14 04 00690 + 11 IF (.NOT. (M .LT. 390)) GOTO 12 04 00700 + J = 5 * ((10 * J + 25) / 50) 04 00710 + GOTO 14 04 00720 + 12 IF (.NOT. (M .LT. 1000)) GOTO 13 04 00730 + J = 10 * ((J + 5) / 10) 04 00740 + GOTO 14 04 00750 +C (M .GE. 1000) 04 00760 + 13 J = 50 * ((J + 25) / 50) 04 00770 +C 04 00780 + 14 EN(I) = J 04 00790 + C(I) = EN(I) + E1 04 00800 + 15 CONTINUE 04 00810 +C 04 00820 + 10 DO 16 I = 1, 5 04 00830 + C(I) = ERG(I, NS) 04 00840 + EN(I) = ERG(I, NS) - E1 04 00850 + 16 CONTINUE 04 00860 + DO 17 I = 1, N 04 00870 + C(I) = ALOG(SQRT((1021.952 + C(I)) * C(I))) 04 00880 + 17 CONTINUE 04 00890 + DO 18 I = 1, NP 04 00900 + W = EE(I) + E1 04 00910 + IF (W .LT. 0) GOTO 18 04 00920 + X(I) = ALOG(SQRT((1021.952 + W) * W)) 04 00930 + 18 CONTINUE 04 00940 + M = 2 * L + 1 04 00950 + DO 19 I = 1, N 04 00960 + A(I) = ALOG(ALPHA(I) * EN(I) ** M) 04 00970 + 19 CONTINUE 04 00980 + CALL SPLINE(N, NP) 04 00990 + DO 20 I = 1, NP 04 01000 + If((ee(i).LT.en(l1)) .OR. (ee(i).GT.en(m1)))Then 04 01010 + alpha(i)=-1. 04 01020 + Else 04 01030 + dalpha=DEXP(DBLE(y(i))) 04 01040 + If(m .GT. 0)Then 04 01050 + Do 100 j=1,m 04 01060 + If(DABS(dalpha) .EQ. 0.0)GoTo 110 04 01070 + dalpha=dalpha/DBLE(ee(i)) 04 01080 +100 Continue 04 01090 + EndIf 04 01100 +110 Continue 04 01110 + alpha(i)=dalpha 04 01120 + EndIf 04 01130 + 20 CONTINUE 04 01140 + GOTO 33 04 01150 +C 04 01160 +C-NEW SECTION TO INTERPOLATE ICC FROM TABLES OTHER THAN HAGER-SELTZER 04 01170 +C-NS=4 IS THE N+O+... FROM DRAGOUN ET AL. 04 01180 +C-NS=5 IS THE K,L FOR Z < 30 FROM BAND ET AL. 04 01190 +C 04 01200 + 21 DO 22 I = 1, N 04 01210 + EN(I) = ERG(I, NS) 04 01220 + C(I) = ERG(I, NS) 04 01230 + C(I) = ALOG(SQRT((1021.952 + C(I)) * C(I))) 04 01240 + 22 CONTINUE 04 01250 + DO 23 I = 1, NP 04 01260 + IF (EE(I) .LT. E1) GOTO 23 04 01270 + X(I) = ALOG(SQRT((1021.952 + EE(I)) * EE(I))) 04 01280 + 23 CONTINUE 04 01290 + M = 2 * L + 1 04 01300 + DO 24 I = 1, N 04 01310 + A(I) = ALOG(ALPHA(I) * EN(I) **M) 04 01320 + 24 CONTINUE 04 01330 + CALL SPLINE(N, NP) 04 01340 + DO 25 I = 1, NP 04 01350 + If((ee(i).LT.en(l1)) .OR. (ee(i).GT.en(m1)))Then 04 01360 + alpha(i)=-1. 04 01370 + Else 04 01380 + dalpha=DEXP(DBLE(y(i))) 04 01390 + If(m .GT. 0)Then 04 01400 + Do 200 j=1,m 04 01410 + If(DABS(dalpha) .EQ. 0.0)GoTo 210 04 01420 + dalpha=dalpha/DBLE(ee(i)) 04 01430 +200 Continue 04 01440 + EndIf 04 01450 +210 Continue 04 01460 + alpha(i)=dalpha 04 01470 + EndIf 04 01480 + 25 CONTINUE 04 01490 +C 04 01500 + 33 Continue 04 01510 + RETURN 04 01520 + END 04 01530 + 05 00010 + SUBROUTINE SPLINE(N, NP) 05 00020 +C 05 00030 + REAL A(23), B(4), C(23), D(4, 23), E(23), F(23), H(23), 05 00040 + + S(23), T(23), X(23), Y(23) 05 00050 + COMMON /C1/ A, B, C, D, E, F, H, S, T, X, Y 05 00060 +C 05 00070 + INTEGER I,M,N,MS,L,K,NP,K1 05 00080 + REAL AA,Z,ZP 05 00090 +C 05 00100 + M = N - 1 05 00110 + DO 7 I = 1, M 05 00120 + E(I) = C(I + 1) - C(I) 05 00130 + F(I) = A(I + 1) - A(I) 05 00140 + 7 CONTINUE 05 00150 + MS = N - 2 05 00160 + DO 8 I = 1, MS 05 00170 + D(1, I) = E(I + 1) 05 00180 + D(2, I) = 2. * (E(I) + E(I + 1)) 05 00190 + D(3, I) = E(I) 05 00200 + D(4, I)= 3. * (E(I + 1) * F(I) / E(I) + E(I) * F(I + 1) / 05 00210 + + E(I + 1)) 05 00220 + 8 CONTINUE 05 00230 + S(1) = -1. 05 00240 + T(1) = 2. * F(1) / E(1) 05 00250 + DO 9 I = 2, M 05 00260 + L = I - 1 05 00270 + S(I) = -(D(1, L) + D(2, L) * S(L)) / (D(3, L) * S(L)) 05 00280 + T(I) = (-T(L) * (D(2, L) + D(3, L) * S(I)) + D(4, L)) / 05 00290 + + D(3, L) 05 00300 + 9 CONTINUE 05 00310 + AA = 2. * F(M) / E(M) 05 00320 + H(N) = (T(M) + AA * S(M)) / (S(M) + 1.) 05 00330 + DO 10 I = 1, M 05 00340 + K = N - I 05 00350 + H(K) = (H(K + 1) - T(K)) / S(K) 05 00360 + 10 CONTINUE 05 00370 + DO 12 I = 1, NP 05 00380 + DO 13 K = 1, M 05 00390 + k1=k 05 00400 + IF (X(I) .LT. C(K + 1)) GOTO 14 05 00410 + 13 CONTINUE 05 00420 + k1=k1-1 05 00430 + 14 Continue 05 00440 + Z = (C(K1 + 1) - C(K1)) / 2. 05 00450 + B(3) = (H(K1 + 1) - H(K1)) / (4. * Z) 05 00460 + B(4) = .25 * ((H(K1 + 1) + H(K1)) * Z - A(K1 + 1) + A(K1)) / 05 00470 + + Z ** 3 05 00480 + B(1) = (A(K1 + 1) + A(K1) - 2. * B(3) * Z ** 2) / 2. 05 00490 + B(2) = (H(K1 + 1) + H(K1) - 6. * B(4) * Z ** 2) / 2. 05 00500 + ZP = X(I) - (C(K1 + 1) + C(K1)) / 2. 05 00510 + Y(I) = B(1) + ZP * (B(2) + ZP * (B(3) + ZP * B(4))) 05 00520 + 12 CONTINUE 05 00530 + RETURN 05 00540 + END 05 00550 + SUBROUTINE SORT_LOCAL(BASE, N, QARD, QRDSEQ) 06 00010 +C 06 00020 +C... SORTS THE FIRST N ELEMENTS OF BASE IN ASCENDING ORDER 06 00030 +C... CARRYING ALONG QARD AND QRDSEQ. 06 00040 +C 06 00050 +C... BASE IS SORTED BY A BUBBLE SORT AND A TAG ARRAY GOES WITH IT. 06 00060 +C... THEN QARD, QRDSEQ ARE PERMUTED BY USE OF THE TAG ARRAY. 06 00070 +C 06 00080 + REAL BASE(100) 06 00090 + INTEGER N 06 00100 + INTEGER QRDSEQ(100) 06 00110 + INTEGER TAG(100) 06 00120 + REAL XBASE 06 00130 + INTEGER XTAG 06 00140 + INTEGER XQRDSQ 06 00150 + INTEGER IEND, ISTART 06 00160 + CHARACTER*160 QARD(100),XQARD 06 00170 +C 06 00180 + INTEGER I,J,JJ 06 00190 +C 06 00200 +C... MAKE SURE N > 1. 06 00210 +C 06 00220 + IF (N .LE. 1) GOTO 99 06 00230 +C 06 00240 +C... INITIALIZE TAG ARRAY. 06 00250 +C 06 00260 + DO 10 I = 1, N 06 00270 + TAG(I) = I 06 00280 + 10 CONTINUE 06 00290 +C 06 00300 +C... SORT BASE AND TAG ARRAYS. 06 00310 +C 06 00320 + DO 30 I = 2, N 06 00330 + DO 20 J = 2, I 06 00340 + JJ = I + 2 - J 06 00350 + IF (.NOT. (BASE(JJ) .LT. BASE(JJ - 1))) GOTO 30 06 00360 + XBASE = BASE(JJ) 06 00370 + XTAG = TAG(JJ) 06 00380 + BASE(JJ) = BASE(JJ - 1) 06 00390 + TAG(JJ) = TAG(JJ - 1) 06 00400 + BASE(JJ - 1) = XBASE 06 00410 + TAG(JJ - 1) = XTAG 06 00420 + 20 CONTINUE 06 00430 + 30 CONTINUE 06 00440 +C 06 00450 +C... PERMUTE THE STRING ARRAYS BY FOLLOWING THE TAG CHAINS. 06 00460 +C... IEND HOLDS THE START (END) OF THE CHAIN. 06 00470 +C... SET ALL USED CHAINS TO ZERO AS YOU GO TO BE ABLE TO 06 00480 +C... PICK UP THE NEXT CHAIN. 06 00490 +C 06 00500 +C... FIND START OF CHAIN. 06 00510 +C 06 00520 + ISTART = 1 06 00530 + 40 DO 50 IEND = ISTART, N 06 00540 + IF (TAG(IEND) .NE. 0) GOTO 60 06 00550 + 50 CONTINUE 06 00560 +C... ALL TAGS ZERO, NO MORE CHAINS, RETURN. 06 00570 + GOTO 99 06 00580 +C 06 00590 +C... SAVE FIRST ELEMENT OF CHAIN. 06 00600 +C 06 00610 + 60 XQARD=QARD(IEND) 06 00620 + XQRDSQ = QRDSEQ(IEND) 06 00630 +C 06 00640 +C... LOOP THROUGH CHAIN UNTIL WE COME BACK TO IEND. 06 00650 +C 06 00660 + I = IEND 06 00670 + J = TAG(I) 06 00680 + 70 IF (.NOT. (J .NE. IEND)) GOTO 80 06 00690 + TAG(I) = 0 06 00700 + QARD(I)=QARD(J) 06 00710 + QRDSEQ(I)= QRDSEQ(J) 06 00720 + I = J 06 00730 + J = TAG(I) 06 00740 + GOTO 70 06 00750 +C 06 00760 +C... STORE SAVED ELEMENT. 06 00770 +C 06 00780 + 80 TAG(I) = 0 06 00790 + QARD(I)=XQARD 06 00800 + QRDSEQ(I) = XQRDSQ 06 00810 +C 06 00820 +C... FIND NEXT CHAIN. 06 00830 +C 06 00840 + ISTART = IEND + 1 06 00850 + IF (ISTART .LE. N) GOTO 40 06 00860 +C 06 00870 +C... RETURN WHEN NO MORE CHAINS FOUND. 06 00880 +C 06 00890 + 99 RETURN 06 00900 + END 06 00910 + 07 00010 + SUBROUTINE ILOOP 07 00020 +C 07 00030 + INTEGER NS, L, N, NP 07 00040 + REAL E1, E2, ALPHA(23), EE(23) 07 00050 + COMMON /C2/ E1, E2, NS, L, N, ALPHA, NP, EE 07 00060 +C 07 00070 + INTEGER I,M 07 00080 +C 07 00090 + I = 1 07 00100 + 10 IF (I .GT. NP) RETURN 07 00110 + IF (EE(I) .GE. E1) GOTO 30 07 00120 + IF (NP .LE. 1) GOTO 30 07 00130 + NP = NP - 1 07 00140 + DO 20 M = I, NP 07 00150 + EE(M) = EE(M + 1) 07 00160 + 20 CONTINUE 07 00170 + I = I - 1 07 00180 + 30 I = I + 1 07 00190 + GOTO 10 07 00200 + END 07 00210 + 08 00010 + SUBROUTINE DATSTR(X, DX, SX, LENX, SDX, LENDX, MPSW) 08 00020 +C 08 00030 +C... X, DX ARE DOUBLE PRECISION DATA VALUE AND UNCERTAINTY. 08 00040 +C... SX, SDX ARE OUTPUT STRINGS FOR X, DX IN ENSDF FORMAT. 08 00050 +C... LENX, LENDX ARE THE DESIRED LENGTH OF SX, SDX. 08 00060 +C... MPSW IS THE MULTIPOLE SWITCH: 08 00070 +C... 1 FOR THEORECTICAL VALUES; I.E., NO UNCERTAINTY NEEDED. 08 00080 +C... 3,4 FOR MIXED TRANSITION, WHERE UNCERTAINTY COMES FROM 08 00090 +C... UNCERTAINTY IN DELTA. 08 00100 +C 08 00110 + DOUBLE PRECISION X, DX 08 00120 + INTEGER LENX, LENDX, MPSW 08 00130 + CHARACTER*(*) SX,SDX 08 00140 +C 08 00150 + INTEGER IPFLG,I,IDX 08 00160 + DOUBLE PRECISION LOCX,LOCDX 08 00170 + CHARACTER*2 SAVSDX 08 00180 +C 08 00190 + INTEGER IVLSTR 08 00200 + EXTERNAL IVLSTR 08 00210 +C 08 00220 + INTEGER LEN 08 00230 + INTRINSIC LEN 08 00240 +C 08 00250 + IPFLG = 0 08 00260 + LOCX=X 08 00270 + LOCDX=DX 08 00280 +C Change artificial uncertainty from 1% to 3% (TWB 03-Sep-92) 08 00290 + IF (MPSW .EQ. 1) LOCDX = 0.03 * LOCX 08 00300 + IF (DX .EQ. 0.0) LOCDX = 0.03 * LOCX 08 00310 +C 08 00320 + 10 CALL DCNVUS(LOCX, LOCDX, SX, LENX, SDX, LENDX) 08 00330 + IF(SX(1:1).NE.'*') GOTO 100 08 00340 + IF(IPFLG .EQ. 0)THEN 08 00350 + CALL DCNVUS(LOCX,LOCDX,SX,LEN(SX),SAVSDX,LEN(SAVSDX)) 08 00360 + ENDIF 08 00370 +C... IF DCNVUS RETURNS *'S; INCREASE DX UNTIL IT WORKS 08 00380 + WRITE(36, 1001) LOCX, LOCDX 08 00390 + 1001 FORMAT(' UNCERTAINTY IS BEING INCREASED FOR ROUNDOFF. ', 08 00400 + + 'ORIGINAL VALUES: X= ', E10.3, ' DX= ', E10.3) 08 00410 + IPFLG = IPFLG + 1 08 00420 + LOCDX = 10.0D0 * LOCDX 08 00430 + GOTO 10 08 00440 +C 08 00450 + 100 IF (IPFLG .EQ. 0) RETURN 08 00460 + IDX=IVLSTR(SAVSDX) 08 00470 + DO 110 I=1,IPFLG 08 00480 + IDX=NINT(FLOAT(IDX)/10.) 08 00490 +110 CONTINUE 08 00500 + IF(IDX .LE. 0)THEN 08 00510 + SDX=' ' 08 00520 + ELSE 08 00530 + CALL NUMSTR(IDX,SDX) 08 00540 + ENDIF 08 00550 + RETURN 08 00560 + END 08 00570 + 09 00010 + SUBROUTINE CENTER(STR,IFIELD) 09 00020 +C 09 00030 +C Take STR and center its characters in STR(1:IFIELD) 09 00040 +C 09 00050 + CHARACTER*(*) STR 09 00060 + INTEGER IFIELD 09 00070 +C 09 00080 + INTEGER I,LAST 09 00090 +C 09 00100 + INTEGER LENSTR 09 00110 + EXTERNAL LENSTR 09 00120 +C 09 00130 + CALL LBSUP(STR) 09 00140 + LAST=LENSTR(STR) 09 00150 + IF(LAST.GE.IFIELD) RETURN 09 00160 + I=IFIELD - (IFIELD-LAST)/2 09 00170 + CALL PADLFT(STR,I) 09 00180 + RETURN 09 00190 + END 09 00200 + 10 00010 + REAL FUNCTION TUNCER(CCX,TCCP1,CC1,CC2,CC3,DCCX,DCC1,DCC2,DCC3) 10 00020 +C 10 00030 +C FINDS UNCERTAINTIES OF K/T, L/T, ETC ACCORDING TO THE FORMULA BY 10 00040 +C T.BURROWS. 10 00050 +C 10 00060 +C CCX - value of K coefficient(alpha-K, or KC), L coeff, M, or N+ 10 00070 +C coeff. For uncertainty of K/T, KC should be CCX, For 10 00080 +C uncertainty of L/T, CCX should be LC, etc. 10 00090 +C CC1, CC2, CC3 - other coefficients. 10 00100 +C DCCX- uncertainty of coefficients CCX 10 00110 +C DCC1, DCC2, DCC3 - uncertainties of other coefficients. 10 00120 +C TCCP1-total coeffecient(CC) + 1 10 00130 +C 10 00140 +C (uncertainty of K/T)**2= 10 00150 +C (d(K/T)/dKC)**2 * DKC + (d(K/T)/dLC)**2 * DLC + 10 00160 +C (d(K/T)/dMC)**2 * DMC + (d(K/T)/dNC)**2 * DNC 10 00170 +C 10 00180 +C d(K/T)/dKC=(TCCP1 - KC)/(TCCP1**2) 10 00190 +C d(K/T)/dLC=(-KC)/(TCCP1**2) =d(K/T)/dMC=d(K/T)/dNC 10 00200 +C 10 00210 + REAL CCX,TCCP1,CC1,CC2,CC3,DCCX,DCC1,DCC2,DCC3 10 00220 +C 10 00230 + REAL P1,P2 10 00240 +C 10 00250 + P1=(TCCP1-CCX)/TCCP1/TCCP1 10 00260 + P2=-CCX/TCCP1/TCCP1 10 00270 + TUNCER=P1*P1*DCCX*DCCX + P2*P2*DCC1*DCC1 + 10 00280 + 1 P2*P2*DCC2*DCC2 + P2*P2*DCC3*DCC3 10 00290 + TUNCER=TUNCER**.5 10 00300 + RETURN 10 00310 + END 10 00320 + 11 00010 + SUBROUTINE HSICAL(NPOLD,EK,ALPHE) 11 00020 +C 11 00030 +C Calculation section to obtain ICC's 11 00040 +C 11 00050 +C-'FIT' CALLED FOR EACH GAMMA ENERGY > BINDING ENERGY 11 00060 +C-ENERGIES < BINDING ENERGY ARE TAKEN OUT FOR 'FIT', 11 00070 +C-THEN PUT BACK IN FOR OUTPUT 11 00080 +C 11 00090 + INTEGER NPOLD 11 00100 + REAL EK(100) 11 00110 + REAL ALPHE(23, 10, 8) 11 00120 +C 11 00130 +C Common HSCAL for subroutine HSICAL 11 00140 +C 11 00150 + REAL ALFTAB(23, 10, 8) 11 00160 + REAL ETAB(23, 10) 11 00170 + INTEGER NETAB(10) 11 00180 + INTEGER Z 11 00190 + COMMON /HSCAL/ Z,NETAB,ALFTAB,ETAB 11 00200 +C 11 00210 +C-COMMON C2 DIMENSIONED FOR SUBROUTINE FIT 11 00220 +C 11 00230 + INTEGER NS, L, N, NP 11 00240 + REAL E1, E2, ALPHA(23), EE(23) 11 00250 + COMMON /C2/ E1, E2, NS, L, N, ALPHA, NP, EE 11 00260 +C 11 00270 + INTEGER I,J,K,NPOLMJ,ME,M 11 00280 +C 11 00290 + DO 140 I = 1, 23 11 00300 + ALPHA(I) = 0.0 11 00310 + EE(I) = 0.0 11 00320 + 140 CONTINUE 11 00330 + NP=NPOLD 11 00340 + DO 200 I=1,NP 11 00350 + EE(I)=EK(I) 11 00360 + 200 CONTINUE 11 00370 +C 11 00380 +C-GET K-SHELL ICC (LOOP ENDS AT 69) 11 00390 +C 11 00400 + N = NETAB(1) 11 00410 + IF (N .NE. 0) THEN 11 00420 + E1 = ETAB(1, 1) 11 00430 + E2 = E1 11 00440 + NS = 1 11 00450 + IF (Z .LT. 30) NS = 5 11 00460 + K = 1 11 00470 + CALL ILOOP 11 00480 +C 11 00490 + DO 580 I = 1, 8 11 00500 + L = I 11 00510 + IF (L .GT. 4) L = I - 4 11 00520 + DO 550 J = 1, N 11 00530 + ALPHA(J) = ALFTAB(J, 1, I) 11 00540 + 550 CONTINUE 11 00550 + CALL FIT 11 00560 +C-RESET FOR NEXT CALL TO 'FIT' 11 00570 + E1 = ETAB(1, 1) 11 00580 + DO 570 J = 1, NPOLD 11 00590 + IF (EK(J) .LT. E1) THEN 11 00600 + NPOLMJ = NPOLD - J 11 00610 + DO 560 ME = 1, NPOLMJ 11 00620 + M = NPOLD + 1 - ME 11 00630 + IF (M .GT. 1) ALPHA(M) = ALPHA(M - 1) 11 00640 + 560 CONTINUE 11 00650 + ALPHA(J) = -1. 11 00660 + ENDIF 11 00670 + ALPHE(J, 1, I) = ALPHA(J) 11 00680 + 570 CONTINUE 11 00690 + 580 CONTINUE 11 00700 + NP = NPOLD 11 00710 + DO 590 M = 1, NP 11 00720 + EE(M) = EK(M) 11 00730 + 590 CONTINUE 11 00740 + ENDIF 11 00750 +C 11 00760 +C-GET L-SUBSHELL ICC 11 00770 +C 11 00780 + NS = 2 11 00790 + IF (Z .LT. 30) NS = 5 11 00800 + DO 650 K = 2, 4 11 00810 + N = NETAB(K) 11 00820 + IF (N .EQ. 0) GOTO 700 11 00830 + E1 = ETAB(1, K) 11 00840 + CALL ILOOP 11 00850 +C 11 00860 + DO 640 I = 1, 8 11 00870 + E2 = ETAB(1, 3) 11 00880 + L = I 11 00890 + IF (L .GT. 4) L = I - 4 11 00900 + DO 610 J = 1, N 11 00910 + ALPHA(J) = ALFTAB(J, K, I) 11 00920 + 610 CONTINUE 11 00930 + CALL FIT 11 00940 + E1 = ETAB(1, K) 11 00950 + DO 630 J = 1, NPOLD 11 00960 + IF (EK(J) .LT. E1) THEN 11 00970 + NPOLMJ = NPOLD - J 11 00980 + DO 620 ME = 1, NPOLMJ 11 00990 + M = NPOLD + 1 - ME 11 01000 + IF (M .GT. 1) ALPHA(M) = ALPHA(M - 1) 11 01010 + 620 CONTINUE 11 01020 + ALPHA(J) = -1.0 11 01030 + ENDIF 11 01040 + ALPHE(J, K, I) = ALPHA(J) 11 01050 + 630 CONTINUE 11 01060 + 640 CONTINUE 11 01070 + NP = NPOLD 11 01080 + DO 650 M = 1, NP 11 01090 + EE(M) = EK(M) 11 01100 + 650 CONTINUE 11 01110 +C 11 01120 +C-GET M-SUBSHELL ICC 11 01130 +C 11 01140 + 700 NS = 3 11 01150 + DO 750 K = 5, 9 11 01160 + N = NETAB(K) 11 01170 + IF (N .EQ. 0) GOTO 800 11 01180 + E1 = ETAB(1, K) 11 01190 + CALL ILOOP 11 01200 +C 11 01210 + DO 740 I = 1, 8 11 01220 + E2 = ETAB(1, 9) 11 01230 + L = I 11 01240 + IF (L .GT. 4) L = I - 4 11 01250 + DO 710 J = 1, N 11 01260 + ALPHA(J) = ALFTAB(J, K, I) 11 01270 + 710 CONTINUE 11 01280 + CALL FIT 11 01290 + E1 = ETAB(1, K) 11 01300 + DO 730 J = 1, NPOLD 11 01310 + IF (EK(J) .LT. E1) THEN 11 01320 + NPOLMJ = NPOLD - J 11 01330 + DO 720 ME = 1, NPOLMJ 11 01340 + M = NPOLD + 1 - ME 11 01350 + IF (M .GT. 1) ALPHA(M) = ALPHA(M - 1) 11 01360 + 720 CONTINUE 11 01370 + ALPHA(J) = -1.0 11 01380 + ENDIF 11 01390 + ALPHE(J, K, I) = ALPHA(J) 11 01400 + 730 CONTINUE 11 01410 + 740 CONTINUE 11 01420 + NP = NPOLD 11 01430 + DO 750 M = 1, NP 11 01440 + EE(M) = EK(M) 11 01450 + 750 CONTINUE 11 01460 +C 11 01470 +C-GET N+O+... SHELL ICC 11 01480 +C 11 01490 + 800 N = NETAB(10) 11 01500 + IF (N .NE. 0) THEN 11 01510 + NS = 4 11 01520 + E1 = ETAB(1, 10) 11 01530 + K = 10 11 01540 +C 11 01550 + CALL ILOOP 11 01560 +C 11 01570 + DO 840 I = 1, 8 11 01580 + L = I 11 01590 + IF (L .GT. 4) L = I - 4 11 01600 + DO 810 J = 1, N 11 01610 + ALPHA(J) = ALFTAB(J, K, I) 11 01620 + 810 CONTINUE 11 01630 + CALL FIT 11 01640 + E1 = ETAB(1, K) 11 01650 + DO 830 J = 1, NPOLD 11 01660 + IF (EK(J) .LT. E1) THEN 11 01670 + NPOLMJ = NPOLD - J 11 01680 + DO 820 ME = 1, NPOLMJ 11 01690 + M = NPOLD + 1 - ME 11 01700 + IF (M .GT. 1) ALPHA(M) = ALPHA(M - 1) 11 01710 + 820 CONTINUE 11 01720 + ALPHA(J) = -1.0 11 01730 + ENDIF 11 01740 + ALPHE(J, K, I) = ALPHA(J) 11 01750 + 830 CONTINUE 11 01760 + 840 CONTINUE 11 01770 + NP = NPOLD 11 01780 + DO 850 M = 1, NP 11 01790 + EE(M) = EK(M) 11 01800 + 850 CONTINUE 11 01810 + ENDIF 11 01820 + RETURN 11 01830 + END 11 01840 + 12 00010 + SUBROUTINE MIXOUT(I,ALPHE) 12 00020 +C 12 00030 +C subroutine to calculate Mixed transition output table 12 00040 +C 12 00050 + INTEGER I 12 00060 + REAL ALPHE(23, 10, 8) 12 00070 +C 12 00080 + INTEGER MP1,MPSW 12 00090 + REAL DATM(10, 8),RKL(8),RML(8),TCC(8),TCL(8),TCM(8),TLE(8), 12 00100 + 1 TME(8) 12 00110 + COMMON /OUTDAT/ DATM,TCL,RKL,TLE,TCM,RML,TME,TCC,MP1,MPSW 12 00120 + CHARACTER*11 XDATE 12 00130 + CHARACTER*10 STRMUL 12 00140 + CHARACTER*10 STRGE 12 00150 + CHARACTER*2 STRDGE 12 00160 + CHARACTER*5 NUCID 12 00170 + CHARACTER*6 STRDMR 12 00180 + CHARACTER*8 STRMR 12 00190 + COMMON/OUTDAC/ XDATE,STRMUL,STRGE,STRDGE,NUCID,STRMR,STRDMR 12 00200 + REAL ALFTAB(23, 10, 8) 12 00210 + REAL ETAB(23, 10) 12 00220 + INTEGER NETAB(10) 12 00230 + INTEGER Z 12 00240 + COMMON /HSCAL/ Z,NETAB,ALFTAB,ETAB 12 00250 + CHARACTER*2 OST(2) 12 00260 + CHARACTER*6 DMRSTR 12 00270 + COMMON /MROUTC/ OST,DMRSTR 12 00280 + INTEGER MPOL(2) 12 00290 + INTEGER NMP 12 00300 + LOGICAL MISMP2, E0MR 12 00310 + LOGICAL SKIP(10) 12 00320 + COMMON /MROUTN/ MPOL,NMP,MISMP2,E0MR,SKIP 12 00330 +C 12 00340 + CHARACTER*6 STRH 12 00350 + CHARACTER*6 STRL 12 00360 + CHARACTER*2 OTEMP 12 00370 +C 12 00380 + INTEGER K,MTEMP,IP,IM,J,N 12 00390 + REAL DEL,DELL,DELH,DELSQ,TEMP1 12 00400 + Real adjust(2),dadjst(2) 12 00410 +C 12 00420 +C Mixed transition case 12 00430 +C ===================== 12 00440 +C 12 00450 + IF(INDEX(STRMUL,'D').EQ.0 .AND. INDEX(STRMUL,'Q').EQ.0) 12 00460 + 1 THEN 12 00470 +C 12 00480 +C 12 00490 + adjust(1)=1.0 12 00500 + dadjst(1)=0.0 12 00510 + adjust(2)=1.0 12 00520 + dadjst(2)=0.0 12 00530 + K = 1 12 00540 + IF (INDEX(STRMUL, 'M4') .NE. 0) THEN 12 00550 + OST(K)='M4' 12 00560 + MPOL(K) = 8 12 00570 + K = 2 12 00580 + ENDIF 12 00590 + IF (INDEX(STRMUL, 'M3') .NE. 0) THEN 12 00600 + OST(K)='M3' 12 00610 + MPOL(K) = 7 12 00620 + K = 2 12 00630 + ENDIF 12 00640 + IF (INDEX(STRMUL, 'M2') .NE. 0) THEN 12 00650 + OST(K)='M2' 12 00660 + MPOL(K) = 6 12 00670 + K = 2 12 00680 + ENDIF 12 00690 + IF (INDEX(STRMUL, 'M1') .NE. 0) THEN 12 00700 + OST(K)='M1' 12 00710 + MPOL(K) = 5 12 00720 + K = 2 12 00730 + ENDIF 12 00740 + IF (INDEX(STRMUL, 'E4') .NE. 0) THEN 12 00750 + OST(K)='E4' 12 00760 + MPOL(K) = 4 12 00770 + K = 2 12 00780 + ENDIF 12 00790 + IF (INDEX(STRMUL, 'E3') .NE. 0) THEN 12 00800 + OST(K)='E3' 12 00810 + MPOL(K) = 3 12 00820 + K = 2 12 00830 + ENDIF 12 00840 + IF (INDEX(STRMUL, 'E2') .NE. 0) THEN 12 00850 + OST(K)='E2' 12 00860 + MPOL(K) = 2 12 00870 + K = 2 12 00880 + ENDIF 12 00890 + IF (INDEX(STRMUL, 'E1') .NE. 0) THEN 12 00900 + OST(K)='E1' 12 00910 + MPOL(K) = 1 12 00920 + ENDIF 12 00930 +C 12 00940 +C flag if E0 is present (9/91) 12 00950 +C 12 00960 + IF (INDEX(STRMUL, 'E0') .NE. 0) THEN 12 00970 + E0MR=.TRUE. 12 00980 + MPOL(2)=0 12 00990 + OST(2)=' ' 12 01000 + ENDIF 12 01010 +C 12 01020 +C-MPOL(1) HAS M OR E ORDER; MPOL(2) HAS E OR NONE 12 01030 +C-IF ORDER 1 HIGHER THAN ORDER 2, SWAP MPOL AND OST 12 01040 +C 12 01050 + IF (MPOL(2) .NE. 0) THEN 12 01060 + IF ((MPOL(1) - 4) .GT. MPOL(2)) THEN 12 01070 + MTEMP = MPOL(1) 12 01080 + MPOL(1) = MPOL(2) 12 01090 + MPOL(2) = MTEMP 12 01100 + OTEMP=OST(1) 12 01110 + OST(1)=OST(2) 12 01120 + OST(2)=OTEMP 12 01130 + ENDIF 12 01140 + ENDIF 12 01150 + Do 100 j=1,2 12 01160 + If(INDEX(ost(j),'3') .GT. 0)Then 12 01170 + adjust(j)=0.975 12 01180 + dadjst(j)=0.010 12 01190 + EndIf 12 01200 + If(INDEX(ost(j),'4') .GT. 0)Then 12 01210 + adjust(j)=0.975 12 01220 + dadjst(j)=0.005 12 01230 + EndIf 12 01240 +100 Continue 12 01250 + ENDIF 12 01260 +C 12 01270 +C-DECODE MIXING RATIO - DMR 12 01280 +C 12 01290 + CALL LBSUP(STRDMR) 12 01300 + DMRSTR=' ' 12 01310 +C 12 01320 +C IF DMR is GT, GE, LT, LE, AP, save this info in DMRSTR 12 01330 +C 12 01340 + IF(STRDMR(1:2).EQ.'GT' .OR. STRDMR(1:2).EQ.'GE' .OR. 12 01350 + 1 STRDMR(1:2).EQ.'LT'.OR. 12 01360 + 1 STRDMR(1:2).EQ.'LE' .OR. STRDMR(1:2).EQ.'AP') 12 01370 + 1 DMRSTR=STRDMR(1:2) 12 01380 + IP = INDEX(STRDMR, '+') 12 01390 + IM = INDEX(STRDMR, '-') 12 01400 +C Patch for people who put asymmetric uncertainties in backwards 12 01410 + IF(IM .EQ. 0 .OR. IM .GT. IP)THEN 12 01420 + STRL=STRDMR(IM+1:6) 12 01430 + ELSE 12 01440 + STRL=STRDMR(IM+1:IP-1) 12 01450 + ENDIF 12 01460 + CALL SQZSTR(STRL, ' ') 12 01470 + IF (IM .EQ. 0) THEN 12 01480 + STRH=STRL 12 01490 + ELSE 12 01500 + IF(IP .LT. IM)THEN 12 01510 + STRH=STRDMR(IP+1:IM-1) 12 01520 + ELSE 12 01530 + STRH=STRDMR(IP+1:6) 12 01540 + ENDIF 12 01550 + CALL SQZSTR(STRH, ' ') 12 01560 + ENDIF 12 01570 + CALL SQZSTR(STRMR, ' ') 12 01580 + CALL CNVS2U(STRMR, STRL, DEL, DELL) 12 01590 + CALL CNVS2U(STRMR, STRH, DEL, DELH) 12 01600 +C 12 01610 +C IF MULT GIVEN IS SINGLE BUT MR IS GIVEN, THEN MAKE M1 TO BE 12 01620 +C (M1+E2) AND E1 TO BE (E1+M2), AND SET MISMP2 FLAG TRUE 12 01630 +C 12 01640 + IF(MPOL(2).EQ.0 .AND. DEL.NE.0.) THEN 12 01650 + IF(MPOL(1).EQ.5) THEN 12 01660 + MPOL(2)=2 12 01670 + OST(2)='E2' 12 01680 + ENDIF 12 01690 + IF(MPOL(1).EQ.1) THEN 12 01700 + MPOL(2)=6 12 01710 + OST(2)='M2' 12 01720 + ENDIF 12 01730 + MISMP2=.TRUE. 12 01740 + ENDIF 12 01750 +C 12 01760 +C WHEN MULTIPOLARITY FIELD CONTAINS TWO MULTS, CALCULATE CC 12 01770 +C BASED ON BOTH EVEN THOUGH MR IS NOT GIVEN 12 01780 +C 12 01790 + IF (MPOL(2).EQ.0) RETURN 12 01800 +C 12 01810 +C MULT FIELD CONTAINS 2 MULTS. APPLY MR IF SUPPLIED 12 01820 +C IF NO MR IS GIEVN, DO CALCULATION AS IF MR(DELTA)=1. 12 01830 +C 12 01840 + IF(DEL.EQ.0.) THEN 12 01850 + DEL=1. 12 01860 + DMRSTR='NOMR' 12 01870 + ENDIF 12 01880 +C 12 01890 +C DATM(K,1) 1ST MULT 12 01900 +C 2 2ND MULT 12 01910 +C 3 CC 12 01920 +C 4 DICC(+DMR) 12 01930 +C 5 DICC(-DMR) 12 01940 +C 12 01950 + DO 950 K = 1, 10 12 01960 + DO 940 J = 1, 8 12 01970 + IF (SKIP(K)) GOTO 950 12 01980 + IF (J .EQ. MPOL(1)) DATM(K, 1) = ALPHE(I, K, J) 12 01990 + IF (J .EQ. MPOL(2)) DATM(K, 2) = ALPHE(I, K, J) 12 02000 + 940 CONTINUE 12 02010 + DELSQ = DEL * DEL 12 02020 +C 12 02030 +C when DMR is not limits 12 02040 +C 12 02050 + IF(DMRSTR.EQ.' ' .OR. DMRSTR.EQ.'AP') THEN 12 02060 + DATM(K, 3) = (DATM(K, 1) + DATM(K, 2) * DELSQ) / 12 02070 + + (1.0 + DELSQ) 12 02080 + DELSQ = (DEL + DELH) ** 2 12 02090 + DATM(K, 4) = (DATM(K, 1) + DATM(K, 2) * DELSQ) / 12 02100 + + (1.0 + DELSQ) 12 02110 + If(adjust(1) .NE. 1.0 .OR. adjust(2) .NE. 1.0)Then 12 02120 + If(datm(k,4) .LT. datm(k,3))Then 12 02130 + datm(k,4)=((adjust(1)-dadjst(1))*datm(k,1)+ 12 02140 + 2 (adjust(2)-dadjst(2))*datm(k,2)*delsq)/ 12 02150 + 3 (1.0+delsq) 12 02160 + Else If(datm(k,4) .GT. datm(k,3))Then 12 02170 + datm(k,4)=((adjust(1)+dadjst(1))*datm(k,1)+ 12 02180 + 2 (adjust(2)+dadjst(2))*datm(k,2)*delsq)/ 12 02190 + 3 (1.0+delsq) 12 02200 + Else 12 02210 + datm(k,4)=((adjust(1)-dadjst(1))*datm(k,1)+ 12 02220 + 2 (adjust(2)-dadjst(2))*datm(k,2)*delsq)/ 12 02230 + 3 (1.0+delsq) 12 02240 + Endif 12 02250 + EndIf 12 02260 + DELSQ = (DEL - DELL) ** 2 12 02270 + DATM(K, 5) = (DATM(K, 1) + DATM(K, 2) * DELSQ) / 12 02280 + + (1.0 + DELSQ) 12 02290 + If(adjust(1) .NE. 1.0 .OR. adjust(2) .NE. 1.0)Then 12 02300 + If(datm(k,5) .LT. datm(k,3))Then 12 02310 + datm(k,5)=((adjust(1)-dadjst(1))*datm(k,1)+ 12 02320 + 2 (adjust(2)-dadjst(2))*datm(k,2)*delsq)/ 12 02330 + 3 (1.0+delsq) 12 02340 + Else If(datm(k,5) .GT. datm(k,3))Then 12 02350 + datm(k,5)=((adjust(1)+dadjst(1))*datm(k,1)+ 12 02360 + 2 (adjust(2)+dadjst(2))*datm(k,2)*delsq)/ 12 02370 + 3 (1.0+delsq) 12 02380 + Else 12 02390 + datm(k,5)=((adjust(1)+dadjst(1))*datm(k,1)+ 12 02400 + 2 (adjust(2)+dadjst(2))*datm(k,2)*delsq)/ 12 02410 + 3 (1.0+delsq) 12 02420 + Endif 12 02430 + EndIf 12 02440 + datm(k,3)=(adjust(1)*datm(k,1)+adjust(2)*datm(k,2) 12 02450 + 2 *del*del)/(1.0+del*del) 12 02460 + datm(k,4)=datm(k,4)-datm(k,3) 12 02470 + datm(k,5)=datm(k,5)-datm(k,3) 12 02480 +C 12 02490 +C DMR is a limit 12 02500 +C 12 02510 + ELSE IF(DMRSTR.EQ.'GT' .OR. DMRSTR.EQ.'GE') THEN 12 02520 + If(adjust(1) .EQ. 1.0 .AND. adjust(2) .EQ. 1)Then 12 02530 + TEMP1 = (DATM(K, 1) + DATM(K, 2) * DELSQ) / 12 02540 + + (1.0 + DELSQ) 12 02550 + DATM(K,3)=(TEMP1+DATM(K,2))*0.5 12 02560 + DATM(K,4)=ABS(DATM(K,2)-DATM(K,3)) 12 02570 + Else 12 02580 + If(adjust(1)*datm(k,1) 12 02590 + 2 .GE. adjust(2)*datm(k,2)*delsq)Then 12 02600 + temp1=((adjust(1)+dadjst(1))*datm(k,1)+ 12 02610 + 2 (adjust(2)+dadjst(2))*datm(k,2)*delsq)/ 12 02620 + 3 (1.0+delsq) 12 02630 + datm(k,3)=(temp1+ 12 02640 + 2 (adjust(2)-dadjst(2))*datm(k,2))*0.5 12 02650 + datm(k,4)=datm(k,3)- 12 02660 + 2 (adjust(2)-dadjst(2))*datm(k,2) 12 02670 + Else 12 02680 + temp1=((adjust(1)-dadjst(1))*datm(k,1)+ 12 02690 + 2 (adjust(2)-dadjst(2))*datm(k,2)*delsq)/ 12 02700 + 3 (1.0+delsq) 12 02710 + datm(k,3)=(temp1+ 12 02720 + 2 (adjust(2)+dadjst(2))*datm(k,2))*0.5 12 02730 + datm(k,4)=(adjust(2)+dadjst(2))*datm(k,2)- 12 02740 + 3 datm(k,3) 12 02750 + EndIf 12 02760 + EndIf 12 02770 + DATM(K,5)=DATM(K,4) 12 02780 + ELSE IF(DMRSTR.EQ.'LT' .OR. DMRSTR.EQ.'LE') THEN 12 02790 + If(adjust(1) .EQ. 1.0 .AND. adjust(2) .EQ. 1)Then 12 02800 + TEMP1 = (DATM(K, 1) + DATM(K, 2) * DELSQ) / 12 02810 + + (1.0 + DELSQ) 12 02820 + DATM(K,3)=(TEMP1+DATM(K,1))*0.5 12 02830 + DATM(K,4)=ABS(TEMP1-DATM(K,3)) 12 02840 + Else 12 02850 + If(adjust(1)*datm(k,1) 12 02860 + 2 .GE. adjust(2)*datm(k,2)*delsq)Then 12 02870 + temp1=((adjust(1)-dadjst(1))*datm(k,1)+ 12 02880 + 2 (adjust(2)-dadjst(2))*datm(k,2)*delsq)/ 12 02890 + 3 (1.0+delsq) 12 02900 + datm(k,3)=(temp1+ 12 02910 + 2 (adjust(1)+dadjst(1))*datm(k,1))*0.5 12 02920 + datm(k,4)=(adjust(1)+dadjst(1))*datm(k,1)- 12 02930 + 3 datm(k,3) 12 02940 + Else 12 02950 + temp1=((adjust(1)+dadjst(1))*datm(k,1)+ 12 02960 + 2 (adjust(2)+dadjst(2))*datm(k,2)*delsq)/ 12 02970 + 3 (1.0+delsq) 12 02980 + datm(k,3)=(temp1+ 12 02990 + 2 (adjust(1)-dadjst(1))*datm(k,1))*0.5 12 03000 + datm(k,4)=datm(k,3)- 12 03010 + 2 (adjust(1)-dadjst(1))*datm(k,1) 12 03020 + Endif 12 03030 + Endif 12 03040 + DATM(K,5)=DATM(K,4) 12 03050 + 12 03060 +C MR not given 12 03070 +C 12 03080 + ELSE IF(DMRSTR.EQ.'NOMR') THEN 12 03090 + If(adjust(1) .EQ. 1.0 .AND. adjust(2) .EQ. 1)Then 12 03100 + DATM(K,3)=(DATM(K,1)+DATM(K,2))*.5 12 03110 + DATM(K,4)=ABS(DATM(K,1)-DATM(K,3)) 12 03120 + Else 12 03130 + If(adjust(1)*datm(k,1) .GE. adjust(2)*datm(k,2)) 12 03140 + 2 Then 12 03150 + datm(k,3)=((adjust(1)+dadjst(1))*datm(k,1)+ 12 03160 + 2 (adjust(2)-dadjst(2))*datm(k,2))*0.5 12 03170 + datm(k,4)=(adjust(1)+dadjst(1))*datm(k,1)- 12 03180 + 2 datm(k,3) 12 03190 + Else 12 03200 + datm(k,3)=((adjust(1)-dadjst(1))*datm(k,1)+ 12 03210 + 2 (adjust(2)+dadjst(2))*datm(k,2))*0.5 12 03220 + datm(k,4)=(adjust(2)+dadjst(2))*datm(k,2)- 12 03230 + 2 datm(k,3) 12 03240 + EndIf 12 03250 + Endif 12 03260 + DATM(K,5)=DATM(K,4) 12 03270 + ENDIF 12 03280 +C 12 03290 +C IF DE IS LIMIT, NO UNCERTAINTY CALCULATION WILL BE GIVEN 12 03300 +C 12 03310 + IF(STRDGE.EQ.'LG') THEN 12 03320 + DATM(K,4)=0. 12 03330 + DATM(K,5)=0. 12 03340 + ENDIF 12 03350 + datm(k,1)=adjust(1)*datm(k,1) 12 03360 + datm(k,2)=adjust(2)*datm(k,2) 12 03370 + 950 CONTINUE 12 03380 + NMP = 5 12 03390 + IF (DELH .EQ. 0 .AND.(DMRSTR.EQ.' '.OR.DMRSTR.EQ.'AP')) 12 03400 + 1 NMP = 3 12 03410 + IF(STRDGE.EQ.'LG') NMP=3 12 03420 +C 12 03430 +C-SUMMING ICC'S FOR MIXED TRANSITIONS 12 03440 +C DICC'S will follow (9/91) 12 03450 +C 12 03460 + DO 970 N = 1, 3 12 03470 + DO 960 K=2,4 12 03480 + IF(.NOT.SKIP(K))TCL(N)=TCL(N)+DATM(K,N) 12 03490 + 960 CONTINUE 12 03500 + IF (.NOT.SKIP(1)) THEN 12 03510 + TLE(N) = DATM(1, N) + 1.33 * TCL(N) 12 03520 + IF(TCL(N).NE.0.) RKL(N)=DATM(1,N)/TCL(N) 12 03530 + ENDIF 12 03540 + DO 962 K=5,9 12 03550 + IF(.NOT.SKIP(K)) TCM(N)=TCM(N)+DATM(K,N) 12 03560 + 962 CONTINUE 12 03570 + IF(TCL(N).NE.0. .AND. TCM(N).NE.0.) RML(N)=TCM(N)/TCL(N) 12 03580 +C 12 03590 +C DO NOT CALCULATE TOTAL IF L'S AND M'S ARE TO SKIP 12 03600 +C 12 03610 + DO 964 K=1,9 12 03620 + IF(SKIP(K)) GO TO 966 12 03630 + 964 CONTINUE 12 03640 + TME(N)=DATM(1,N)+TCL(N)+1.33*TCM(N) 12 03650 + IF(.NOT.SKIP(10)) TCC(N)=DATM(1,N)+TCL(N)+TCM(N)+ 12 03660 + 1 DATM(10,N) 12 03670 + 966 CONTINUE 12 03680 + 970 CONTINUE 12 03690 +C 12 03700 +C DICC's for the summed ICC's (9/91) 12 03710 +C 12 03720 + IF(NMP.GT.3) THEN 12 03730 +C 12 03740 +C When MR information is available, (modified 10/91) 12 03750 +C 12 03760 + IF(DEL.GT.0. .AND. DELH.GT.0. .AND. DMRSTR.EQ.' ') THEN 12 03770 + DELSQ=(DEL+DELH)**2 12 03780 + TCL(4)=(TCL(1)+TCL(2)*DELSQ)/(1.0+DELSQ) - TCL(3) 12 03790 + TLE(4)=(TLE(1)+TLE(2)*DELSQ)/(1.0+DELSQ) - TLE(3) 12 03800 + TCM(4)=(TCM(1)+TCM(2)*DELSQ)/(1.0+DELSQ) - TCM(3) 12 03810 + TME(4)=(TME(1)+TME(2)*DELSQ)/(1.0+DELSQ) - TME(3) 12 03820 + TCC(4)=(TCC(1)+TCC(2)*DELSQ)/(1.0+DELSQ) - TCC(3) 12 03830 + DELSQ=(DEL-DELL)**2 12 03840 + TCL(5)=(TCL(1)+TCL(2)*DELSQ)/(1.0+DELSQ) - TCL(3) 12 03850 + TLE(5)=(TLE(1)+TLE(2)*DELSQ)/(1.0+DELSQ) - TLE(3) 12 03860 + TCM(5)=(TCM(1)+TCM(2)*DELSQ)/(1.0+DELSQ) - TCM(3) 12 03870 + TME(5)=(TME(1)+TME(2)*DELSQ)/(1.0+DELSQ) - TME(3) 12 03880 + TCC(5)=(TCC(1)+TCC(2)*DELSQ)/(1.0+DELSQ) - TCC(3) 12 03890 +C 12 03900 +C if MR info is not all given, then 12 03910 +C 12 03920 + ELSE 12 03930 + IF(DMRSTR.EQ.'AP'.OR. DMRSTR.EQ.' ') 12 03940 + 1 THEN 12 03950 + DELSQ=(DEL+DELH)**2 12 03960 + TCL(4)=(TCL(1)+TCL(2)*DELSQ)/(1.0+DELSQ) - TCL(3) 12 03970 + TLE(4)=(TLE(1)+TLE(2)*DELSQ)/(1.0+DELSQ) - TLE(3) 12 03980 + TCM(4)=(TCM(1)+TCM(2)*DELSQ)/(1.0+DELSQ) - TCM(3) 12 03990 + TME(4)=(TME(1)+TME(2)*DELSQ)/(1.0+DELSQ) - TME(3) 12 04000 + TCC(4)=(TCC(1)+TCC(2)*DELSQ)/(1.0+DELSQ) - TCC(3) 12 04010 + DELSQ=(DEL-DELH)**2 12 04020 + TCL(5)=(TCL(1)+TCL(2)*DELSQ)/(1.0+DELSQ) - TCL(3) 12 04030 + TLE(5)=(TLE(1)+TLE(2)*DELSQ)/(1.0+DELSQ) - TLE(3) 12 04040 + TCM(5)=(TCM(1)+TCM(2)*DELSQ)/(1.0+DELSQ) - TCM(3) 12 04050 + TME(5)=(TME(1)+TME(2)*DELSQ)/(1.0+DELSQ) - TME(3) 12 04060 + TCC(5)=(TCC(1)+TCC(2)*DELSQ)/(1.0+DELSQ) - TCC(3) 12 04070 + ELSE IF(DMRSTR.EQ.'GT' .OR. DMRSTR.EQ.'GE') THEN 12 04080 + TCL(4)=ABS(TCL(2)-TCL(3)) 12 04090 + TCL(5)=TCL(4) 12 04100 + TLE(4)=ABS(TLE(2)-TLE(3)) 12 04110 + TLE(5)=TLE(4) 12 04120 + TCM(4)=ABS(TCM(2)-TCM(3)) 12 04130 + TCM(5)=TCM(4) 12 04140 + TME(4)=ABS(TME(2)-TME(3)) 12 04150 + TME(5)=TME(4) 12 04160 + TCC(4)=ABS(TCC(2)-TCC(3)) 12 04170 + TCC(5)=TCC(4) 12 04180 + ELSE IF(DMRSTR.EQ.'LT' .OR. DMRSTR.EQ.'LE') THEN 12 04190 + TCL(4)=ABS(TCL(1)-TCL(3)) 12 04200 + TCL(5)=TCL(4) 12 04210 + TLE(4)=ABS(TLE(1)-TLE(3)) 12 04220 + TLE(5)=TLE(4) 12 04230 + TCM(4)=ABS(TCM(1)-TCM(3)) 12 04240 + TCM(5)=TCM(4) 12 04250 + TME(4)=ABS(TME(1)-TME(3)) 12 04260 + TME(5)=TME(4) 12 04270 + TCC(4)=ABS(TCC(1)-TCC(3)) 12 04280 + TCC(5)=TCC(4) 12 04290 + ELSE IF(DMRSTR.EQ.'NOMR') THEN 12 04300 + TCL(4)=ABS(TCL(1)-TCL(3)) 12 04310 + TCL(5)=TCL(4) 12 04320 + TLE(4)=ABS(TLE(1)-TLE(3)) 12 04330 + TLE(5)=TLE(4) 12 04340 + TCM(4)=ABS(TCM(1)-TCM(3)) 12 04350 + TCM(5)=TCM(4) 12 04360 + TME(4)=ABS(TME(1)-TME(3)) 12 04370 + TME(5)=TME(4) 12 04380 + TCC(4)=ABS(TCC(1)-TCC(3)) 12 04390 + TCC(5)=TCC(4) 12 04400 + ENDIF 12 04410 + ENDIF 12 04420 + ENDIF 12 04430 + RETURN 12 04440 + END 12 04450 + 13 00010 + SUBROUTINE OUTICC(I,EK,TO1370,ALPHE) 13 00020 +C 13 00030 +C Subroutine to output ICC tables. 13 00040 +C 13 00050 + INTEGER I 13 00060 + REAL ALPHE(23, 10, 8) 13 00070 + REAL EK(100) 13 00080 + LOGICAL TO1370 13 00090 +C 13 00100 + INTEGER MP1,MPSW 13 00110 + REAL DATM(10, 8),RKL(8),RML(8),TCC(8),TCL(8),TCM(8),TLE(8), 13 00120 + 1 TME(8) 13 00130 + COMMON /OUTDAT/ DATM,TCL,RKL,TLE,TCM,RML,TME,TCC,MP1,MPSW 13 00140 + CHARACTER*11 XDATE 13 00150 + CHARACTER*10 STRMUL 13 00160 + CHARACTER*10 STRGE 13 00170 + CHARACTER*2 STRDGE 13 00180 + CHARACTER*5 NUCID 13 00190 + CHARACTER*6 STRDMR 13 00200 + CHARACTER*8 STRMR 13 00210 + COMMON/OUTDAC/ XDATE,STRMUL,STRGE,STRDGE,NUCID,STRMR,STRDMR 13 00220 + REAL ALFTAB(23, 10, 8) 13 00230 + REAL ETAB(23, 10) 13 00240 + INTEGER NETAB(10) 13 00250 + INTEGER Z 13 00260 + COMMON /HSCAL/ Z,NETAB,ALFTAB,ETAB 13 00270 + CHARACTER*2 OST(2) 13 00280 + CHARACTER*6 DMRSTR 13 00290 + COMMON /MROUTC/ OST,DMRSTR 13 00300 + INTEGER MPOL(2) 13 00310 + INTEGER NMP 13 00320 + LOGICAL MISMP2, E0MR 13 00330 + LOGICAL SKIP(10) 13 00340 + COMMON /MROUTN/ MPOL,NMP,MISMP2,E0MR,SKIP 13 00350 +C 13 00360 + INTEGER SCOMNT(10),II,JJ,KK,LL,K,MPORS,N 13 00370 +C 13 00380 + 9083 FORMAT(///' ICC (HAGER-SELTZER), Z = ', I3, ' (', 13 00390 + + A, '); ', 'EG= ', A, 'KEV; MULT.= ', A, 5X,A) 13 00400 + 9085 FORMAT(/, 20X, 'E1', 12X, 'E2', 12X, 'E3', 12X, 'E4', 13 00410 + + 17X, 'M1', 12X, 'M2', 12X, 'M3', 12X, 'M4'/ 13 00420 + + 10X, (5X, 4(3X, '-----------')), 13 00430 + + (5X, 4(3X, '-----------'))) 13 00440 + 9088 FORMAT(/20X, A, 12X, A, 12X, 'MIXED ICC', 4X, 13 00450 + + 'DICC(+DMR)', 4X, 'DICC(-DMR)'/50X, 'MR=', A, A/ 13 00460 + + /, 15X, 5(3X, '-----------')) 13 00470 +C-INITIALIZE OUTPUT VARIABLES 13 00480 + TO1370=.FALSE. 13 00490 + DO 870 KK = 1, 8 13 00500 + TCL(KK) = 0.0 13 00510 + TLE(KK) = 0.0 13 00520 + TCM(KK) = 0.0 13 00530 + TME(KK) = 0.0 13 00540 + TCC(KK) = 0.0 13 00550 + RKL(KK) = 0.0 13 00560 + RML(KK) = 0.0 13 00570 + IF (KK .GT. 5) GOTO 870 13 00580 + DO 860 LL = 1, 10 13 00590 + DATM(LL, KK) = 0.0 13 00600 + 860 CONTINUE 13 00610 + 870 CONTINUE 13 00620 + DO 880 II = 1, 2 13 00630 + OST(II)=' ' 13 00640 + MPOL(II) = 0 13 00650 + 880 CONTINUE 13 00660 + DO 890 JJ = 1, 10 13 00670 + SKIP(JJ) = .FALSE. 13 00680 + SCOMNT(JJ)=0 13 00690 + 890 CONTINUE 13 00700 + MISMP2=.FALSE. 13 00710 + E0MR=.FALSE. 13 00720 +C 13 00730 +C Get non numeric DE value here 13 00740 +C 13 00750 + IF(STRDGE.EQ.'LE' .OR. STRDGE.EQ.'LT' .OR. 13 00760 + 1 STRDGE.EQ.'GE' .OR. STRDGE.EQ.'GT') STRDGE='LG' 13 00770 +C 13 00780 +C-IF GAMMA ENERGY < BINDING ENERGY, ICC = 0 13 00790 +C If gamma energy too close to binding energy, set SCOMNT(k)=1 13 00800 +C Compare EK(g energy from dataset) to ETAB(1,k)(from ICC table) 13 00810 +C 13 00820 + DO 910 K = 1, 10 13 00830 + IF (ALPHE(I, K, 1) .LT. 0.0) SKIP(K) = .TRUE. 13 00840 + IF (K .NE. 10 .AND. Z .GE. 30) THEN 13 00850 + If(ek(i) .GE. etab(1,k) 13 00860 + 2 .AND. ek(i) .LE. (etab(1,k)-1.0))scomnt(k)=1 13 00870 + ENDIF 13 00880 + 910 CONTINUE 13 00890 +C-DRAGOUN ET AL LIST NO ICC FOR Z < 37 13 00900 + IF (Z .LT. 37) SKIP(10) = .TRUE. 13 00910 + IF (Z .LT. 30) THEN 13 00920 + SKIP(5) = .TRUE. 13 00930 + SKIP(6) = .TRUE. 13 00940 + SKIP(7) = .TRUE. 13 00950 + SKIP(8) = .TRUE. 13 00960 + SKIP(9) = .TRUE. 13 00970 + ENDIF 13 00980 +C-SKIP(K) TRUE INDICATES THAT NO CC CAN BE CALCULATED FOR THE KTH SUBSH 13 00990 +C-TEXT OUTPUT SHOWS WHY 13 01000 +C 13 01010 +C-CHECK MULTIPOLARITY FIELDS 13 01020 +C Multiporarity field can consist of En, Mn, D, or Q. In case D 13 01030 +C or Q is present along with En or Mn( for example D,E2 or E1,Q), 13 01040 +C the program will treat as no En or Mn. 13 01050 +C 13 01060 + IF(STRMUL.EQ.' ') GO TO 1100 13 01070 +C 13 01080 +C calculate mixed transition output table avlues 13 01090 +C 13 01100 + CALL MIXOUT(I,ALPHE) 13 01110 + IF(MPOL(2).EQ.0) GO TO 1100 13 01120 + 13 01130 +C-MIXED TRANSITION OUTPUT 13 01140 +C 13 01150 + WRITE(36, 9083) Z, NUCID,STRGE,STRMUL,XDATE 13 01160 + IF(MISMP2) WRITE(36,FMT='(A)') 13 01170 + 1 ' Warning - Single multi given' 13 01180 + 13 01190 + WRITE(36, 9088) (OST(JJ), JJ = 1, 2),STRMR, STRDMR 13 01200 +C 13 01210 +C-OUTPUT COMMENT 13 01220 +C-IF SKIP(K) IS TRUE, NO NUMERIC OUTPUT FOR KTH SUBSHELL 13 01230 +C-NETAB(K) = 0 MEANS Z OUTSIDE TABLE 13 01240 +C-NETAB(K) NOT 0, SKIP(K) TRUE MEANS ENERGY OUTSIDE TABLE 13 01250 +C 13 01260 + MPORS=1 13 01270 + CALL OUTCC(NMP,MPORS,SKIP,NETAB,SCOMNT) 13 01280 +C 13 01290 +C-SET UP FOR PUNCHING NEW G-RECORDS FOR MIXED TRANSITIONS 13 01300 +C CC info for gamma card is in 3rd column of output 13 01310 +C 13 01320 + MP1 = 3 13 01330 +C-TAKE LARGER OF TOTAL ICC UNCERTAINTIES FOR PUNH 13 01340 + IF (ABS(TCC(5)) .GT. ABS(TCC(4))) THEN 13 01350 + MPSW= 5 13 01360 + ELSE 13 01370 + MPSW = 4 13 01380 + ENDIF 13 01390 +C-IF NO UNCERTAINTY ON MR THEN TREAT AS PURE MULTIPOLE 13 01400 + IF (NMP .EQ. 3) MPSW = 1 13 01410 +C 13 01420 +C IF ONE SIDED OR NOMR, WHAT GAMMACARD SHOULD BE GENERATED?????? 13 01430 +C GO TO 1370 OR MPSW=1 AND CONTINUE 13 01440 +C 13 01450 + RETURN 13 01460 +C 13 01470 +C-SUMMING REGULAR ICC'S 13 01480 +C =========== 13 01490 +C 13 01500 + 1100 NMP = 8 13 01510 + DO 1150 N = 1, NMP 13 01520 +C 13 01530 +C transfer ALPHE values to corresponding DATM for output 13 01540 +C 13 01550 + DO 1105 K=1,10 13 01560 + DATM(K,N)=ALPHE(I,K,N) 13 01570 + If(n .EQ. 3 .OR. n .EQ. 4 .OR. n .EQ. 7 .OR. n .EQ. 8) 13 01580 + 2 datm(k,n)=0.975*datm(k,n) 13 01590 + 1105 CONTINUE 13 01600 +C 13 01610 +C TOTAL-L 13 01620 +C TOTAL L IS CALCULATED THOUGH SOME OF THE L'S SHOULD BE SKIPPED 13 01630 +C 13 01640 + DO 1110 K = 2, 4 13 01650 + IF (.NOT.SKIP(K)) TCL(N) = TCL(N) + datm(k,n) 13 01660 + 1110 CONTINUE 13 01670 + IF (.NOT.SKIP(1)) THEN 13 01680 + TLE(N) = datm(1,n) + 1.33 * TCL(N) 13 01690 + IF (TCL(N) .NE. 0.0) RKL(N) = datm(1,n)/TCL(N) 13 01700 + ENDIF 13 01710 +C 13 01720 +C TOTAL-M 13 01730 + DO 1120 K = 5, 9 13 01740 + IF (.NOT.SKIP(K)) TCM(N) = TCM(N) + datm(k,n) 13 01750 + 1120 CONTINUE 13 01760 + IF(TCL(N).NE.0. .AND. TCM(N).NE.0.) RML(N)=TCM(N)/TCL(N) 13 01770 +C 13 01780 +C Do not CALCULATE TOTAL if L's and M's are to skip 13 01790 +C 13 01800 + DO 1130 KK=1,9 13 01810 + IF(SKIP(KK)) GO TO 1150 13 01820 + 1130 CONTINUE 13 01830 + TME(N)=datm(1,n) + TCL(N)+1.33*TCM(N) 13 01840 +C 13 01850 +C TO AVOID TME VALUE SET TO -1. WHEN EVERYHING ENEGY OUTSIDE RANGE 13 01860 +C 13 01870 + IF(TME(N).LT.0.) TME(N)=0. 13 01880 + IF(.NOT.SKIP(10)) 13 01890 + 1 TCC(N) = datm(1,n)+ TCL(N)+ TCM(N)+datm(10,n) 13 01900 + 1150 CONTINUE 13 01910 +C 13 01920 +C-GENERAL OUTPUT 13 01930 +C 13 01940 + WRITE(36, 9083) Z, NUCID,STRGE,STRMUL,XDATE 13 01950 + WRITE(36, 9085) 13 01960 +C 13 01970 + MPORS=0 13 01980 +C 13 01990 + CALL OUTCC(NMP,MPORS,SKIP,NETAB,SCOMNT) 13 02000 +C 13 02010 +C-SET UP TO PUNCH NEW G-CARDS FOR PURE MULTIPOLES 13 02020 +C 13 02030 + MPSW = 1 13 02040 + IF ((MPOL(1) .EQ. 0) .OR. (MPOL(2) .NE. 0)) TO1370=.TRUE. 13 02050 + MP1 = MPOL(1) 13 02060 + RETURN 13 02070 + END 13 02080 + 14 00010 + SUBROUTINE GAMUNC(EVAL,DEVAL) 14 00020 +C 14 00030 +C produces ICC tables for gamma E(EVAL) +/- uncertainty(DEVAL) values14 00040 +C 14 00050 + REAL EVAL,DEVAL 14 00060 +C 14 00070 + CHARACTER*11 XDATE 14 00080 + CHARACTER*10 STRMUL 14 00090 + CHARACTER*10 STRGE 14 00100 + CHARACTER*2 STRDGE 14 00110 + CHARACTER*5 NUCID 14 00120 + CHARACTER*6 STRDMR 14 00130 + CHARACTER*8 STRMR 14 00140 + COMMON/OUTDAC/ XDATE,STRMUL,STRGE,STRDGE,NUCID,STRMR,STRDMR 14 00150 +C 14 00160 + REAL ALPHE2(23, 10, 8),EDGAM(100),X 14 00170 + CHARACTER*2 DX 14 00180 + CHARACTER*10 STR 14 00190 + LOGICAL DUM 14 00200 + INTEGER I,NPHERE 14 00210 +C 14 00220 + NPHERE=2 14 00230 + X=0.0 14 00240 + EDGAM(1)=EVAL+DEVAL 14 00250 + EDGAM(2)=EVAL-DEVAL 14 00260 + IF(EDGAM(2).LT.0.) THEN 14 00270 + EDGAM(2)=0 14 00280 + NPHERE=1 14 00290 + ENDIF 14 00300 + CALL HSICAL(NPHERE,EDGAM,ALPHE2) 14 00310 + DO 100 I=1,NPHERE 14 00320 + CALL CNVU2S(EDGAM(I),X,STR,10,DX,2) 14 00330 + STRGE=STR 14 00340 + CALL OUTICC(I,EDGAM,DUM,ALPHE2) 14 00350 + 100 CONTINUE 14 00360 + RETURN 14 00370 + END 14 00380 + 15 00010 + LOGICAL FUNCTION DOOUT(CC,DCC,TOTAL,LIMIT) 15 00020 +C Determines if CC/TOTAL is greater than the limit within the 15 00030 +C uncertainty DCC and 3% uncertainty in theory 15 00040 +C 15 00050 + REAL CC,DCC,TOTAL,LIMIT 15 00060 +C 15 00070 + REAL X,DX 15 00080 +C 15 00090 + REAL SQRT 15 00100 + INTRINSIC SQRT 15 00110 +C 15 00120 + DOOUT=.TRUE. 15 00130 + X=CC/TOTAL 15 00140 + IF(X .GT. LIMIT)RETURN 15 00150 + DX=9E-4 15 00160 + IF(CC .GT. 0.)DX=DX+(DCC/CC)**2 15 00170 + DX=SQRT(DX) 15 00180 + IF(((1+DX)*X) .LE. LIMIT)DOOUT=.FALSE. 15 00190 + RETURN 15 00200 + END 15 00210 + 16 00010 + SUBROUTINE CHKTHE(XCC,XDCC,STRCC,STRDCC) 16 00020 +C Checks the number of significant digits on STRCC assuming a 3% 16 00030 +C theoretical uncertainty on CC combined in quadrature with the 16 00040 +C experimental uncertainty DCC and adjusts the strings STRCC and 16 00050 +C STRDCC if necessary. 16 00060 +C 16 00070 + DOUBLE PRECISION XCC,XDCC 16 00080 + CHARACTER*(*) STRCC,STRDCC 16 00090 +C 16 00100 + INTEGER MPSW,CHKLEN,THEDCC,POINT,NEWLEN,OLDLEN 16 00110 + CHARACTER*7 LOCCC 16 00120 + CHARACTER*2 LOCDCC 16 00130 + DOUBLE PRECISION DCC,DDCC 16 00140 +C 16 00150 + INTEGER INDEX 16 00160 + REAL FLOAT 16 00170 + DOUBLE PRECISION DSQRT 16 00180 + INTRINSIC DSQRT,FLOAT,INDEX 16 00190 +C 16 00200 + INTEGER IVLSTR,LENSTR,ATLST1 16 00210 + EXTERNAL IVLSTR,LENSTR,ATLST1 16 00220 +C 16 00230 + MPSW=2 16 00240 + DCC=XCC 16 00250 + DDCC=9.D-4*DCC*DCC 16 00260 + DDCC=DDCC+XDCC*XDCC 16 00270 + DDCC=DSQRT(DDCC) 16 00280 + CALL DATSTR(DCC,DDCC,LOCCC,7,LOCDCC,2,MPSW) 16 00290 + CALL LBSUP(STRCC) 16 00300 + CALL LBSUP(LOCCC) 16 00310 + IF(LOCCC(1:LENSTR(LOCCC)) .EQ. STRCC(1:LENSTR(STRCC)))RETURN 16 00320 +C String is different 16 00330 + IF(INDEX(LOCCC,'E') .EQ. 0 .AND. INDEX(STRCC,'E') .EQ. 0)THEN 16 00340 + CHKLEN=LENSTR(STRCC)-LENSTR(LOCCC) 16 00350 + ELSE 16 00360 + POINT=INDEX(LOCCC,'E') 16 00370 + IF(POINT .GT. 0)THEN 16 00380 + NEWLEN=LEN(LOCCC(1:POINT-1)) 16 00390 + ELSE 16 00400 + NEWLEN=LENSTR(LOCCC) 16 00410 + ENDIF 16 00420 + POINT=INDEX(STRCC,'E') 16 00430 + IF(POINT .GT. 0)THEN 16 00440 + OLDLEN=LEN(STRCC(1:POINT-1)) 16 00450 + ELSE 16 00460 + OLDLEN=LENSTR(STRCC) 16 00470 + ENDIF 16 00480 + CHKLEN=OLDLEN-NEWLEN 16 00490 + ENDIF 16 00500 + IF(CHKLEN .EQ. 0)RETURN 16 00510 + IF(CHKLEN .GT. 0)THEN 16 00520 + THEDCC=IVLSTR(STRDCC) 16 00530 +100 CONTINUE 16 00540 + THEDCC=NINT(FLOAT(THEDCC)/10.) 16 00550 + IF(THEDCC .EQ. 0)THEN 16 00560 + WRITE(36,2) STRCC(1:ATLST1(STRCC)),STRDCC(1:ATLST1(STRDCC)),16 00570 + 2 LOCCC(1:ATLST1(LOCCC)),' ' 16 00580 +2 FORMAT(' Changing ',A,' ',A,' to ',A,' ',A, 16 00590 + 3 ' due to 3% uncer in theory') 16 00600 + STRCC=LOCCC 16 00610 + STRDCC=' ' 16 00620 + RETURN 16 00630 + ENDIF 16 00640 + CHKLEN=CHKLEN-1 16 00650 + IF(CHKLEN .GT. 0)THEN 16 00660 + GOTO 100 16 00670 + ELSE 16 00680 + CALL KNVI2S(THEDCC,LOCDCC,2) 16 00690 + WRITE(36,2) STRCC(1:ATLST1(STRCC)),STRDCC(1:ATLST1(STRDCC)),16 00700 + 2 LOCCC(1:ATLST1(LOCCC)),LOCDCC(1:ATLST1(LOCDCC)) 16 00710 + STRCC=LOCCC 16 00720 + STRDCC=LOCDCC 16 00730 + ENDIF 16 00740 + ELSE 16 00750 +C Problem. Note it and return 16 00760 + WRITE(36,1)LOCCC(1:ATLST1(LOCCC)),LOCDCC(1:ATLST1(LOCDCC)), 16 00770 + 2 STRCC(1:ATLST1(STRCC)),STRDCC(1:ATLST1(STRDCC)) 16 00780 +1 FORMAT(' Check results: Theory=',A, 16 00790 + 2 ' assuming 3% uncer. Exper=',A,' ',A) 16 00800 + ENDIF 16 00810 + RETURN 16 00820 + END 16 00830 + 17 00010 + INTEGER FUNCTION ATLST1(STR) 17 00020 + CHARACTER*(*) STR 17 00030 +C 17 00040 + INTEGER LENSTR 17 00050 + EXTERNAL LENSTR 17 00060 +C 17 00070 + ATLST1=LENSTR(STR) 17 00080 + IF(ATLST1 .LT. 1)ATLST1=1 17 00090 + RETURN 17 00100 + END 17 00110 + 18 00010 +C+++MDC+++ 18 00020 +C...VAX, DVF, UNX 18 00030 +C SUBROUTINE DATE_20(DATE) 18 00040 + 18 00050 +C CHARACTER DATE*(*) 18 00060 +C 18 00070 +C RETURNS DATE AS A CHARACTER STRING OF 11 CHARACTERS IN THE 18 00080 +C FORM DD-MMM-YYYY 18 00090 +C 18 00100 +C Character*3 mon(12) 18 00110 +C Data mon/'Jan','Feb','Mar','Apr','May','Jun','Jul','Aug','Sep', 18 00120 +C +'Oct','Nov','Dec'/ 18 00130 +C...VAX, DVF 18 00140 +C/ Integer im 18 00150 +C/ Character*4 ccyy 18 00160 +C/ Character*2 dd 18 00170 +C/ CHARACTER DAY*8 18 00180 +C/C 18 00190 +C/C GET THE DATE AS A CHARACTER STRING CCYYMMDD 18 00200 +C/C 18 00210 +C/ CALL DATE_AND_TIME(DAY) 18 00220 +C/ Read(day,'(A4,I2,A2)') ccyy,im,dd 18 00230 +C/ date=dd//'-'//mon(im)//'-'//ccyy 18 00240 +C...UNX 18 00250 +C INTEGER IYMD(3) 18 00260 +C CALL IDATE(IYMD) 18 00270 +C WRITE(DATE,FMT='(I2,''-'',A3,''-'',I4)') IYMD(1),MON(IYMD(2)), 18 00280 +C + IYMD(3) 18 00290 +C...VAX, DVF, UNX 18 00300 +C RETURN 18 00310 +C END 18 00320 +C---MDC--- 19 00010 + 19 00020 + Subroutine GivWarn(seq,record,newrec) 19 00030 +C Checks old record and gives a warning on the terminal if it 19 00040 +C contains quantities not generated by HSICC 19 00050 +C 19 00060 + Integer seq 19 00070 + Character*(*) record,newrec 19 00080 +C 19 00090 + Integer i 19 00100 + Integer maxchk 19 00110 + Parameter (maxchk=9) 19 00120 + Character*71 tmpstr 19 00130 + Logical dowarn 19 00140 +C 19 00150 + Integer Lenstr 19 00160 + External Lenstr 19 00170 +C 19 00180 + Integer INDEX 19 00190 + Intrinsic INDEX 19 00200 +C 19 00210 + Character*4 check(maxchk) 19 00220 + Data check/'KC', 'LC', 'MC','NC+', 19 00230 + 2 'K/T','L/T','M/T','N/T','CC'/ 19 00240 +C 19 00250 + If(record.EQ.' ' .OR. record(6:6).EQ. ' ')Return 19 00260 + dowarn=.FALSE. 19 00270 + tmpstr=record(10:) 19 00280 +100 Continue 19 00290 + Call Lbsup(tmpstr) 19 00300 + Do 200 i=1,maxchk 19 00310 + If(tmpstr(1:Lenstr(check(i))) 19 00320 + 2 .EQ. check(i)(1:Lenstr(check(i))))GoTo 300 19 00330 +200 Continue 19 00340 + dowarn=.TRUE. 19 00350 +300 Continue 19 00360 + If(dowarn)Then 19 00370 + Write(6,FMT='('' *****'')') 19 00380 + Write(6, 19 00390 + 2 FMT='(X,I8,'' The following record will be replaced: '')')seq 19 00400 + Write(6,FMT='(X,A)')record(1:Lenstr(record)) 19 00410 + Write(6,FMT='(10X,''by'')') 19 00420 + Write(6,FMT='(X,A)')newrec(1:Lenstr(newrec)) 19 00430 + Write(6,FMT='(10X,''Please check before running HSMRG'')') 19 00440 + Write(6,FMT='('' *****'')') 19 00450 + Return 19 00460 + EndIf 19 00470 + i=INDEX(tmpstr,'$') 19 00480 + If(i .EQ. 0)Return 19 00490 + tmpstr=tmpstr(i+1:) 19 00500 + If(Lenstr(tmpstr) .GT. 0)GoTo 100 19 00510 + Return 19 00520 + End 19 00530 diff --git a/src/ensdf_processing/HSICC/hsmrg.for b/src/ensdf_processing/HSICC/hsmrg.for new file mode 100644 index 0000000000..a60b0c91b1 --- /dev/null +++ b/src/ensdf_processing/HSICC/hsmrg.for @@ -0,0 +1,416 @@ +C PROGRAM HSMRG 01 00010 +C***********************************************************************01 00020 +C 01 00030 +C REVISION HISTORY: 01 00040 +C VERSION 1( 0) AS OF 20-JUL-78. INITIAL VERSION. 01 00050 +C VERSION 2( 1) AS OF 25-JUL-78. REWRITE FOR INCR. FLEXIBILITY. 01 00060 +C VERSION 2( 2) AS OF 10-APR-79. HANDLE MISSING '2 G' CARDS. 01 00070 +C VERSION 3( 3) AS OF 9-JUN-81. USE DIALOG=LINE FOR DEC. 01 00080 +C VERSION 3( 4) AS OF 24-SEP-81. INCREASE TABLES FOR 500 G'S. 01 00090 +C VERSION 4( 5) AS OF 3-FEB-82. REWRITE PROGRAM TO USE SEQ #'S 01 00100 +C INSTEAD OF MATCHING ENERGIES. 01 00110 +C VERSION 5( 6) AS OF 30-MAR-82. PERFORM SORT INTERNALLY. 01 00120 +C VERSION 6 AS OF 24-FEB-86. CONVERT TO FORTRAN 77. 01 00130 +C VERSION 6( 1) AS OF 5-AUG-86. ADD VAX MDC. 01 00140 +C VERSION 6( 2) AS OF 27-FEB-87. ADD Ibm PC MDC. 2 G to S G. 01 00150 +C VERSION 6( 3) AS OF 2-NOV-87. VAX mdc, READONLY for OPEN added01 00160 +C VERSION 6( 4) AS OF 16-OCT-92. Add ANS MDC 01 00170 +C VERSION 7.0 As of 23-Nov-93. 1) Implemented F&P subcommittee 01 00180 +C recommendations on L=3,4 01 00190 +C coefficients (See HSICC) 01 00200 +C 2) Set dimensions for GCARD same01 00210 +C for all machines 01 00220 +C 3) "S G" and "DG" records from 01 00230 +C CARDS.NEW are now placed at 01 00240 +C end instead of beginning. 01 00250 +C 4) Some code clean up. 01 00260 +C Version 7.0a As of 12-Apr-99. 1) Added check for COMTRANSed 01 00270 +C version of DG card 01 00280 +C Version 7.1 As of 9-Feb-01 Added UNX MDC (RRK) 01 00290 +C Version 7.1a As of 17-Sep-2001 Increased tables to 2000 gammas01 00300 +C Added check on "S G" records 01 00310 +C for quantities not output by 01 00320 +C HSICC 01 00330 +C 01 00340 +C REFER ALL COMMENTS AND INQUIRIES TO 01 00350 +C NATIONAL NUCLEAR DATA CENTER 01 00360 +C BROOKHAVEN NATIONAL LABORATORY 01 00370 +C UPTON, NEW YORK 11973 01 00380 +C TELEPHONE 631-344-2901 COMM 01 00390 +C 01 00400 +C***********************************************************************01 00410 +C 01 00420 +C MERGE THE NEW (CORRECTION) G-CARDS CREATED BY HSICC 01 00430 +C WITH THE INPUT DATA SET DECK TO CREATE AN UPDATED 01 00440 +C DATA SET DECK. 01 00450 +C 01 00460 +C UNIT 35 IS THE INPUT DATA SET DECK. 01 00470 +C UNIT 6 IS THE PRINT. 01 00480 +C UNIT 37 IS THE CORRECTION DECK OF G-CARDS. 01 00490 +C UNIT 38 IS THE UPDATED DATA SET DECK. 01 00500 +C 01 00510 + PROGRAM MERGE 01 00520 +C 01 00530 + Integer Lenstr 01 00540 + Logical ChkRec 01 00550 + External ChkRec,Lenstr 01 00560 +C 01 00570 + Integer INDEX 01 00580 + Intrinsic INDEX 01 00590 +C 01 00600 +C LOCAL VARIABLES. 01 00610 +C 01 00620 + Integer maxrec 01 00630 + Parameter (maxrec=2000) 01 00640 + Character*(1) ans 01 00650 + CHARACTER*80 CARD 01 00660 + CHARACTER*80 GCARD(3,maxrec) 01 00670 + CHARACTER*80 LINE 01 00680 + INTEGER GSEQ(maxrec),SEQ 01 00690 + INTEGER IG, NG 01 00700 + INTEGER INP, PRT, COR, UPD 01 00710 + INTEGER I, J, K 01 00720 + LOGICAL IEND 01 00730 +C 01 00740 +C INITIAL VALUES. 01 00750 +C 01 00760 + DATA INP, PRT, COR, UPD /35, 6, 37, 38/ 01 00770 +C 01 00780 +C FILE SPECIFICATIONS. 01 00790 +C 01 00800 + WRITE(6, 99901) 01 00810 + LINE=' ' 01 00820 +99901 FORMAT('0INPUT FILES -'/' DATA DECK (DEF: data.tst): ') 01 00830 + READ(5, 99900) LINE 01 00840 + IF(LINE.EQ.' ') LINE='data.tst' 01 00850 +99900 FORMAT(A) 01 00860 +C+++MDC+++ 01 00870 +C...UNX,ANS 01 00880 + OPEN(UNIT=INP,FILE=LINE, 01 00890 + 1 STATUS='OLD') 01 00900 +C...VAX,DVF 01 00910 +C/ OPEN(UNIT=INP,FILE=LINE,STATUS='OLD',READONLY) 01 00920 +C---MDC--- 01 00930 + WRITE(6,99902) 01 00940 + LINE=' ' 01 00950 +99902 FORMAT(' NEW G/2G CARD DECK (DEF: cards.new): ') 01 00960 + READ(5, 99900) LINE 01 00970 + IF(LINE.EQ.' ') LINE='cards.new' 01 00980 + OPEN(UNIT=COR,FILE=LINE, 01 00990 + 1 STATUS='OLD') 01 01000 + WRITE(6,99903) 01 01010 + LINE=' ' 01 01020 +99903 FORMAT('0OUTPUT FILES -'/ 01 01030 + + ' MERGED DATA DECK (DEF: cards.mrg): ') 01 01040 + READ(5,99900) LINE 01 01050 + IF(LINE.EQ.' ') LINE='cards.mrg' 01 01060 +C+++MDC+++ 01 01070 +C...ANS,UNX,DVF 01 01080 + OPEN(UNIT=UPD,FILE=LINE, 01 01090 + 1 STATUS='UNKNOWN') 01 01100 +C...VAX 01 01110 +C/ OPEN(UNIT=UPD,FILE=LINE, 01 01120 +C/ 1 CARRIAGECONTROL='LIST', 01 01130 +C/ 1 STATUS='NEW') 01 01140 +C---MDC--- 01 01150 + WRITE (PRT, 1000) 01 01160 + 1000 FORMAT('0PROGRAM H S M R G VERSION 7.1a AS OF 17-Feb-2001.'//)01 01170 +C 01 01180 +C READ IN CORRECTION DECK, SORTING AS WE GO. 01 01190 +C 01 01200 +C -- READ 1G-CARD OF FIRST PAIR. 01 01210 + CALL READC(CARD, SEQ, IEND) 01 01220 +C -- IF NO CORRECTION CARDS... 01 01230 + IF (IEND) GOTO 70 01 01240 +C -- SET UP CARD COUNTER/POINTER. 01 01250 + IG = 1 01 01260 + K = 1 01 01270 +C -- STORE CARD AND ITS SEQ. 01 01280 + GCARD(1,K)=CARD 01 01290 + GSEQ(K) = SEQ 01 01300 +C -- READ 2G-CARD. 01 01310 + CALL READC(CARD, SEQ, IEND) 01 01320 +C -- IF NO 2G-CARD AND END OF DECK... 01 01330 + IF (IEND) GOTO 80 01 01340 +C -- CHECK IF SEQ MATCHES GSEQ(K). 01 01350 + IF (SEQ .NE. GSEQ(K)) GOTO 10 01 01360 +C -- IF PROPER 2G-CARD, STORE IT. 01 01370 + GCARD(2,K)=CARD 01 01380 + GOTO 20 01 01390 +C ELSE 01 01400 +C -- IF NO 2G-CARD, ZERO OUT 2G-CARD STORAGE 01 01410 + 10 GCARD(2,K)=' ' 01 01420 +C -- AND ALLOW NEXT PASS TO REREAD CARD. 01 01430 + BACKSPACE COR 01 01440 +C ENDIF 01 01450 +20 Continue 01 01460 +C Read "DG" card 01 01470 + gcard(3,k)=' ' 01 01480 + If(gcard(2,k) .NE. ' ')Then 01 01490 + Call Readc(card,seq,iend) 01 01500 + If(iend)GoTo 85 01 01510 + If(seq .EQ. gseq(k))Then 01 01520 + gcard(3,k)=card 01 01530 + Else 01 01540 + Backspace cor 01 01550 + EndIf 01 01560 + EndIf 01 01570 +C 01 01580 +C -- CONTINUE READING AND SORT IN. 01 01590 + DO 60 IG = 2, maxrec 01 01600 +C -- READ 1G-CARD. 01 01610 + CALL READC(CARD, SEQ, IEND) 01 01620 +C -- IF END OF DECK... 01 01630 + IF (IEND) GOTO 90 01 01640 +C -- SCAN ARRAY BACKWARDS TO FIND PROPER SPOT FOR THIS CARD. 01 01650 +C -- K POINTS TO WHERE CARD SHOULD GO. 01 01660 + K = IG 01 01670 + DO 30 J = 2, IG 01 01680 +C -- J IS USED ONLY AS A COUNTER. 01 01690 +C -- IF CURRENT CARD SHOULD PRECEDE EXISTING CARD... 01 01700 + IF (SEQ .GE. GSEQ(K-1)) GOTO 40 01 01710 +C -- SLIDE DOWN EXISTING CARD. 01 01720 + GCARD(1,K)=GCARD(1,K-1) 01 01730 + GCARD(2,K)=GCARD(2,K-1) 01 01740 + gcard(3,k)=gcard(3,k-1) 01 01750 + GSEQ(K) = GSEQ(K-1) 01 01760 +C -- AND KEEP LOOKING FOR SPOT. 01 01770 + K = K - 1 01 01780 + 30 CONTINUE 01 01790 +C -- FOUND SPOT, STORE CARD AND ITS SEQ. 01 01800 + 40 GCARD(1,K)=CARD 01 01810 + GSEQ(K) = SEQ 01 01820 +C -- READ 2G-CARD. 01 01830 + CALL READC(CARD, SEQ, IEND) 01 01840 +C -- IF NO 2G-CARD AND END OF DECK... 01 01850 + IF (IEND) GOTO 80 01 01860 +C -- CHECK IF SEQ MATCHES GSEQ(K). 01 01870 + If(seq .EQ. gseq(k))Then 01 01880 +C -- IF PROPER 2G-CARD, STORE IT. 01 01890 + gcard(2,k)=card 01 01900 + Else 01 01910 +C -- IF NO 2G-CARD, ZERO OUT 2G-CARD STORAGE 01 01920 + gcard(2,k)=' ' 01 01930 + gcard(3,k)=' ' 01 01940 +C -- AND ALLOW NEXT PASS TO REREAD CARD. 01 01950 + backspace cor 01 01960 + GoTo 60 01 01970 + EndIf 01 01980 +C -- Get "DG" card if present 01 01990 + Call Readc(card,seq,iend) 01 02000 + If(iend)GoTo 85 01 02010 + If(seq .EQ. gseq(k))Then 01 02020 + gcard(3,k)=card 01 02030 + Else 01 02040 + gcard(3,k)=' ' 01 02050 + Backspace cor 01 02060 + EndIf 01 02070 + 60 CONTINUE 01 02080 +C -- IF MORE THAN maxrec PAIRS, STOP AND REPORT ERROR. 01 02090 + WRITE (PRT, 2000)maxrec 01 02100 + 2000 FORMAT('0*** MORE THAN ',I4, 01 02110 + 2 'CORRECTIONS, MODIFY PROGRAM ***') 01 02120 + Write(prt,FMT='('' First '',I4,'' changed'')') 01 02130 + GOTO 999 01 02140 +C 01 02150 +C ERROR HANDLING SECTION. 01 02160 +C 01 02170 +C -- NO CORRECTIONS. 01 02180 + 70 WRITE (PRT, 3000) 01 02190 + 3000 FORMAT('0*** NO CORRECTIONS, DATA DECK STANDS AS IS ***') 01 02200 + GOTO 999 01 02210 +C 01 02220 +C -- NO SECOND CARD AND END OF DECK. 01 02230 + 80 GCARD(2,K)=' ' 01 02240 +C -- No third card and end of deck 01 02250 +85 Continue 01 02260 + gcard(3,k)=' ' 01 02270 + IG = IG + 1 01 02280 +C 01 02290 +C -- END OF DECK. 01 02300 + 90 NG = IG - 1 01 02310 +C 01 02320 +C FIND MATCHING INPUT CARD. 01 02330 +C 01 02340 +C -- SEQ IS SEQUENCE NUMBER OF CARD IN INPUT DATA DECK. 01 02350 + SEQ = 0 01 02360 +C -- IG IS POINTER TO NEXT CORRECTION PAIR. 01 02370 + IG = 1 01 02380 +C -- READ INPUT CARD AND ADJUST SEQ. 01 02390 + 100 CALL READI(CARD, IEND) 01 02400 + IF (IEND) GOTO 999 01 02410 + SEQ = SEQ + 1 01 02420 +C -- IF NO MATCH WITH NEXT CORRECTION PAIR, WRITE CARD AND LOOP. 01 02430 + 110 IF (SEQ .EQ. GSEQ(IG)) GOTO 120 01 02440 + WRITE (UPD, 4000) CARD 01 02450 + 4000 FORMAT(A) 01 02460 + GOTO 100 01 02470 +C 01 02480 +C MATCH, REPLACE 1G-CARD AND INSERT 2G-CARD, IF PRESENT. 01 02490 +C 01 02500 + 120 WRITE (UPD, 4000) GCARD(1, IG) 01 02510 +C 01 02520 +C COPY CG-CARDS, DELETE 2G-CARDS, COPY NG-CARDS (N > 2). 01 02530 +C STOP WHEN NON-G- OR NEW 1G-CARD FOUND. 01 02540 +C 01 02550 +C -- READ INPUT CARD AND ADJUST SEQ. 01 02560 + 130 CALL READI(CARD, IEND) 01 02570 + If(iend)Then 01 02580 + If(gcard(2,ig) .NE. ' ')Then 01 02590 + Write(upd,4000)gcard(2,ig) 01 02600 + If(gcard(3,ig) .NE. ' ')Write(upd,4000)gcard(3,ig) 01 02610 + EndIf 01 02620 + GOTO 999 01 02630 + EndIf 01 02640 + SEQ = SEQ + 1 01 02650 +C -- IF NON-G-CARD, MOVE ON TO NEXT PAIR. 01 02660 + If(card(8:8) .NE. 'G')Then 01 02670 + If(gcard(2,ig) .NE. ' ')Then 01 02680 + Write(upd,4000)gcard(2,ig) 01 02690 + If(gcard(3,ig) .NE. ' ')Write(upd,4000)gcard(3,ig) 01 02700 + EndIf 01 02710 + GOTO 150 01 02720 + EndIf 01 02730 +C -- IF CG-CARD, COPY IT AND CONTINUE LOOP. 01 02740 + If(card(7:11).EQ.'DG CC' .OR. card(7:11).EQ.'dG CC')Then 01 02750 +C -- Check for old HSICC generated docmentation commentes 01 02760 + If(INDEX(card,'CC(THEORY)''S MULT. BY') .GT. 0 .AND. 01 02770 + 2 INDEX(card,'(Cf. 90NE01)') .GT. 0)GoTo 130 01 02780 + If(INDEX(card,'|a(theory)''s mult. ').GT.0 .AND. 01 02790 + 2 INDEX(card,'(Cf. 1990Ne01)').GT.0)GoTo 130 01 02800 + EndIf 01 02810 + If(card(7:7) .NE. 'C')Then 01 02820 +C -- IF NEW 1G-CARD, MOVE ON TO NEXT PAIR. 01 02830 + If(card(6:6) .EQ. ' ' .OR. card(6:6) .EQ. '1')Then 01 02840 + If(gcard(2,ig) .NE. ' ')Then 01 02850 + Write(upd,4000)gcard(2,ig) 01 02860 + If(gcard(3,ig) .NE. ' ')Write(upd,4000)gcard(3,ig) 01 02870 + EndIf 01 02880 + GoTo 150 01 02890 + EndIf 01 02900 +C -- DELETE (DON'T COPY) 2G-CARDS BUT CONTINUE LOOP. 01 02910 + If(card(6:7) .EQ. '2 ' .OR. card(6:7) .EQ. 'S ')Then 01 02920 + If(ChkRec(card))Then 01 02930 + Write(6,99900) 01 02940 + 2 ' ***** The following has quantities not from HSICC:' 01 02950 + Write(6,FMT='(X,A)')card(1:Lenstr(card)) 01 02960 + Write(6,99900) 01 02970 + 2 ' Keep (Y: default) or Delete (N)?' 01 02980 + Read(5,99900)ans 01 02990 + If(ans.EQ.'N' .OR. ans.EQ.'n')GoTo 130 01 03000 + Else 01 03010 + GoTo 130 01 03020 + EndIf 01 03030 + EndIf 01 03040 + EndIf 01 03050 + WRITE (UPD, 4000) CARD 01 03060 + GOTO 130 01 03070 +C 01 03080 +C MOVE ON TO NEXT G/2G PAIR. 01 03090 +C 01 03100 + 150 IG = IG + 1 01 03110 + IF (IG .LE. NG) GOTO 110 01 03120 +C -- NOTE: NO NEED TO REREAD CARD, THEREFORE GOTO 110 NOT 100. 01 03130 +C 01 03140 +C END OF FILE - COR. 01 03150 +C 01 03160 +C -- WRITE CURRENT INPUT CARD STILL IN BUFFER. 01 03170 + WRITE (UPD, 4000) CARD 01 03180 +C -- BLIND COPY REST OF INPUT DATA DECK. 01 03190 + 160 CALL READI(CARD, IEND) 01 03200 + IF (IEND) GOTO 999 01 03210 + WRITE (UPD, 4000) CARD 01 03220 + GOTO 160 01 03230 +C 01 03240 +C END OF FILE - INP. 01 03250 +C 01 03260 +C -- ALL DONE. 01 03270 + 999 STOP 01 03280 + END 01 03290 + SUBROUTINE READC (CARD, SEQ, IEND) 02 00010 +C 02 00020 +C READ A CARD FROM THE CORRECTION FILE. 02 00030 +C 02 00040 +C CARD IS THE 80 CHARACTERS FORMAT. 02 00050 +C SEQ IS A BINARY INTEGER FROM COLUMNS 81-85 OF IMAGE. 02 00060 +C IEND IS A LOGICAL VARIABLE, .TRUE. IF END OF FILE FOUND. 02 00070 +C 02 00080 + INTEGER SEQ 02 00090 + CHARACTER*80 CARD 02 00100 + LOGICAL IEND 02 00110 +C 02 00120 + INTEGER COR 02 00130 +C 02 00140 + DATA COR /37/ 02 00150 +C 02 00160 + IEND = .FALSE. 02 00170 + READ (COR, 1000, END=10) CARD, SEQ 02 00180 + 1000 FORMAT(A, I5) 02 00190 + GOTO 999 02 00200 +C 02 00210 + 10 IEND = .TRUE. 02 00220 + 999 RETURN 02 00230 + END 02 00240 + SUBROUTINE READI (CARD, IEND) 03 00010 +C 03 00020 +C READ A CARD FROM THE INPUT DATA SET DECK FILE. 03 00030 +C 03 00040 +C CARD IS THE 80 CHARACTERS FORMAT. 03 00050 +C IEND IS A LOGICAL VARIABLE, .TRUE. IF END OF FILE FOUND. 03 00060 +C 03 00070 + CHARACTER*80 CARD 03 00080 + LOGICAL IEND 03 00090 +C 03 00100 + INTEGER INP 03 00110 +C 03 00120 + DATA INP /35/ 03 00130 +C 03 00140 + IEND = .FALSE. 03 00150 + READ (INP, 1000, END=10) CARD 03 00160 + 1000 FORMAT(A) 03 00170 + GOTO 999 03 00180 +C 03 00190 + 10 IEND = .TRUE. 03 00200 + 999 RETURN 03 00210 + END 03 00220 + 04 00010 + Logical Function ChkRec(record) 04 00020 +C Checks for quantities on "S G" records not output by HSICC 04 00030 +C Returns .TRUE. if found, else .FALSE. 04 00040 +C 04 00050 + Character*(*) record 04 00060 +C 04 00070 + Integer i 04 00080 + Integer maxchk 04 00090 + Parameter (maxchk=9) 04 00100 + Character*71 tmpstr 04 00110 +C 04 00120 +C 04 00130 + Integer Lenstr 04 00140 + External Lenstr 04 00150 +C 04 00160 + Integer INDEX 04 00170 + Intrinsic INDEX 04 00180 +C 04 00190 + Character*4 check(maxchk) 04 00200 + Data check/'KC', 'LC', 'MC','NC+', 04 00210 + 2 'K/T','L/T','M/T','N/T','CC'/ 04 00220 +C 04 00230 + ChkRec=.FALSE. 04 00240 + If(record.EQ.' ')return 04 00250 + tmpstr=record(10:) 04 00260 +100 Continue 04 00270 + Call Lbsup(tmpstr) 04 00280 + Do 200 i=1,maxchk 04 00290 + If(tmpstr(1:Lenstr(check(i))) 04 00300 + 2 .EQ. check(i)(1:Lenstr(check(i))))GoTo 300 04 00310 +200 Continue 04 00320 + ChkRec=.TRUE. 04 00330 + Return 04 00340 +300 Continue 04 00350 + i=INDEX(tmpstr,'$') 04 00360 + If(i .EQ. 0)Return 04 00370 + tmpstr=tmpstr(i+1:) 04 00380 + If(Lenstr(tmpstr) .GT. 0)GoTo 100 04 00390 + Return 04 00400 + End 04 00410 diff --git a/src/ensdf_processing/HSICC/seqhst.for b/src/ensdf_processing/HSICC/seqhst.for new file mode 100644 index 0000000000..abf491918a --- /dev/null +++ b/src/ensdf_processing/HSICC/seqhst.for @@ -0,0 +1,142 @@ +C***********************************************************************01 00010 +C* 01 00020 +C* PROGRAM SEQHST 01 00030 +C* 01 00040 +C* VERSION 1(0) AS OF 7-NOV-80. FOR DEC AND IBM MACHINES ONLY. 01 00050 +C* VERSION 2(1) AS OF 16-JUN-81. USE DIALOG=LINE FOR DEC. 01 00060 +C* VERSION 3 AS OF 24-FEB-86. CONVERT TO FORTRAN 77. 01 00070 +C* VERSION 3(1) AS OF 6-AUG-86. ADD VAX MDC. 01 00080 +C* VERSION 3(2) AS OF 1-APR-87. ADD Ibm PC. 01 00090 +C* VERSION 3(3) AS OF 16-Oct-92. Added ANS MDC. 01 00100 +C* Version 3.4 as of 9-Feb-01. Added UNX MDC (Linux and GNU f77)RRK01 00105 +C* 01 00110 +C* 01 00120 +C* REFER ALL COMMENTS AND INQUIRES TO 01 00130 +C* NATIONAL NUCLEAR DATA CENTER 01 00140 +C* BUILDING 197D 01 00150 +C* BROOKHAVEN NATIONAL LABORATORY 01 00160 +C* UPTON, NEW YORK 11973 01 00170 +C* TELEPHONE 631-344-2901 COMM 01 00180 +C* 01 00200 +C***********************************************************************01 00210 +C* 01 00220 +C* 01 00230 +C CONVERT HAGER-SELTZER DIRECT ACCESS TABLE TO SEQUENTIAL 01 00240 +C TEXT FILE FORMAT. 01 00250 +C 01 00260 +C DIRECT ACCESS TABLE IS A BINARY FILE OF 11 WORD RECORDS. 01 00270 +C 13004 RECORDS IN THE FILE. 01 00280 +C 01 00290 +C TEXT FILE IS A SEQUENTIAL ACCESS SYMBOLIC FILE OF 80 01 00300 +C CHARACTER RECORDS (Z, SHELL, EG, E1, E2, E3, E4, 01 00310 +C M1, M2, M3, M4) = (I3, A2, F7.2, 8E8.2). 01 00320 +C 01 00330 +C WRITTEN BY: 01 00340 +C BRUCE J. BARTON 01 00350 +C NOVEMBER, 1977 01 00360 +C 01 00370 + PROGRAM SEQHST 01 00380 +C 01 00390 + INTEGER Z, KNT 01 00400 + CHARACTER*2 SHELL 01 00410 + CHARACTER*90 LINE 01 00420 + REAL EG, E(4), M(4) 01 00430 + CHARACTER*8 ECHAR(4),MCHAR(4) 01 00440 + INTEGER TBLKEY,I 01 00450 +C 01 00460 +C... OPEN INPUT AND OUTPUT FILES. 01 00470 +C 01 00480 +C+++MDC+++ 01 00490 +C...VAX,DVF 01 00640 +C/ WRITE(6, 99901) 01 00650 +C/99901 FORMAT(' ENTER BINARY TABLE FILE NAME (DEF: ICCTBL.DAT): ') 01 00660 +C/ READ(5, 99900) LINE 01 00670 +C/ IF(LINE.EQ.' ') LINE='ICCTBL.DAT' 01 00680 +C/99900 FORMAT(A) 01 00690 +C/ OPEN(UNIT=20,ACCESS='DIRECT',RECL=11, 01 00700 +C/ 1 FILE=LINE,STATUS='OLD') 01 00710 +C/ WRITE(6,99902) 01 00720 +C/99902 FORMAT(' ENTER SEQUENTIAL OUTPUT FILE NAME (DEF: ICCSEQ.DAT): ')01 00730 +C/ READ(5,99900) LINE 01 00740 +C/ IF(LINE.EQ.' ') LINE='ICCSEQ.DAT' 01 00750 +C/ OPEN(UNIT=21,ACCESS='SEQUENTIAL',RECL=80, 01 00760 +C/ 1 CARRIAGECONTROL='LIST', 01 00770 +C/ 1 FILE=LINE,STATUS='NEW') 01 00780 +C...UNX, ANS 01 00790 + WRITE(6, 99901) 01 00800 +99901 FORMAT(' ENTER BINARY TABLE FILE NAME (DEF: icctbl.dat): ') 01 00810 + READ(5, 99900) LINE 01 00820 + IF(LINE.EQ.' ') LINE='icctbl.dat' 01 00830 +99900 FORMAT(A) 01 00840 + OPEN(UNIT=20,ACCESS='DIRECT',RECL=44, 01 00850 + 1 FILE=LINE,STATUS='OLD') 01 00860 + WRITE(6,99902) 01 00870 +99902 FORMAT(' ENTER SEQUENTIAL OUTPUT FILE NAME (DEF: iccseq.dat): ') 01 00880 + READ(5,99900) LINE 01 00890 + IF(LINE.EQ.' ') LINE='iccseq.dat' 01 00900 + OPEN(UNIT=21,ACCESS='SEQUENTIAL',FILE=LINE,STATUS='UNKNOWN') 01 00920 +C---MDC--- 01 00960 +C 01 00970 +C... INITIALIZE VARIABLE TBLKEY AND KNT. 01 00980 +C 01 00990 + WRITE (6, 300) 01 01000 + 300 FORMAT('0PROGRAM S E Q H S T VERSION 3.4 AS OF 9-Feb-01.'/) 01 01010 + TBLKEY = 1 01 01020 + KNT = 0 01 01030 +C 01 01040 +C... READ/WRITE LOOP. 01 01050 +C 01 01060 + 10 READ (20,REC=TBLKEY, ERR=99) Z, SHELL, EG, E, M 01 01070 + IF(Z.EQ.0) GO TO 99 01 01080 + TBLKEY=TBLKEY+1 01 01090 +C 01 01100 +C CHANGE E AND M TO CHAR STRING SO THAT THE NUMBERS ON THE 01 01110 +C SEQUENTIAL FILE WILL BE AS 1.23E-00. 01 01120 +C 01 01130 + DO 80 I=1,4 01 01140 + CALL TOCHAR(E(I),ECHAR(I)) 01 01150 + CALL TOCHAR(M(I),MCHAR(I)) 01 01160 + 80 CONTINUE 01 01170 + WRITE (21, 100) Z, SHELL, EG, ECHAR, MCHAR 01 01180 + 100 FORMAT(I3, A, F7.2, 8A8) 01 01190 + KNT = KNT + 1 01 01200 + GOTO 10 01 01210 +C 01 01220 +C... ON RANDOM ACCESS READ ERROR (END OF FILE), 01 01230 +C... CLOSE FILES AND RETURN. 01 01240 +C 01 01250 + 99 WRITE (6, 200) KNT 01 01260 + 200 FORMAT(I6, ' RECORDS HAVE BEEN WRITTEN.') 01 01270 + CLOSE (UNIT=20) 01 01280 + CLOSE (UNIT=21) 01 01290 + CLOSE (UNIT=6) 01 01300 + STOP 01 01310 + END 01 01320 + SUBROUTINE TOCHAR(X,XSTR) 02 00010 +C 02 00020 +C THIS SUBROUTINE CONVERTS NUMBER X TO 02 00030 +C A CHARACTER STRING WHICH IS FORMATTED LIKE 02 00040 +C 1.34E-00 (PDP10'S FORTRAN66 E FORMAT) 02 00050 + REAL X 02 00060 + CHARACTER*8 XSTR 02 00070 + CHARACTER*9 TEMP 02 00080 + INTEGER IPOS,I 02 00090 +C 02 00100 + 9000 FORMAT(E9.3) 02 00110 + 9001 FORMAT(I3.2) 02 00120 +C 02 00130 + XSTR='******' 02 00140 + WRITE(TEMP,9000) X 02 00150 + IF(TEMP(1:1) .EQ. '*') RETURN 02 00160 + IF(TEMP(2:2) .NE. '.') RETURN 02 00170 + IF(TEMP(6:6) .NE. 'E') RETURN 02 00180 + XSTR(1:1)=TEMP(3:3) 02 00190 + XSTR(2:2)='.' 02 00200 + XSTR(3:4)=TEMP(4:5) 02 00210 + XSTR(5:5)='E' 02 00220 + READ(TEMP(7:9),9001) I 02 00230 + I=I-1 02 00240 + WRITE(XSTR(6:8),9001) I 02 00250 + IF(XSTR(6:6) .EQ. ' ')XSTR(6:6)='+' 02 00260 + RETURN 02 00270 + END 02 00280 diff --git a/tests/ensdf_processing/delta/ref_delta.rpt b/tests/ensdf_processing/delta/ref_delta.rpt new file mode 100644 index 0000000000..29d252ffe0 --- /dev/null +++ b/tests/ensdf_processing/delta/ref_delta.rpt @@ -0,0 +1,910 @@ + + + * DATA CLEARED * + + HEADER: 59FE B- DECAY. 142-192 CORR. WITH DELTA DATA FROM OTHER CORR. + + * A2-DATA -0.2800 0.0400 + + * D -DATA 1.0000 -0.0050 0.0200 + + * D -DATA 2.0000 0.2200 0.0190 + + * ST-DATA 3.0000 3.0000 + + * LI-DATA -12.0000 12.0000 -90.0000 90.0000 + + * GO-DATA -0.5000 -1.5000 -1.5000 +1 59FE B- DECAY. 142-192 CORR. WITH DELTA DATA FROM OTHER CORR. + + SPIN SEQUENCE 1/2- ---> 3/2- ---> 3/2- + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + + +++++++ DATA +++++++ + A2 = -0.280+- 0.040 + D 1= -0.286+- 1.146 (ATAN(DELTA)) + D2= 12.407+- 1.038 (ATAN(DELTA)) + + ATAN(D1) VARIED FROM -12.0 TO 12.0 IN STEPS OF 3.0 DEGREES + + ATAN(D2) VARIED FROM -90.0 TO 90.0 IN STEPS OF 3.0 DEGREES + + + + DELTA(1) MINIMUM + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) + 1.941 -0.327 0.000 -1.1 12.1 + + DELTA(1)= -0.019 + 0.022 - 0.022 SIGMA= 3.639 SIGMA/DEGREE OF FREEDOM= 1.819 + + + ATAN(DELTA1) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -12.00 65.494 + X * O + + -9.00 34.380 + X * O + + -6.00 13.587 + X * O + + -3.00 2.821 + OX * + + 0.00 1.587 + O X * + + 3.00 9.262 + X * O + + 6.00 25.177 + X * O + + 9.00 48.690 + X * O + + 12.00 79.235 + X * O + + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 2 + X = 5 PERCENT LIMIT = 2.996 + * = 0.1 PERCENT LIMIT = 6.908 + + + + + DELTA(2) MINIMUM + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) + 1.940 -0.327 0.000 -1.1 12.1 + + DELTA(2)= 0.214 + 0.024 - 0.024 SIGMA= 3.638 SIGMA/DEGREE OF FREEDOM= 1.819 + + + ATAN(DELTA2) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -90.00 4888.706 + X * O + -87.00 4615.082 + X * O + -84.00 4349.997 + X * O + -81.00 4093.088 + X * O + -78.00 3844.051 + X * O + -75.00 3602.669 + X * O + -72.00 3368.822 + X * O + -69.00 3142.468 + X * O + -66.00 2923.624 + X * O + -63.00 2712.336 + X * O + -60.00 2508.660 + X * O + -57.00 2312.650 + X * O + -54.00 2124.345 + X * O + -51.00 1943.767 + X * O + -48.00 1770.917 + X * O + -45.00 1605.778 + X * O + -42.00 1448.312 + X * O + -39.00 1298.469 + X * O + -36.00 1156.191 + X * O + -33.00 1021.429 + X * O + -30.00 894.161 + X * O + -27.00 774.414 + X * O + -24.00 662.295 + X * O + -21.00 558.003 + X * O + -18.00 461.830 + X * O + -15.00 374.130 + X * O + -12.00 295.272 + X * O + -9.00 225.584 + X * O + -6.00 165.306 + X * O + -3.00 114.560 + X * O + 0.00 73.348 + X * O + + 3.00 41.570 + X * O + + 6.00 19.053 + X * O + + 9.00 5.592 + X O * + + 12.00 0.974 + O X * + + 15.00 5.009 + X O * + + 18.00 17.534 + X * O + + 21.00 38.425 + X * O + + 24.00 67.586 + X * O + + 27.00 104.950 + X * O + 30.00 150.470 + X * O + 33.00 204.116 + X * O + 36.00 265.869 + X * O + 39.00 335.721 + X * O + 42.00 413.672 + X * O + 45.00 499.727 + X * O + 48.00 593.905 + X * O + 51.00 696.233 + X * O + 54.00 806.754 + X * O + 57.00 925.531 + X * O + 60.00 1052.655 + X * O + 63.00 1188.245 + X * O + 66.00 1332.458 + X * O + 69.00 1485.479 + X * O + 72.00 1647.517 + X * O + 75.00 1818.783 + X * O + 78.00 1999.457 + X * O + 81.00 2189.654 + X * O + 84.00 2389.392 + X * O + 87.00 2598.569 + X * O + 90.00 2816.966 + X * O + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 2 + X = 5 PERCENT LIMIT = 2.996 + * = 0.1 PERCENT LIMIT = 6.908 + + + + + + +++++++ END OF ANALYSIS FOR THIS SPIN COMBINATION +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ + + * D -DATA 2.0000 -28.0000 10.0000 + + * GO-DATA -0.5000 -1.5000 -1.5000 +1 59FE B- DECAY. 142-192 CORR. WITH DELTA DATA FROM OTHER CORR. + + SPIN SEQUENCE 1/2- ---> 3/2- ---> 3/2- + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + + +++++++ DATA +++++++ + A2 = -0.280+- 0.040 + D 1= -0.286+- 1.146 (ATAN(DELTA)) + D2= -87.955+- 0.836 (ATAN(DELTA)) + + ATAN(D1) VARIED FROM -12.0 TO 12.0 IN STEPS OF 3.0 DEGREES + + ATAN(D2) VARIED FROM -90.0 TO 90.0 IN STEPS OF 3.0 DEGREES + + + ATAN(DELTA1) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -12.00 77.687 + X * O + + -9.00 56.410 + X * O + + -6.00 39.925 + X * O + + -3.00 30.296 + X * O + + 0.00 27.523 + X * O + + 3.00 31.606 + X * O + + 6.00 42.544 + X * O + + 9.00 60.339 + X * O + + 12.00 84.990 + X * O + + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 2 + X = 5 PERCENT LIMIT = 2.996 + * = 0.1 PERCENT LIMIT = 6.908 + + + + ATAN(DELTA2) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -90.00 27.491 + X * O + + -87.00 32.347 + X * O + + -84.00 50.262 + X * O + + -81.00 80.877 + X * O + + -78.00 123.886 + X * O + -75.00 179.074 + X * O + -72.00 246.317 + X * O + -69.00 325.577 + X * O + -66.00 416.868 + X * O + -63.00 520.238 + X * O + -60.00 635.743 + X * O + -57.00 763.436 + X * O + -54.00 903.357 + X * O + -51.00 1055.526 + X * O + -48.00 1219.947 + X * O + -45.00 1396.601 + X * O + -42.00 1585.450 + X * O + -39.00 1786.444 + X * O + -36.00 1999.527 + X * O + -33.00 2224.647 + X * O + -30.00 2461.784 + X * O + -27.00 2710.965 + X * O + -24.00 2972.295 + X * O + -21.00 3245.975 + X * O + -18.00 3532.297 + X * O + -15.00 3831.614 + X * O + -12.00 4144.295 + X * O + -9.00 4470.669 + X * O + -6.00 4810.976 + X * O + -3.00 5165.336 + X * O + 0.00 5533.753 + X * O + 3.00 5916.127 + X * O + 6.00 6312.285 + X * O + 9.00 6722.020 + X * O + 12.00 7145.121 + X * O + 15.00 7581.397 + X * O + 18.00 8030.687 + X * O + 21.00 8492.864 + X * O + 24.00 8967.833 + X * O + 27.00 9455.528 + X * O + 30.00 9955.902 + X * O + 33.00 10468.923 + X * O + 36.00 10994.575 + X * O + 39.00 11532.847 + X * O + 42.00 12083.741 + X * O + 45.00 12647.264 + X * O + 48.00 13223.428 + X * O + 51.00 13812.267 + X * O + 54.00 14413.821 + X * O + 57.00 15028.152 + X * O + 60.00 15655.355 + X * O + 63.00 16295.547 + X * O + 66.00 16948.881 + X * O + 69.00 17615.547 + X * O + 72.00 18295.754 + X * O + 75.00 18989.709 + X * O + 78.00 19697.596 + X * O + 81.00 20419.525 + X * O + 84.00 21155.521 + X * O + 87.00 21905.480 + X * O + 90.00 22669.176 + X * O + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 2 + X = 5 PERCENT LIMIT = 2.996 + * = 0.1 PERCENT LIMIT = 6.908 + + + + + + +++++++ END OF ANALYSIS FOR THIS SPIN COMBINATION +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ + + + * DATA CLEARED * + + HEADER: 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + * A2-DATA 0.0170 0.0050 + + * A4-DATA 0.0080 0.0120 + + * KA-DATA 1.0000 46.4000 2.2000 44.8100 7.4230 + + * LL-DATA 1.0000 9.6700 0.5000 6.9800 1.0880 0.7259 2.5890 + + * KA-DATA 2.0000 1.6000 0.0900 1.5290 0.5272 + + * LL-DATA 2.0000 10.9000 0.5000 0.2331 0.0771 0.0211 0.0210 + + * ST-DATA 4.0000 4.0000 + + * OU-DATA 1.0000 + + * GO-DATA 1.0000 2.0000 3.0000 +1 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + SPIN SEQUENCE 1+ ---> 2+ ---> 3+ + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + + +++++++ DATA +++++++ + A2 = 0.017+- 0.005 + A4 = 0.008+- 0.012 + KA = 46.4000+- 2.2000 FOR TRANSITION 1. THEORETICAL VALUES= 44.8100 FOR M1 AND 7.4230 FOR E2 + LL = 9.6700+- 0.5000 FOR TRANSITION 1. THEORETICAL VALUES= 6.9800 FOR M1 AND 1.0880 FOR E2 + * RATIO * OTHER SHELL: 0.7259 FOR M1 AND 2.5890 FOR E2 + KA = 1.6000+- 0.0900 FOR TRANSITION 2. THEORETICAL VALUES= 1.5290 FOR M1 AND 0.5272 FOR E2 + LL = 10.9000+- 0.5000 FOR TRANSITION 2. THEORETICAL VALUES= 0.2331 FOR M1 AND 0.0771 FOR E2 + * RATIO * OTHER SHELL: 0.0211 FOR M1 AND 0.0210 FOR E2 + + ATAN(D1) VARIED FROM -90.0 TO 90.0 IN STEPS OF 4.0 DEGREES + + ATAN(D2) VARIED FROM -90.0 TO 90.0 IN STEPS OF 4.0 DEGREES +1 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + SPIN SEQUENCE 1+ ---> 2+ ---> 3+ + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + STEPPING IN ATAN(DELTA1) + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) KA(1) LL(1) KA(2) LL(2) + 657.464 0.017 0.001 -90.0 -8.0 7.4230 0.4202 1.5095 10.9044 + 653.572 0.018 0.001 -86.0 -7.3 7.6050 0.4328 1.5129 10.9296 + 642.141 0.018 0.001 -82.0 -6.9 8.1472 0.4709 1.5146 10.9416 + 623.505 0.018 0.001 -78.0 -6.7 9.0392 0.5353 1.5155 10.9486 + 598.237 0.019 0.001 -74.0 -6.5 10.2636 0.6275 1.5161 10.9529 + 567.085 0.019 0.001 -70.0 -6.4 11.7966 0.7496 1.5165 10.9557 + 530.928 0.019 0.001 -66.0 -6.4 13.6083 0.9044 1.5167 10.9575 + 490.711 0.019 0.001 -62.0 -6.3 15.6634 1.0956 1.5169 10.9586 + 447.393 0.019 0.000 -58.0 -6.3 17.9220 1.3276 1.5170 10.9592 + 401.898 0.019 0.000 -54.0 -6.3 20.3401 1.6057 1.5170 10.9593 + 355.082 0.019 0.000 -50.0 -6.3 22.8706 1.9363 1.5169 10.9588 + 307.726 0.019 0.000 -46.0 -6.3 25.4643 2.3262 1.5168 10.9579 + 260.556 0.019 0.000 -42.0 -6.4 28.0706 2.7832 1.5166 10.9563 + 214.301 0.019 0.000 -38.0 -6.5 30.6390 3.3146 1.5162 10.9537 + 169.789 0.018 0.000 -34.0 -6.6 33.1193 3.9264 1.5157 10.9499 + 128.050 0.018 0.000 -30.0 -6.8 35.4633 4.6213 1.5149 10.9438 + 90.389 0.018 0.000 -26.0 -7.2 37.6254 5.3950 1.5135 10.9335 + 58.350 0.017 0.000 -22.0 -7.8 39.5635 6.2320 1.5107 10.9133 + 33.530 0.017 0.000 -18.0 -9.4 41.2399 7.1004 1.5023 10.8518 + 19.028 0.012 0.000 -14.0 -14.8 42.6219 7.9469 1.4635 10.5670 + 6.522 0.017 0.000 -10.0 4.3 43.6827 8.6978 1.5234 11.0066 + 2.641 0.017 0.000 -6.0 -1.9 44.4015 9.2671 1.5279 11.0397 + 1.779 0.017 0.000 -2.0 -3.2 44.7645 9.5758 1.5259 11.0245 + 1.791 0.017 0.000 2.0 -3.8 44.7645 9.5758 1.5247 11.0156 + 2.687 0.017 0.000 6.0 -4.1 44.4015 9.2671 1.5239 11.0100 + 6.539 0.016 0.000 10.0 -4.3 43.6827 8.6978 1.5234 11.0060 + 16.079 0.016 0.000 14.0 -4.4 42.6219 7.9469 1.5230 11.0033 + 33.188 0.016 0.000 18.0 -4.5 41.2399 7.1004 1.5227 11.0014 + 58.227 0.016 0.000 22.0 -4.6 39.5635 6.2320 1.5225 11.0001 + 90.317 0.016 0.000 26.0 -4.6 37.6254 5.3950 1.5224 10.9992 + 127.986 0.015 0.000 30.0 -4.7 35.4633 4.6213 1.5224 10.9987 + 169.713 0.015 0.000 34.0 -4.7 33.1193 3.9264 1.5223 10.9985 + 214.201 0.015 0.000 38.0 -4.7 30.6390 3.3146 1.5223 10.9986 + 260.426 0.016 0.000 42.0 -4.7 28.0706 2.7832 1.5224 10.9991 + 307.565 0.016 0.000 46.0 -4.6 25.4643 2.3262 1.5225 10.9998 + 354.891 0.016 0.000 50.0 -4.6 22.8706 1.9363 1.5227 11.0010 + 401.681 0.016 0.000 54.0 -4.5 20.3401 1.6057 1.5229 11.0027 + 447.158 0.016 0.000 58.0 -4.3 17.9220 1.3276 1.5232 11.0052 + 490.468 0.017 0.000 62.0 -4.2 15.6634 1.0956 1.5237 11.0088 + 530.693 0.017 0.000 66.0 -3.9 13.6083 0.9044 1.5244 11.0140 + 566.869 0.017 0.000 70.0 -3.4 11.7966 0.7496 1.5255 11.0217 + 598.036 0.017 0.000 74.0 -2.4 10.2636 0.6275 1.5273 11.0350 + 623.323 0.017 0.000 78.0 1.3 9.0392 0.5353 1.5285 11.0434 + 649.339 0.005 0.004 82.0 -14.9 8.1472 0.4709 1.4626 10.5607 + 653.865 0.017 0.002 86.0 -10.2 7.6050 0.4328 1.4975 10.8162 + 657.464 0.017 0.001 90.0 -8.0 7.4230 0.4202 1.5095 10.9044 + + + + DELTA(1) MINIMUM + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) KA(1) LL(1) KA(2) LL(2) + 1.732 0.017 0.000 -0.1 -3.5 44.8100 9.6156 1.5252 11.0196 + + DELTA(1)= -0.001 + 0.107 - 0.107 SIGMA= 2.732 SIGMA/DEGREE OF FREEDOM= 0.546 +1 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + SPIN SEQUENCE 1+ ---> 2+ ---> 3+ + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + ATAN(DELTA1) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -90.00 131.493 + X * O + -86.00 130.714 + X * O + -82.00 128.428 + X * O + -78.00 124.701 + X * O + -74.00 119.647 + X * O + -70.00 113.417 + X * O + -66.00 106.186 + X * O + -62.00 98.142 + X * O + -58.00 89.479 + X * O + + -54.00 80.380 + X * O + + -50.00 71.016 + X * O + + -46.00 61.545 + X * O + + -42.00 52.111 + X * O + + -38.00 42.860 + X * O + + -34.00 33.958 + X * O + + -30.00 25.610 + X * O + + -26.00 18.078 + X * O + + -22.00 11.670 + X * O + + -18.00 6.706 + X * O + + -14.00 3.806 + X O* + + -10.00 1.304 + O X * + + -6.00 0.528 + O X * + + -2.00 0.356 + O X * + + 2.00 0.358 + O X * + + 6.00 0.537 + O X * + + 10.00 1.308 + O X * + + 14.00 3.216 + X O * + + 18.00 6.638 + X * O + + 22.00 11.645 + X * O + + 26.00 18.063 + X * O + + 30.00 25.597 + X * O + + 34.00 33.943 + X * O + + 38.00 42.840 + X * O + + 42.00 52.085 + X * O + + 46.00 61.513 + X * O + + 50.00 70.978 + X * O + + 54.00 80.336 + X * O + + 58.00 89.432 + X * O + + 62.00 98.094 + X * O + 66.00 106.139 + X * O + 70.00 113.374 + X * O + 74.00 119.607 + X * O + 78.00 124.665 + X * O + 82.00 129.868 + X * O + 86.00 130.773 + X * O + 90.00 131.493 + X * O + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 5 + X = 5 PERCENT LIMIT = 2.214 + * = 0.1 PERCENT LIMIT = 4.103 + +1 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + SPIN SEQUENCE 1+ ---> 2+ ---> 3+ + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + STEPPING IN ATAN(DELTA2) + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) KA(1) LL(1) KA(2) LL(2) + 357.837 0.019 0.002 -10.6 -90.0 43.5434 8.5935 0.5272 3.6714 + 353.499 0.019 0.002 -10.0 -86.0 43.6890 8.7026 0.5321 3.7075 + 341.849 0.020 0.001 -8.6 -82.0 43.9729 8.9212 0.5466 3.8150 + 323.088 0.018 0.000 -4.1 -78.0 44.6147 9.4466 0.5705 3.9917 + 319.806 -0.003 0.001 -8.8 -74.0 43.9340 8.8908 0.6033 4.2343 + 293.960 0.006 0.003 -13.8 -70.0 42.6682 7.9777 0.6444 4.5379 + 261.990 0.011 0.003 -13.9 -66.0 42.6537 7.9680 0.6929 4.8965 + 229.595 0.013 0.002 -13.7 -62.0 42.7249 8.0156 0.7480 5.3032 + 197.260 0.014 0.002 -13.5 -58.0 42.7801 8.0528 0.8085 5.7498 + 165.841 0.014 0.002 -13.3 -54.0 42.8175 8.0781 0.8733 6.2277 + 136.265 0.015 0.002 -13.3 -50.0 42.8419 8.0947 0.9411 6.7275 + 109.352 0.015 0.001 -13.2 -46.0 42.8565 8.1046 1.0106 7.2395 + 85.730 0.015 0.001 -13.2 -42.0 42.8632 8.1092 1.0805 7.7536 + 65.790 0.015 0.001 -13.2 -38.0 42.8629 8.1090 1.1493 8.2599 + 49.682 0.015 0.001 -13.2 -34.0 42.8556 8.1040 1.2157 8.7485 + 37.327 0.015 0.001 -13.3 -30.0 42.8403 8.0936 1.2786 9.2100 + 28.461 0.014 0.001 -13.4 -26.0 42.8150 8.0764 1.3365 9.6354 + 22.698 0.014 0.000 -13.5 -22.0 42.7763 8.0502 1.3884 10.0166 + 19.640 0.013 0.000 -13.7 -18.0 42.7197 8.0121 1.4333 10.3461 + 19.076 0.010 0.000 -13.9 -14.0 42.6495 7.9652 1.4704 10.6176 + 21.231 0.005 0.000 -13.7 -10.0 42.6990 7.9983 1.4988 10.8260 + 18.658 -0.003 0.000 -7.0 -6.0 44.2601 9.1508 1.5181 10.9672 + 2.353 0.019 0.000 -4.8 -2.0 44.5431 9.3857 1.5278 11.0385 + 5.124 0.020 0.000 -8.8 2.0 43.9378 8.8938 1.5278 11.0385 + 6.898 0.019 0.000 -10.0 6.0 43.6720 8.6897 1.5181 10.9672 + 8.273 0.019 0.000 -10.6 10.0 43.5340 8.5865 1.4988 10.8260 + 9.957 0.019 0.000 -11.0 14.0 43.4530 8.5268 1.4704 10.6176 + 12.599 0.018 0.000 -11.2 18.0 43.4012 8.4888 1.4333 10.3461 + 16.850 0.018 0.000 -11.3 22.0 43.3661 8.4633 1.3884 10.0166 + 23.352 0.018 0.000 -11.4 26.0 43.3414 8.4453 1.3365 9.6354 + 32.690 0.018 0.001 -11.5 30.0 43.3237 8.4325 1.2786 9.2100 + 45.340 0.018 0.001 -11.6 34.0 43.3109 8.4234 1.2157 8.7485 + 61.613 0.018 0.001 -11.6 38.0 43.3020 8.4169 1.1493 8.2599 + 81.608 0.018 0.001 -11.6 42.0 43.2961 8.4126 1.0805 7.7536 + 105.179 0.018 0.001 -11.6 46.0 43.2927 8.4102 1.0106 7.2395 + 131.924 0.018 0.001 -11.6 50.0 43.2917 8.4095 0.9411 6.7275 + 161.181 0.018 0.001 -11.6 54.0 43.2929 8.4104 0.8733 6.2277 + 192.061 0.018 0.002 -11.6 58.0 43.2965 8.4129 0.8085 5.7498 + 223.479 0.018 0.002 -11.6 62.0 43.3027 8.4174 0.7480 5.3032 + 254.222 0.018 0.002 -11.5 66.0 43.3119 8.4240 0.6929 4.8965 + 283.012 0.018 0.002 -11.5 70.0 43.3250 8.4335 0.6444 4.5379 + 308.583 0.018 0.002 -11.4 74.0 43.3432 8.4467 0.6033 4.2343 + 329.759 0.018 0.002 -11.3 78.0 43.3687 8.4652 0.5705 3.9917 + 345.521 0.018 0.002 -11.2 82.0 43.4050 8.4916 0.5466 3.8150 + 355.067 0.019 0.002 -11.0 86.0 43.4588 8.5310 0.5321 3.7075 + 357.837 0.019 0.002 -10.6 90.0 43.5434 8.5935 0.5272 3.6714 + + + + DELTA(2) MINIMUM + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) KA(1) LL(1) KA(2) LL(2) + 18.978 0.011 0.000 -13.8 -15.2 42.6695 7.9785 1.4604 10.5445 + + DELTA(2)= -0.271 + 0.762 - 0.149 SIGMA= 23.647 SIGMA/DEGREE OF FREEDOM= 4.729 +1 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + SPIN SEQUENCE 1+ ---> 2+ ---> 3+ + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + ATAN(DELTA2) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -90.00 71.567 + X * O + + -86.00 70.700 + X * O + + -82.00 68.370 + X * O + + -78.00 64.618 + X * O + + -74.00 63.961 + X * O + + -70.00 58.792 + X * O + + -66.00 52.398 + X * O + + -62.00 45.919 + X * O + + -58.00 39.452 + X * O + + -54.00 33.168 + X * O + + -50.00 27.253 + X * O + + -46.00 21.870 + X * O + + -42.00 17.146 + X * O + + -38.00 13.158 + X * O + + -34.00 9.936 + X * O + + -30.00 7.465 + X * O + + -26.00 5.692 + X * O + + -22.00 4.540 + X * O + + -18.00 3.928 + X O + + -14.00 3.815 + X O* + + -10.00 4.246 + X *O + + -6.00 3.732 + X O* + + -2.00 0.471 + O X * + + 2.00 1.025 + O X * + + 6.00 1.380 + O X * + + 10.00 1.655 + O X * + + 14.00 1.991 + O X * + + 18.00 2.520 + X O * + + 22.00 3.370 + X O * + + 26.00 4.670 + X * O + + 30.00 6.538 + X * O + + 34.00 9.068 + X * O + + 38.00 12.323 + X * O + + 42.00 16.322 + X * O + + 46.00 21.036 + X * O + + 50.00 26.385 + X * O + + 54.00 32.236 + X * O + + 58.00 38.412 + X * O + + 62.00 44.696 + X * O + + 66.00 50.844 + X * O + + 70.00 56.602 + X * O + + 74.00 61.717 + X * O + + 78.00 65.952 + X * O + + 82.00 69.104 + X * O + + 86.00 71.013 + X * O + + 90.00 71.567 + X * O + + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 5 + X = 5 PERCENT LIMIT = 2.214 + * = 0.1 PERCENT LIMIT = 4.103 + + + + + + +++++++ END OF ANALYSIS FOR THIS SPIN COMBINATION +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ + + * OU-DATA 0.0000 + + * UN-DATA 1.0000 + + * GO-DATA 13.0000 10.0000 9.0000 9.0000 9.0000 7.0000 +1 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + SPIN SEQUENCE 13+ ---> 10+ ---> 9+ ---> 9+ ---> 9+ ---> 7+ + + UNOBSERVED TRANSITIONS: + 10+ ---> 9+ DELTA= 1.000 + 9+ ---> 9+ DELTA= 0.000 + 9+ ---> 9+ DELTA= 0.000 + + KRANE-STEFFEN SIGN CONVENTION FOR MIXING RATIOS + + + + + + ******* DUMP FOLLOWS ******* + + HEADER= 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA + + + NUMBER OF LEVELS= 6, ODD= F + 2J AND PI FOLLOW + 26 1. + 20 1. + 18 1. + 18 1. + 18 1. + 14 1. + + NUMBER OF DATA ITEMS= 8 + A2 0.0170 0.0050 0.0112 T 0 0.0000 0.0000 0.0000 0.0000 F + + A4 0.0080 0.0120 0.0002 T 0 0.0000 0.0000 0.0000 0.0000 F + + D 0.0000 0.0000 -13.8439 F 1 0.0000 0.0000 0.0000 0.0000 F + + D 0.0000 0.0000 -15.1706 F 2 0.0000 0.0000 0.0000 0.0000 F + + KA 46.4000 2.2000 42.6695 T 1 44.8100 7.4230 1.0000 1.0000 F + + LL 9.6700 0.5000 7.9785 T 1 6.9800 1.0880 0.7259 2.5890 T + + KA 1.6000 0.0900 1.4604 T 2 1.5290 0.5272 1.0000 1.0000 F + + LL 10.9000 0.5000 10.5445 T 2 0.2331 0.0771 0.0211 0.0210 T + + + ATAN(DELTA1) VARIATIONS= -90.00 90.00 4.00 PURE= F + MULTIPOLARITIES= M3 AND E4 + + ATAN(DELTA2) VARIATIONS= -90.00 90.00 4.00 PURE= F + MULTIPOLARITIES= E2 AND M3 + + ANGULAR CORRELATION COEFFICIENTS + RK + -0.4844 -0.4440 0.0299 0.0281 0.3867 -0.2921 + -0.3742 0.5858 -0.1965 -0.1620 -0.6340 -0.1031 + UK + 0.9551 0.8539 + 0.9667 0.8889 + 0.9667 0.8889 + 0.8925 0.6747 + + + DUMP, NFREE, SHORT= T 5 T + ALIM= -90.000 -90.000 90.000 90.000 + + DELTAS OF UNOBSERVED GAMMAS 1 1.000 0.000 0.000 + + NUMB= 46 + QSQ= +0.3578E+030.3535E+030.3418E+030.3231E+030.3198E+030.2940E+030.2620E+030.2296E+030.1973E+030.1658E+03 +0.1363E+030.1094E+030.8573E+020.6579E+020.4968E+020.3733E+020.2846E+020.2270E+020.1964E+020.1908E+02 +0.2123E+020.1866E+020.2353E+010.5124E+010.6898E+010.8273E+010.9957E+010.1260E+020.1685E+020.2335E+02 +0.3269E+020.4534E+020.6161E+020.8161E+020.1052E+030.1319E+030.1612E+030.1921E+030.2235E+030.2542E+03 +0.2830E+030.3086E+030.3298E+030.3455E+030.3551E+030.3578E+03 + + FA= +0.1000E+010.1000E+010.1000E+010.1000E+010.2000E+010.2000E+010.6000E+010.6000E+010.2400E+020.2400E+02 +0.1200E+030.1200E+030.7200E+030.7200E+030.5040E+040.5040E+040.4032E+050.4032E+050.3629E+060.3629E+06 +0.3629E+070.3629E+070.3992E+080.3992E+080.4790E+090.4790E+090.6227E+100.6227E+100.8718E+110.8718E+11 +0.1308E+130.1308E+130.2092E+140.2092E+140.3557E+150.3557E+150.6402E+160.6402E+160.1216E+180.1216E+18 +0.2433E+190.2433E+190.5109E+200.5109E+200.1124E+220.1124E+220.2585E+230.2585E+230.6204E+240.6204E+24 +0.1551E+260.1551E+260.4033E+270.4033E+270.1089E+290.1089E+290.3049E+300.3049E+300.8842E+310.8842E+31 +0.2653E+330.2653E+330.8223E+340.8223E+340.2631E+360.2631E+360.8683E+370.8683E+370.2952E+390.2952E+39 +0.1033E+410.1033E+410.3720E+420.3720E+420.1376E+440.1376E+440.5230E+450.5230E+450.2040E+470.2040E+47 +0.8159E+480.8159E+480.3345E+500.3345E+500.1405E+520.1405E+520.6042E+530.6042E+530.2658E+550.2658E+55 +0.1196E+570.1196E+570.5503E+580.5503E+580.2586E+600.2586E+600.1241E+620.1241E+620.6083E+630.6083E+63 +0.3041E+650.3041E+650.1551E+670.1551E+670.8066E+680.8066E+680.4275E+700.4275E+700.2308E+720.2308E+72 +0.1270E+740.1270E+740.7110E+750.7110E+75 + + CARD= GO 13 10 9 9 9 7 $TEST HIGH SPINS + + ******* DUMP ENDS ******* + + + +++++++ DATA +++++++ + A2 = 0.017+- 0.005 + A4 = 0.008+- 0.012 + KA = 46.4000+- 2.2000 FOR TRANSITION 1. THEORETICAL VALUES= 44.8100 FOR M3 AND 7.4230 FOR E4 + LL = 9.6700+- 0.5000 FOR TRANSITION 1. THEORETICAL VALUES= 6.9800 FOR M3 AND 1.0880 FOR E4 + * RATIO * OTHER SHELL: 0.7259 FOR M3 AND 2.5890 FOR E4 + KA = 1.6000+- 0.0900 FOR TRANSITION 2. THEORETICAL VALUES= 1.5290 FOR E2 AND 0.5272 FOR M3 + LL = 10.9000+- 0.5000 FOR TRANSITION 2. THEORETICAL VALUES= 0.2331 FOR E2 AND 0.0771 FOR M3 + * RATIO * OTHER SHELL: 0.0211 FOR E2 AND 0.0210 FOR M3 + + ATAN(D1) VARIED FROM -90.0 TO 90.0 IN STEPS OF 4.0 DEGREES + + ATAN(D2) VARIED FROM -90.0 TO 90.0 IN STEPS OF 4.0 DEGREES + + + + DELTA(1) MINIMUM + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) KA(1) LL(1) KA(2) LL(2) + 4.243 0.018 0.006 -3.3 -16.2 44.6843 9.5063 1.4506 10.4730 + + DELTA(1)= -0.058 + 0.041 - 0.041 SIGMA= 5.287 SIGMA/DEGREE OF FREEDOM= 1.057 + + + ATAN(DELTA1) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -90.00 137.970 + X * O + -86.00 146.492 + X * O + -82.00 151.873 + X * O + -78.00 154.884 + X * O + -74.00 155.818 + X * O + -70.00 154.673 + X * O + -66.00 151.387 + X * O + -62.00 145.918 + X * O + -58.00 138.280 + X * O + -54.00 128.545 + X * O + -50.00 116.840 + X * O + -46.00 103.321 + X * O + -42.00 88.117 + X * O + + -38.00 71.214 + X * O + + -34.00 52.357 + X * O + + -30.00 32.203 + X * O + + -26.00 17.985 + X * O + + -22.00 14.456 + X * O + + -18.00 10.856 + X * O + + -14.00 6.252 + X * O + + -10.00 2.810 + X O * + + -6.00 1.114 + O X * + + -2.00 0.926 + O X * + + 2.00 1.851 + O X * + + 6.00 3.756 + X O* + + 10.00 6.829 + X * O + + 14.00 11.347 + X * O + + 18.00 17.396 + X * O + + 22.00 24.767 + X * O + + 26.00 33.040 + X * O + + 30.00 41.732 + X * O + + 34.00 50.422 + X * O + + 38.00 58.817 + X * O + + 42.00 66.762 + X * O + + 46.00 74.224 + X * O + + 50.00 81.258 + X * O + + 54.00 87.972 + X * O + + 58.00 94.492 + X * O+ + 62.00 100.933 + X * O + 66.00 107.367 + X * O + 70.00 113.792 + X * O + 74.00 120.073 + X * O + 78.00 125.782 + X * O + 82.00 129.654 + X * O + 86.00 130.656 + X * O + 90.00 137.967 + X * O + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 5 + X = 5 PERCENT LIMIT = 2.214 + * = 0.1 PERCENT LIMIT = 4.103 + + + + + DELTA(2) MINIMUM + + + SQ.RES. A2 A4 ATAN(D1) ATAN(D2) KA(1) LL(1) KA(2) LL(2) + 4.272 0.019 0.007 -3.5 -16.0 44.6745 9.4979 1.4525 10.4863 + + DELTA(2)=-0.288E+00 +0.371E+00 -0.100E+04 SIGMA= 5.323 SIGMA/DEGREE OF FREEDOM= 1.065 + + + ATAN(DELTA2) NSQRES 0.1 0.2 0.5 1 2 5 10 20 50 100 + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + -90.00 77.860 + X * O + + -86.00 72.614 + X * O + + -82.00 67.769 + X * O + + -78.00 71.260 + X * O + + -74.00 77.777 + X * O + + -70.00 82.286 + X * O + + -66.00 84.538 + X * O + + -62.00 85.019 + X * O + + -58.00 84.055 + X * O + + -54.00 81.782 + X * O + + -50.00 78.242 + X * O + + -46.00 73.426 + X * O + + -42.00 67.294 + X * O + + -38.00 59.770 + X * O + + -34.00 50.706 + X * O + + -30.00 39.868 + X * O + + -26.00 27.079 + X * O + + -22.00 13.061 + X * O + + -18.00 2.225 + O * + + -14.00 2.351 + XO * + + -10.00 8.145 + X * O + + -6.00 12.362 + X * O + + -2.00 14.274 + X * O + + 2.00 15.167 + X * O + + 6.00 16.089 + X * O + + 10.00 17.605 + X * O + + 14.00 19.951 + X * O + + 18.00 23.174 + X * O + + 22.00 27.203 + X * O + + 26.00 31.900 + X * O + + 30.00 37.080 + X * O + + 34.00 42.544 + X * O + + 38.00 48.089 + X * O + + 42.00 53.527 + X * O + + 46.00 58.694 + X * O + + 50.00 63.459 + X * O + + 54.00 67.732 + X * O + + 58.00 71.457 + X * O + + 62.00 74.614 + X * O + + 66.00 77.205 + X * O + + 70.00 79.246 + X * O + + 74.00 80.738 + X * O + + 78.00 81.634 + X * O + + 82.00 81.767 + X * O + + 86.00 80.746 + X * O + + 90.00 77.861 + X * O + + +----------+------------+----------+----------+------------+----------+----------+------------+----------+ + + DEGREES OF FREEDOM = 5 + X = 5 PERCENT LIMIT = 2.214 + * = 0.1 PERCENT LIMIT = 4.103 + + + + + + +++++++ END OF ANALYSIS FOR THIS SPIN COMBINATION +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ + + HEADER: THE FOLLOWING DATA CARD CAUSES AN ERROR + + * GO-DATA 1.5000 2.0000 3.0000 4.0000 5.0000 6.0000 + + + + ***** SERIOUS ERROR IN ROUTINE MAIN ***** + STATEMENT NUMBER IS: 116 + MESSAGE IS: MIXED INTEGER/HALF INTEGER SPINS + LAST CARD READ IS: + 12345678901234567890123456789012345678901234567890123456789012345678901234567890 + GO 1.5 2 3 4 5 6 $MIXED HALF_INTEGER AND INTEGER SPIN!!! + + + + + + ******* DUMP FOLLOWS ******* + + HEADER= THE FOLLOWING DATA CARD CAUSES AN ERROR + + + NUMBER OF LEVELS= 6, ODD= T + 2J AND PI FOLLOW + 3 1. + 4 1. + 6 1. + 8 1. + 10 1. + 12 1. + + NUMBER OF DATA ITEMS= 8 + A2 0.0170 0.0050 0.0189 T 0 0.0000 0.0000 0.0000 0.0000 F + + A4 0.0080 0.0120 0.0065 T 0 0.0000 0.0000 0.0000 0.0000 F + + D 0.0000 0.0000 -3.4508 F 1 0.0000 0.0000 0.0000 0.0000 F + + D 0.0000 0.0000 -16.0461 F 2 0.0000 0.0000 0.0000 0.0000 F + + KA 46.4000 2.2000 44.6745 T 1 44.8100 7.4230 1.0000 1.0000 F + + LL 9.6700 0.5000 9.4979 T 1 6.9800 1.0880 0.7259 2.5890 T + + KA 1.6000 0.0900 1.4525 T 2 1.5290 0.5272 1.0000 1.0000 F + + LL 10.9000 0.5000 10.4863 T 2 0.2331 0.0771 0.0211 0.0210 T + + + ATAN(DELTA1) VARIATIONS= -90.00 90.00 4.00 PURE= F + MULTIPOLARITIES= M3 AND E4 + + ATAN(DELTA2) VARIATIONS= -90.00 90.00 4.00 PURE= F + MULTIPOLARITIES= E2 AND M3 + + ANGULAR CORRELATION COEFFICIENTS + RK + -0.4844 -0.4440 0.0299 0.0281 0.3867 -0.2921 + -0.3742 0.5858 -0.1965 -0.1620 -0.6340 -0.1031 + UK + 0.9551 0.8539 + 0.9667 0.8889 + 0.9667 0.8889 + 0.8925 0.6747 + + + DUMP, NFREE, SHORT= T 5 T + ALIM= -90.000 -90.000 90.000 90.000 + + DELTAS OF UNOBSERVED GAMMAS 1 1.000 0.000 0.000 + + NUMB= 46 + QSQ= +0.3893E+030.3631E+030.3388E+030.3563E+030.3889E+030.4114E+030.4227E+030.4251E+030.4203E+030.4089E+03 +0.3912E+030.3671E+030.3365E+030.2988E+030.2535E+030.1993E+030.1354E+030.6531E+020.1112E+020.1175E+02 +0.4072E+020.6181E+020.7137E+020.7584E+020.8044E+020.8803E+020.9976E+020.1159E+030.1360E+030.1595E+03 +0.1854E+030.2127E+030.2404E+030.2676E+030.2935E+030.3173E+030.3387E+030.3573E+030.3731E+030.3860E+03 +0.3962E+030.4037E+030.4082E+030.4088E+030.4037E+030.3893E+03 + + FA= +0.1000E+010.1000E+010.1000E+010.1000E+010.2000E+010.2000E+010.6000E+010.6000E+010.2400E+020.2400E+02 +0.1200E+030.1200E+030.7200E+030.7200E+030.5040E+040.5040E+040.4032E+050.4032E+050.3629E+060.3629E+06 +0.3629E+070.3629E+070.3992E+080.3992E+080.4790E+090.4790E+090.6227E+100.6227E+100.8718E+110.8718E+11 +0.1308E+130.1308E+130.2092E+140.2092E+140.3557E+150.3557E+150.6402E+160.6402E+160.1216E+180.1216E+18 +0.2433E+190.2433E+190.5109E+200.5109E+200.1124E+220.1124E+220.2585E+230.2585E+230.6204E+240.6204E+24 +0.1551E+260.1551E+260.4033E+270.4033E+270.1089E+290.1089E+290.3049E+300.3049E+300.8842E+310.8842E+31 +0.2653E+330.2653E+330.8223E+340.8223E+340.2631E+360.2631E+360.8683E+370.8683E+370.2952E+390.2952E+39 +0.1033E+410.1033E+410.3720E+420.3720E+420.1376E+440.1376E+440.5230E+450.5230E+450.2040E+470.2040E+47 +0.8159E+480.8159E+480.3345E+500.3345E+500.1405E+520.1405E+520.6042E+530.6042E+530.2658E+550.2658E+55 +0.1196E+570.1196E+570.5503E+580.5503E+580.2586E+600.2586E+600.1241E+620.1241E+620.6083E+630.6083E+63 +0.3041E+650.3041E+650.1551E+670.1551E+670.8066E+680.8066E+680.4275E+700.4275E+700.2308E+720.2308E+72 +0.1270E+740.1270E+740.7110E+750.7110E+75 + + CARD= GO 1.5 2 3 4 5 6 $MIXED HALF_INTEGER AND INTEGER SPIN!!! + + ******* DUMP ENDS ******* diff --git a/tests/ensdf_processing/delta/ref_inp.dat b/tests/ensdf_processing/delta/ref_inp.dat new file mode 100644 index 0000000000..3f4930333c --- /dev/null +++ b/tests/ensdf_processing/delta/ref_inp.dat @@ -0,0 +1,27 @@ +HE 59FE B- DECAY. 142-192 CORR. WITH DELTA DATA FROM OTHER CORR. +A2 -0.28 0.04 $MEASURED A2 COEFFICIENT +D 1 -0.005 0.020 $DELTA1 FROM 142-1292 CORRELATION +D 2 0.220 0.019 $DELTA2 FROM 192-1099 CORRELATION (FIRST SOLUTION) +ST 3 3 $STEP SIZE 3 DEGREES +LI -12 12 -90 90 $LIMIT ATAN(DELTA1) TO -12 TO 12 DEGREES +GO -0.5 -1.5 -1.5 $ANALYZE SPIN SEQUENCE 1/2- TO 3/2- TO 3/2- +D 2 -28 10 $DELTA2 FROM 192-1099 CORRELATION (SECOND SOLUTION) +GO -0.5 -1.5 -1.5 $ANALYSE SPIN SEQUENCE 1/2- TO 3/2- TO 3/2- +CL $CLEAR DATA +HE 206PO EC DECAY. 286-1032 CORR. WITH K AND L1/L2 CONVERSION DATA +A2 0.017 0.005 +A4 0.008 0.012 +KA 1 46.4 2.2 44.81 7.423 $CONV.COEFF.'S RENORMALIZED! +LL 1 9.67 0.50 6.98 1.088 0.7259 2.589 +KA 2 1.60 0.09 1.529 0.5272 +LL 2 10.9 0.5 0.2331 0.0771 0.0211 0.0210 +ST 4 4 +OU 1 $FULL OUTPUT +GO 1 2 3 $ANALYSE SPIN SEQUENCE 1+ TO 2+ TO 3+ +OU 0 $SHORT OUTPUT +DU $DUMP ON +UN 1.0 $UNOBSERVED TRANSITIONS: DELTA=1.0, 0.0, 0.0 +GO 13 10 9 9 9 7 $TEST HIGH SPINS +HE THE FOLLOWING DATA CARD CAUSES AN ERROR +GO 1.5 2 3 4 5 6 $MIXED HALF_INTEGER AND INTEGER SPIN!!! +EN diff --git a/tests/ensdf_processing/gtol/ref_gtol.inp b/tests/ensdf_processing/gtol/ref_gtol.inp new file mode 100644 index 0000000000..27a4bda9fa --- /dev/null +++ b/tests/ensdf_processing/gtol/ref_gtol.inp @@ -0,0 +1,3007 @@ +228TH ADOPTED LEVELS, GAMMAS 97NDS 199709 +228TH H TYP=FUL$AUT=AGDA ARTNA-COHEN$CIT=NDS 80, 723 (1997)$CUT=1-Nov-1996$ +228TH Q -2148 5 7109.6 25 6372.0 23 5520.1222 1995AU04 +228TH PN 6 +228TH c +228TH c Calculations, compilations, systematics: +228TH c |a decay widths: 1996De19 +228TH c Biding energies, deformation role: 1986Ch23 +228TH c B(E1) from octupole states: 1989De11, 1986Le05, 1981Le15 +228TH c Cluster model for |a decay; Geiger-Nuttall plot: 1991Bu05, +228TH2c 1986Da03 +228TH c Equilibrium deformation: 1988So08, 1984Na22, 1981Gy03 +228TH c Heavy cluster spontaneous emission: 1996Bu05, 1994Bu07, 1993Go18, +228TH2c 1992Sa30, 1986Po15, 1986Po06 +228TH c Levels, shapes, B(|l): 1996Li18, 1995De13, 1995La01, 1989Hu05, +228TH2c 1989Sh35, 1988Ri07, 1986An10, 1986Go07, 1984Ba59, 1984Ba63 +228TH c Octupole shapes and shape changes: 1987Na10 +228TH c p-n interaction energy: 1990Mo11 +228TH c Rotational bands in even-even nuclei: 1992So10, 1988Ab07 +228TH c Quasi-bands in even-even nuclei: 1984Sa37 +228TH c Super- and hyperdeformed configurations: 1995We02 +228TH c Yrast band parity splitting: 1994Jo02, 1993Jo12 +228TH XA228AC B- DECAY +228TH XB228PA EC DECAY +228TH XC232U A DECAY +228TH XD226RA(A,2NG) +228TH XE230TH(P,T) +228TH XF230TH(A,A'2NG) +228TH cL +228TH cL For a discussion of the level scheme and the rotational +228TH2cL bands see 1995Ba42, 1987Da28 +228TH cL E From least squares fit to E|g +228TH CL BAND(A) GS ROTATIONAL BAND +228TH CL BAND(B) KPI=0- OCTUPOLE-VIBRATIONAL BAND +228TH CL BAND(C) FIRST KPI=0+ BAND +228TH CL BAND(D) SECOND KPI=0+ BAND +228TH CL BAND(F) KPI=1- OCTUPOLE-VIBRATIONAL BAND HEAD +228TH CL BAND(G) FIRST KPI=2+ BAND +228TH CL BAND(H) KPI=2- OCTUPOLE-VIBRATIONAL BAND +228TH CL BAND(I) SECOND KPI=2+ BAND +228TH CL BAND(J) KPI=3- OCTUPOLE-VIBRATIONAL BAND HEAD +228TH cG E,RI Weighted average of measurements in {+228}Ac and {+228}Pa +228TH2cG decays, unless otherwise noted. +228TH cG M,MR From {+228}Ac |b{+-} decay and/or {+228}Pa |e decay +228TH cG E(I),RI(K)$From {+228}Pa |e decay +228TH cG RI(J) From {+232}U |a decay +228TH cG E(L),RI(M)$From {+228}Ac |b{+-} decay +228TH cG E(G),RI(H)$From (|a,2n|g) data set +228TH cG E(B) Energy fit poor. Not included in E(level) calculation. +228TH cG E(N) Doublet, energy not included in E(level) calculation +228TH cG E(P) A |g of this energy was seen in {+228}Pa decay and placed +228TH2cG here in level scheme; however, the |g's deexciting the final level of +228TH3cG this |g were not seen in {+228}Pa decay +228TH cG E(Q) |g's of approximately same energy and intensity seen in both +228TH2cG {+228}Ac and {+228}Pa decays. On the basis of coin with 911|g, it is +228TH3cG suggested in {+228}Ac decay, that the |g feeds the 2+ 968.968 level. In +228TH4cG {+228}Pa decay, the |g is placed feeding the 3- 968.368 level. The +228TH5cG energy fit is much better feeding the 3- level. Possibly the |g seen +228TH6cG is a doublet feeding both the 968 and 969 levels. I|g(doublet)=24 {I6}, +228TH7cG E(doublet)=674.65 {I5}. +228TH cG RI(R) There is a disagreement in the ratio I|g(583|g/I|g(651|g) +228TH2cG between {+228}Ac decay (1.23 {I15}) and {+228}Pa decay (2.26 {I24}). +228TH L 0.0 0+ 1.9116 Y 16 A +228TH2 L %A=100$%{+20}O=1.13E-11 22$ +228THX L XREF=ABCDEF +228TH cL %{+20}O=1.13|*10{+-11} {I22} (1993Bo20) +228TH cL T value (698.2 d {I6}) recommended by 1991BaZS; based on +228TH2cL measurements from 1971Jo14, 1962Ma57, 1956Ki16 (tropical year +228TH3cL (365.24220 days) used in conversion). Other: 1.912 y {I2} (recommended +228TH4cL value, 1990Ho28), 1.906 y (1918Me01). +228TH cL Isotope shift: |D=-0.413 {I5} relative to {+232}Th +228THxcL (1989Ka29) +228TH L 57.759 4 2+ 0.405 NS 7 A +228THX L XREF=ABCDEF +228TH cL J E2 |g to 0+ g.s. +228TH cL T from {+232}U |a decay +228TH G 57.766 5 100 E2 156 L +228TH cG M also from {+232}U |a decay +228THB G BE2W=167 6 +228TH L 186.823 4 4+ 0.164 NS 4 A +228THX L XREF=ABCDEF +228TH cL J E2 |g to 2+ level; member of g.s. rotational band +228TH cL T from {+232}U |a decay +228TH G 129.065 1 100 E2 3.81 L +228TH cG M also from (|a,|a'2n|g) +228THB G BE2W=242 9 +228TH L 328.003 4 1- B +228THX L XREF=ABC +228TH cL J E1 |g to 0+ +228TH G 270.245 2 100.0 16 E1 0.0474 J +228TH3 G FLAG=L +228TH G 328.000 6 89.3 21 E1 0.0308 J +228TH3 G FLAG=L +228TH L 378.179 10 6+ A +228THX L XREF=ABCDF +228TH cL J E2 |g to 2+ level: member of g.s. rotational band +228TH G 191.353 10 100 E2 0.791 L +228TH cG M also from (|a,|a'2n|g) +228TH L 396.078 5 3- B +228THX L XREF=ABC +228TH cL J E1 |g's to 4+ and 2+ levels +228TH G 209.253 6 34.5 6 E1 0.086 L +228TH G 338.320 3 100.0 17 E1 0.0288 L +228TH L 519.192 6 5- B +228THX L XREF=ABCDF +228TH cL J E1 |g's to 4+ and 6+ levels +228TH G 141.01 2 10.1 6 E1 0.220 +228TH G 332.370 4 100 5 E1 0.0299 L +228TH L 622.5 3 8+ A +228THX L XREF=DF +228TH cL J E2 |g to 6+ level; member of g.s. rotational band +228TH G 244.4 3 E2 0.332 G +228TH cG M from (|a,|a'2n|g) +228TH L 695.6 3 7- B +228THX L XREF=DF +228TH cL J |g to 6+ level; member of K|p=0- octupole band +228TH G 317.4 3 [E1] 0.0331 G +228TH L 831.823 10 0+ C +228THX L XREF=ABCDE +228TH cL J L=0 in (p,t) +228TH G 503.823 13 100 7 (E1) 0.0125 L +228TH3 G FLAG=M +228TH G 774.1 2 33 AP L +228TH3 G FLAG=M +228TH G 831 E0 0.04 2 +228TH cG E,M,TI from {+232}U |a decay +228TH L 874.473 18 2+ C +228THX L XREF=ABCE +228TH cL J E1 |g to 3- level, |g to 0+ g.s. +228TH G 478.40 6 100 5 E1 0.0139 +228TH G 546.45 2 91 5 +228TH G 688.11 4 32 3 & +228TH3 G FL=186.823$ FLAG=N +228TH G 816.62 10 12.3 20 +228TH G 874.45 7 23 3 +228TH L 911.8 4 10+ A +228THX L XREF=DF +228TH cL J |g to 8+ level; member of g.s. band +228TH G 289.4 3 G +228TH L 920.8 3 9- B +228THX L XREF=DF +228TH cL J |g to 7- and 8+ levels; member of K|p=0- band +228TH G 225.1 3 24.6 15 G +228TH3 G FLAG=H +228TH G 298.3 3 100 G +228TH3 G FLAG=H +228TH L 938.58 7 0+ D +228THX L XREF=AE +228TH cL J from L(p,t) quoted in 1995Ba42 +228TH G 610.64 10 100 22 L +228TH3 G FLAG=M +228TH G 880.76 10 27 8 L +228TH3 G FLAG=M +228TH L 944.196 13 1,2+ +228THX L XREF=ABE +228TH cL J |g's to 1- level and 0+ g.s. Possibly unnatural parity level +228TH2cL from (p,t); possible band head for a K|p=1+ band. However, log| +228TH3cL {Ift}=9.8 from 3+ {+228}Pa would rule out J|p=1+ +228TH G 616.20 3 91 11 +228TH G 944.196 14 100 8 L +228TH L 968.369 17 3- F +228THX L XREF=AB +228TH cL J |g's to 1- and 5- levels +228TH G 449.21 4 39 5 +228TH G 572.29 4 100 5 +228TH G 640.34 3 28 4 +228TH L 968.968 5 2+ G +228THX L XREF=AB +228TH cL J E2 |g to 0+ g.s. +228TH G 782.142 5 1.89 6 L +228TH G 911.204 4 100.0 16 E2+M1 +24 8 0.0121 L +228TH G 968.971 17 61.1 11 E2 0.0107 L +228TH L 979.499 14 2+ D +228THX L XREF=ABE +228TH cL J |g's to 0+ g.s. and 4+ level +228TH G 583.41 5 123 11 R +228TH2 G FLAG=M +228TH G 651.48 5 100 9 R +228TH2 G FLAG=M +228TH G 792.8 89 AP L +228TH3 G FLAG=M +228TH G 921.98 10 18.6 LE L +228TH3 G FLAG=BM +228TH cG Doubly placed |g with undivided intensity (I|g=16.3 {I23}) +228TH2cG in {+228}Ac decay +228TH G 979.48 10 29 3 L +228TH3 G FLAG=M +228TH L 1016.406 21 2+,3-,4+ +228THX L XREF=AB +228TH cL J |g's to 3- and 2+ levels, |g from 3+ level; natural parity +228TH2cL from (p,t) (quoted in 1995Ba42). Multiply placed +228TH3cL |g to 0+ would limit J|p to 2+; possible 2+ member of K|p=1+ band. +228TH4cL However, |g from 1450-keV 4- level would rule out 2+. +228TH G 620.33 6 28.4 14 +228TH G 688.11 4 24.0 15 & +228TH3 G FL=328.003$ FLAG=N +228TH G 958.61 4 100 12 +228TH G 1016.44 15 6.8 11 & +228TH3 G FLAG=LM +228TH L 1022.527 6 (3)+ G +228THX L XREF=AB +228TH cL J E2 |g's to 4+ and 2+ levels; E1 |g from 4- level; +228TH2cL member of K|p=2+ band +228TH G 835.710 6 32.4 11 E2 0.0143 L +228TH cG M |d|<-9 ({+228}Pa decay) +228TH G 964.766 10 100.0 18 E2+M1 -7.2 10 0.0108 L +228TH L 1059.93 3 4- +228THX L XREF=AB +228TH cL J |g's to 3- and 5- levels; J|p=3-,4+,5- ruled out by +228TH2cL |g(|q,H,T) ({+228}Pa decay) +228TH G 540.68 5 58 10 +228TH G 663.88 6 87 7 (M1+E2) 0.06 4 +228TH G 873.11 12 100 10 +228TH L 1091.017 8 4+ G +228THX L XREF=AB +228TH cL J E2 |g to 4+ level, |g to 2+ level; |g to 6+ level +228TH G 694.8 2 2.9 4 I +228TH3 G FLAG=K +228TH G 713.1 3 1.8 4 I +228TH3 G FLAG=K +228TH G 904.19 3 100 4 E2 0.0123 +228TH cG MR |>+3.7 ({+228}Pa decay) +228TH G 1033.248 9 26.5 9 E2 L +228TH L 1122.951 6 2- H +228THX L XREF=AB +228TH cL J E1 |g to 2+ level, E2+M1 |g to 1- level, (E1+M2) |g to (3)+ +228TH2cL level; member of K|p=2- band +228TH G 100.41 3 2.2 3 (E1+M2) 0.23 AP 3.2 AP L +228TH3 G FLAG=M +228TH G 153.977 10 16.7 5 E1 0.178 L +228TH3 G FL=968.968 +228TH G 726.863 15 13.7 13 (E2) 0.0189 L +228TH G 794.947 5 100.0 16 E2+M1 -4.4 10 0.0182 15 L +228TH G 1065.19 4 3.02 12 +228TH L 1153.467 10 2+ 0.29 NS 2 I +228THX L XREF=AB +228TH cL J |g to 2+ has E0 component +228TH cL T from {+228}Ac |b{+-} decay +228TH G 173.964 13 15.5 22 M1+E2 1.2 +11-6 2.3 18 L +228THB G BM1W=4.E-5 +6-4$BE2W=0.6 +7-6 +228TH G 184.54 2 31 4 E0+M1 63 8 M +228TH3 G FL=968.968$ FLAG=L +228THB G BM1W=1.2E-4 3 +228TH cG |a(K)exp, L1/L2, L1/L3 indicate E0+5.4%M1 transition +228TH2cG ({+228}Ac |b{+-} decay) +228TH G 278.70 10 71 9 (M1+E2) 0.7 5 @ +228TH3 G FL=874.473 +228TH G 321.646 8 100 5 [E2] 0.140 L +228THB G BE2W=0.29 5 +228TH G 1095.679 20 55 4 [M1,E2] 0.018 10 L +228TH G 1153.52 4 61 4 [E2] +228THB G BE2W=0.00030 6 +228TH L 1160 5 +228THX L XREF=E +228TH L 1168.375 5 3- H +228THX L XREF=AB +228TH cL J E1 |g's to 2+ levels, |g to 5- level +228TH G 77.34 3 1.7 3 L +228TH3 G FLAG=M +228TH G 145.849 10 10.4 4 E1 0.203 L +228TH G 199.407 10 20.8 8 E1 0.096 L +228TH G 649.03 13 2.7 3 & +228TH G 772.291 5 100.0 20 E2+M1 -3.4 +8-27 0.021 3 L +228TH G 840.377 7 61.9 21 E2 0.0142 L +228TH G 981.5 2 3.0 4 I +228TH3 G FLAG=K +228TH G 1110.610 10 18.7 20 E1 @ +228TH2 G FLAG=L +228TH L 1174.508 18 (5+) G +228THX L XREF=AB +228TH cL J |g to 4+ level; member of K|p=2+ band +228TH G 987.88 9 +228TH L 1175.39 5 2+ +228THX L XREF=A +228TH cL J |g to 0+ g.s., |g to 4+ level +228TH G 231.42 10 32 5 L +228TH3 G FLAG=M +228TH G 988.63 20 100 17 L +228TH3 G FLAG=M +228TH G 1117.63 10 70 10 L +228TH3 G FLAG=M +228TH G 1175.31 10 31 4 L +228TH3 G FLAG=M +228TH L 1189.8 4 11- B +228THX L XREF=DF +228TH cL J |g's to 9- and 10+ levels; band structure +228TH G 268.9 3 67 5 G +228TH3 G FLAG=H +228TH G 278.0 3 100 G +228TH3 G FLAG=H +228TH L 1200.54 4 (3)+ I +228THX L XREF=B +228TH cL J E0 transition to (3)+ level +228TH G 178.14 7 22 LE (E0) I +228TH3 G FLAG=K +228TH G 231.50 5 100 5 I +228TH3 G FL=968.968$ FLAG=K +228TH G 1013.54 13 41 5 & +228TH3 G FLAG=IK +228TH G 1142.78 11 3 I +228TH3 G FLAG=K +228TH L 1226.565 7 (4)- H +228THX L XREF=AB +228TH cL J E1 |g's to 4+ and (3)+ levels; member of K|p=2- band +228TH G 135.51 2 3.66 20 E1 0.242 +228TH G 204.026 10 20.7 10 E1 0.091 L +228TH G 707.41 3 27.5 6 (E2) 0.0200 +228TH G 830.486 8 100 4 E2(+M1) -7.7 9 0.0152 2 L +228TH G 1039.84 8 9.9 6 +228TH L 1239.4 4 12+ A +228THX L XREF=DF +228TH cL J |g to 10+ level; member of g.s. band +228TH G 327.5 3 G +228TH L 1297.423 10 (5)- H +228THX L XREF=AB +228TH cL J E1 |g to 4+ level; band structure +228TH G 601.7 3 11.1 19 & ? +228TH3 G FLAG=IK +228TH G 778.1 2 100 11 I +228TH3 G FLAG=K +228TH cG |g not reported in {+228}Ac decay +228TH G 901.26 13 74 11 K +228TH G 1110.610 10 89 7 E1 @ +228TH3 G FLAG=L +228TH L 1344.078 11 3- J +228THX L XREF=A +228TH cL J |g's to 1- and 5- levels; band structure. Although the |g to +228TH2cL 1- level is multiply placed, this position in level scheme is +228TH3cL supported by coin results +228TH G 168.65 10 9 3 L +228TH3 G FLAG=M +228TH G 824.934 23 47 5 L +228TH3 G FLAG=M +228TH G 947.982 11 100 8 L +228TH3 G FLAG=M +228TH G 1016.44 15 18 3 & +228TH3 G FLAG=LM +228TH G 1157.14 15 6.6 12 L +228TH3 G FLAG=M +228TH G 1286.27 20 47 9 L +228TH3 G FLAG=M +228TH L 1416.11 6 2+,3- +228THX L XREF=A +228TH cL J |g's to 1- and 4+ levels +228TH G 471.76 15 100 10 L +228TH3 G FLAG=M +228TH G 1019.86 10 64 12 L +228TH3 G FLAG=M +228TH G 1088.18 15 18 4 L +228TH3 G FLAG=M +228TH G 1229.40 15 23 7 L +228TH3 G FLAG=M +228TH L 1431.979 6 4+ +228THX L XREF=AB +228TH cL J E1 |g to 3- level, E2+M1 |g to 4+ level; J|=3 from +228TH2cL |g(|q,H,T) ({+228}Pa decay) +228TH G 257.49 2 0.64 3 (M1) 1.36 +228TH G 263.62 2 0.95 5 E1 0.0502 +228TH G 278.70 10 0.70 11 @ +228TH3 G FL=1153.467 +228TH G 340.98 2 8.8 4 E2+M1 -5.2 18 0.136 23 +228TH G 409.462 6 43.8 8 E2+M1 -5.4 8 0.082 4 +228TH G 452.51 5 0.45 4 +228TH G 463.004 6 100.0 16 E2 0.0522 L +228TH G 1245.16 6 2.47 12 +228TH G 1374.24 6 0.32 9 M +228TH L 1450.394 10 4- +228THX L XREF=AB +228TH cL J M1+E2 |g's to 3- level, |g to 4+ level; J|=3 from +228TH2cL |g(|q,H,T) ({+228}Pa decay) +228TH G 18.4 11.9 16 [E1] 6.6 K +228TH cG E deduced from E(level) +228TH G 153.02 2 3.58 19 M1+E2 +0.60 8 4.8 2 I +228TH3 G FLAG=K +228TH G 223.80 2 43.4 20 M1+E2 -0.18 5 1.97 3 +228TH G 275.85 4 2.65 23 I +228TH3 G FLAG=K +228TH G 282.00 3 60 3 M1+E2 -0.51 12 0.88 7 K +228TH G 327.45 4 100.0 10 I +228TH3 G FLAG=K +228TH G 359.36 3 4.19 23 I +228TH3 G FLAG=K +228TH G 390.45 5 3.58 19 I +228TH3 G FLAG=K +228TH G 427.90 3 4.0 3 I +228TH3 G FLAG=K +228TH G 434.01 3 5.6 3 I +228TH3 G FLAG=K +228TH G 482.03 5 5.9 4 I +228TH3 G FL=968.369$ FLAG=K +228TH G 1054.22 6 10.9 10 +228TH L 1497.1 5 13- B +228THX L XREF=DF +228TH cL J |g's to 11- and 12+ levels; band structure +228TH G 257.7 3 52 4 G +228TH3 G FLAG=H +228TH G 307.3 3 100 G +228TH3 G FLAG=H +228TH L 1531.474 6 3+ +228THX L XREF=AB +228TH cL J E2+M1 |g to 2+ level, M1 |g to 4+ level +228TH G 99.509 6 100 6 M1 4.09 L +228TH G 356.94 10 1.35 14 L +228TH3 G FLAG=M +228TH G 377.99 10 1.98 24 L +228TH3 G FLAG=M +228TH G 440.44 5 9.6 6 M1 0.314 +228TH G 508.959 17 40 10 E2(+M1) 1.1 GT 0.08 4 L +228TH G 562.500 4 71 4 E2+M1 +1.6 6 0.07 3 L +228TH G 1135.24 15 0.78 12 L +228TH3 G FLAG=M +228TH G 1344.59 15 0.71 14 L +228TH3 G FLAG=M +228TH L 1539.21 9 2,3,4 +228THX L XREF=A +228TH cL J |g to 3- level, |g from 3+ level +228TH G 416.30 20 100 16 L +228TH2 G FLAG=M +228TH G 1142.85 15 78 16 L +228TH2 G FLAG=M +228TH L 1580.91 6 (2-) +228THX L XREF=B +228TH cL J (M1+E2) |g's to 3- and 1- levels +228TH G 354.2 2 43 7 & +228TH3 G FLAG=IK +228TH G 601.7 3 44 7 & +228TH3 G FLAG=IK +228TH G 1184.71 9 69 6 (M1+E2) 0.015 8 I +228TH3 G FLAG=K +228TH G 1252.98 10 100 9 (M1+E2) 0.013 7 I +228TH3 G FLAG=K +228TH G 1523.4 2 88 9 & +228TH3 G FLAG=IK +228TH L 1588.335 14 4- +228THX L XREF=B +228TH cL J E1 |g's to 3+ and 4+; J|=3- from |g(|q,H,T) +228TH2cL ({+228}Pa decay) +228TH G 56.86 3 16.1 8 E1 0.533 I +228TH3 G FLAG=K +228TH G 137.95 2 100 3 M1 7.89 I +228TH3 G FLAG=K +228TH G 156.34 2 20.6 11 E1 0.172 I +228TH3 G FLAG=K +228TH G 420.03 8 10.3 8 I +228TH3 G FLAG=K +228TH L 1599.5 5 14+ A +228THX L XREF=DF +228TH cL J |g to 12+; band structure +228TH G 360.1 3 G +228TH L 1617.78 7 2+,3,4+ +228THX L XREF=AB +228TH cL J |g's to 4+ and 2+ levels +228TH G 649.03 13 114 11 & +228TH2 G FL=968.968$ FLAG=M +228TH G 1430.95 10 100 20 L +228TH3 G FLAG=M +228TH G 1559.78 14 57 11 M +228TH L 1638.284 9 2+ +228THX L XREF=AB +228TH cL J |g's to 0+ g.s. and 4+ level +228TH G 470.20 19 2.3 6 +228TH G 515.06 10 8.2 8 L +228TH3 G FLAG=M +228TH G 1309.71 20 3.2 10 L +228TH3 G FLAG=M +228TH G 1451.40 15 1.8 4 L +228TH3 G FLAG=M +228TH G 1580.53 3 100 7 (M1,E2) +228TH G 1638.281 10 85 7 (E2) L +228TH L 1643.125 15 (2-,3-) +228THX L XREF=AB +228TH cL J (M1) |g's to 2- and 3- levels, +228TH G 474.79 11 4.6 7 +228TH G 520.151 16 11.8 10 (M1) 0.201 L +228TH G 627.23 20 2.8 6 L +228TH3 G FLAG=M +228TH G 674.16 30 LE Q +228TH3 G FL=968.968 +228TH cG E from level energies +228TH G 674.76 30 LE Q +228TH3 G FL=968.369 +228TH cG E from level energies +228TH G 699.08 15 7.4 10 L +228TH3 G FLAG=M +228TH G 1247.08 3 100 5 (M1) 0.0201 +228TH G 1315.31 9 2.7 4 +228TH L 1645.954 12 3+ +228THX L XREF=AB +228TH cL J E2 |g's to 2+ and 4+ levels, |g's to 2- and 4- levels +228TH G 114.54 6 0.28 4 +228TH G 419.42 10 0.65 9 L +228TH3 G FLAG=M +228TH G 492.30 8 0.74 5 +228TH G 523.131 16 3.5 3 B +228TH3 G FL=1122.951$ FLAG=L +228TH G 555.07 16 1.40 14 +228TH G 623.27 20 0.34 9 L +228TH3 G FLAG=M +228TH G 629.40 5 1.20 21 +228TH G 666.47 4 1.8 2 @ +228TH G 677.07 9 1.99 16 +228TH3 G FL=968.968 +228TH G 1249.97 14 1.94 14 +228TH G 1459.138 15 23.7 12 E2 L +228TH G 1588.19 3 100.0 25 E2 +228TH L 1682.81 3 2+,3(+),4+ +228THX L XREF=AB +228TH cL J (E2) |g to 4+ level, |g to 2+ level +228TH G 660.1 3 0.6 AP L +228TH3 G FLAG=M +228TH G 1495.93 7 100 5 (E2) +228TH G 1625.06 5 29.1 19 +228TH L 1683.82 5 (4-) +228THX L XREF=AB +228TH cL J (M1+E2) |g's to 3- and 5- levels +228TH G 457.35 7 19.2 19 +228TH G 623.7 2 26 LE I +228TH3 G FLAG=K +228TH cG |g not resolved from the 623.27|g from 1645 level in {+228}Pa +228TH2cG decay, I(doublet)=23 {I3}. Not reported in {+228}Ac decay. +228TH G 1164.55 7 83 4 (M1+E2) 0.016 9 +228TH G 1287.78 12 100 7 (M1+E2) 0.012 7 +228TH L 1688.394 11 2+,3+ +228THX L XREF=AB +228TH cL J |g's to 2+ and 4+ levels; J|p|=3-,4+ from +228TH2cL |g(|q,H,T) ({+228}Pa decay) +228TH G 42.46 5 0.60 20 L +228TH3 G FLAG=M +228TH G 672.00 15 1.7 5 L +228TH3 G FLAG=M +228TH G 813.77 15 0.46 11 L +228TH3 G FLAG=M +228TH G 1501.57 5 29.4 15 +228TH G 1630.627 10 100 3 (M1,E2) L +228TH L 1724.283 6 2+ +228THX L XREF=AB +228TH cL J M1 |g to 2+ level, |g to 0+ g.s.; log| {Ift}=7.06 for |b{+-} +228TH2cL decay from 3+ {+228}Ac 7.32 for |e decay from 3+ {+228}Pa +228TH G 548.73 15 2.3 3 L +228TH2 G FLAG=M +228TH G 570.88 4 17.1 9 (M1) 0.156 +228TH G 701.747 14 18.2 10 (M1) 0.091 L +228TH G 755.315 4 100 3 M1 0.0747 L +228TH G 1537.87 9 4.2 5 B +228TH3 G FL=186.823 +228TH G 1666.523 13 17.3 8 M1 L +228TH G 1724.20 4 2.7 3 +228TH L 1735.450 25 (4+) +228THX L XREF=A +228TH cL J |g's to 2+ and 4+ levels; possible |g to 6+ level would +228TH2cL limit J|p to 4+ +228TH G 1217.03 10 39 6 B ? +228TH3 G FL=519.192$ FLAG=LM +228TH G 1357.78 15 37 7 B ? +228TH3 G FL=378.179$ FLAG=LM +228TH G 1548.65 4 70 7 L +228TH3 G FLAG=M +228TH G 1677.67 3 100 9 L +228TH3 G FLAG=M +228TH L 1743.89 3 4+ +228THX L XREF=AB +228TH cL J (E2) |g to 2+ level; (E2+M1) |g to 4+ level; |g to 6+ level +228TH G 399.62 10 16.3 17 L +228TH3 G FLAG=MP +228TH G 590.65 11 9.3 11 I ? +228TH3 G FLAG=K +228TH cG |g not reported in {+228}Ac decay +228TH G 684.0 3 10.4 23 I ? +228TH3 G FLAG=K +228TH cG |g not reported in {+228}Ac decay +228TH G 1365.71 9 8.8 8 +228TH G 1557.10 4 100 5 (E2+M1) +1.2 2 +228TH G 1686.12 5 53.8 23 (E2) +228TH L 1758.24 12 2+,3,4+ +228THX L XREF=A +228TH cL J |g's to 2+ and 4+ levels +228TH G 326.04 20 100 15 L +228TH3 G FLAG=M +228TH G 1571.52 20 17 5 L +228TH3 G FLAG=M +228TH G 1700.59 20 31 7 L +228TH3 G FLAG=M +228TH L 1760.218 24 2+,3(+) +228THX L XREF=AB +228TH cL J (E2) |g to 4+ level, |g to 2+ level; J|p|=4+ from +228TH2cL |g(|q,H,T) in {+228}Pa decay +228TH G 584.7 3 12 4 & +228TH3 G FLAG=IK +228TH G 737.72 5 73 7 +228TH G 791.44 9 21 6 @ +228TH3 G FL=968.968 +228TH G 1573.26 5 65 4 (E2) +228TH G 1702.44 5 100 7 +228TH L 1795.90 10 3-,4+ +228THX L XREF=A +228TH cL J |g's to 5- and 2+ levels +228TH G 1276.69 10 78 17 L +228TH3 G FLAG=M +228TH G 1738.22 25 100 22 L +228TH3 G FLAG=M +228TH L 1797.65 8 2+ +228THX L XREF=A +228TH cL J |g's to 0+ g.s. and 3- level; log| {If{+1u}t}=8.14 for +228TH2cL |b{+-} decay from 3+ {+228}Ac +228TH G 1401.49 10 60 15 L +228TH3 G FLAG=M +228TH G 1469.71 15 100 20 L +228TH3 G FLAG=M +228TH G 1740.4 3 55 15 L +228TH3 G FLAG=M +228TH G 1797.5 5 11 4 L +228TH3 G FLAG=M +228TH L 1804.689 23 4+ +228THX L XREF=B +228TH cL J M1+E2 |g to 3+ level, (M1+E2) |g to 4+ level, |g to 6+ level +228TH G 116.26 5 12.8 16 I +228TH3 G FLAG=K +228TH G 121.18 7 15.2 24 I ? +228TH3 G FL=1683.82$ FLAG=KB +228TH G 121.87 3 26.4 24 I +228TH3 G FLAG=K +228TH G 158.74 3 100 6 M1+E2 0.55 15 I +228TH3 G FLAG=K +228TH G 354.2 2 23 4 & +228TH3 G FLAG=IK +228TH G 372.60 3 126 6 I ? +228TH3 G FL=1431.979$ FLAG=KB +228TH G 651.5 2 27 4 I +228TH3 G FLAG=K +228TH G 1426.5 2 38 5 I +228TH3 G FLAG=K +228TH G 1618.0 1 72 5 (M1,E2) I +228TH3 G FLAG=K +228TH L 1817.432 23 4- +228THX L XREF=B +228TH cL J E2+M1 |g to 3- level, D+Q |g to 5- level +228TH G 367.04 2 100 5 M1 0.512 I +228TH3 G FLAG=K +228TH G 1298.3 2 18.4 16 (M1+E2) I +228TH3 G FLAG=K +228TH cG MR +0.27|<|d|<+5 from |g(|q,H,T) in {+228}Pa decay +228TH G 1421.1 2 57 3 E2+M1 +2.0 5 I +228TH3 G FLAG=K +228TH L 1838.3 5 15- B +228THX L XREF=D +228TH cL J |g to 13- level; band structure +228TH G 341.2 3 G +228TH L 1892.996 17 3+ +228THX L XREF=AB +228TH cL J E2+M1 |g to 2+ level, M1+E2 |g to 4+ level +228TH G 477.1 3 4.4 13 I +228TH3 G FLAG=KP +228TH G 666.47 4 11 2 @ +228TH G 692.47 7 12.6 9 (M1+E2+E0) 0.24 3 I +228TH3 G FLAG=K +228TH cG CC from |a(K)exp in {+228}Pa decay +228TH G 724.42 11 4.8 6 & +228TH3 G FLAG=IK +228TH G 739.2 2 3.6 6 I +228TH3 G FLAG=K +228TH G 770.2 2 14.3 9 I +228TH3 G FLAG=K +228TH G 870.45 2 100 5 M1 +228TH cG MR -0.1 {I1} ({+228}Pa decay) +228TH G 924.3 2 17.0 13 I +228TH3 G FLAG=K +228TH G 1706.17 7 18.1 8 M1+E2 +0.42 4 +228TH G 1835.29 5 64 8 E2+M1 +2.9 3 +228TH L 1899.95 4 2+ +228THX L XREF=AB +228TH cL J M1+E2 |g tp 2+ level, |g's to 0+ g.s. and 3- level +228TH G 877.39 7 41 4 +228TH G 883.6 3 6.6 18 I +228TH3 G FLAG=K +228TH G 920.8 3 17 4 I +228TH3 G FLAG=K +228TH G 931.02 7 43 4 I +228TH3 G FLAG=K +228TH G 1503.7 2 31 3 I +228TH3 G FLAG=K +228TH G 1842.14 8 100 5 M1+E2 -0.86 14 +228TH G 1900.14 17 9 3 +228TH L 1901.93 8 3-,4 +228THX L XREF=B +228TH cL J |g's to 3- and 5- levels; multiply placed |g to 6+ would +228TH2cL rule out J|p=3- and 4-. log| {If{+1u}t}=7.10 for decay from 3+ {+228}Pa +228TH3cL rules out 5- +228TH G 1383.2 2 100 9 I +228TH3 G FLAG=K +228TH G 1505.9 2 100 9 I +228TH3 G FLAG=K +228TH G 1523.4 2 109 11 & +228TH3 G FLAG=IK +228TH G 1715.06 10 91 6 I +228TH3 G FLAG=K +228TH L 1906.64 10 (2+) +228THX L XREF=A +228TH cL J |g to 0+ g.s., |g to 2+,3- level; log| {If{+1u}t}=7.5 from +228THxcL 3+ {+228}Ac +228TH G 490.33 15 93 19 L +228TH3 G FLAG=M +228TH G 1074.71 15 84 25 L +228TH3 G FLAG=M +228TH G 1907.18 20 100 8 L +228TH3 G FLAG=M +228TH L 1925.22 4 3+,4+ +228THX L XREF=B +228TH cL J M1+E2 |g to 4+ level, |g's to (5+) and 3- levels +228TH G 724.42 11 7.9 9 & +228TH3 G FLAG=IK +228TH G 750.10 10 7.0 8 I +228TH3 G FLAG=K +228TH G 865.15 13 5.2 7 I +228TH3 G FLAG=K +228TH G 956.8 2 26 5 I +228TH3 G FL=968.369$ FLAG=K +228TH G 1529.02 6 27.2 14 I +228TH3 G FLAG=K +228TH G 1738.48 5 100 5 M1+E2 I +228TH3 G FLAG=K +228TH L 1928.57 6 3+ +228THX L XREF=AB +228TH cL J |g's to 2+ and 4+ levels; J|p|=2+,3-,4+ from +228TH2cL |g(|q,H,T) in {+228}Pa decay +228TH G 168.42 9 12 3 I +228TH3 G FLAG=K +228TH G 389.12 15 42 6 L +228TH3 G FLAG=M +228TH G 584.7 3 30 10 & +228TH3 G FLAG=IKP +228TH G 1741.74 21 43 12 +228TH G 1870.81 9 100 6 (M1+E2) +228TH L 1937.16 9 2+,3,4+ +228THX L XREF=A +228TH cL J |g's to 2+ and 4+ levels +228TH G 397.94 10 100 11 L +228TH3 G FLAG=M +228TH G 1062.55 15 37 11 L +228TH3 G FLAG=M +228TH G 1750.54 20 30 3 L +228TH3 G FLAG=M +228TH G 1879.6 3 4.8 18 L +228TH3 G FLAG=M +228TH L 1944.895 11 3+ +228THX L XREF=AB +228TH cL J E2+M1 |g's to 2+ and 4+ levels +228TH G 184.61 5 1.7 2 (M1) 3.45 I +228TH3 G FLAG=K +228TH G 220.61 2 5.2 3 (M1) 2.10 I +228TH3 G FLAG=K +228TH G 299.10 10 1.79 21 M1 0.90 I +228TH3 G FLAG=K +228TH G 306.61 2 8.3 4 M1 0.84 I +228TH3 G FLAG=K +228TH G 512.79 11 5.5 6 I +228TH3 G FLAG=K +228TH G 718.31 2 26.2 17 (E1) +228TH G 776.52 3 32 3 +228TH G 791.44 9 15 2 (M1) 0.0661 @ +228TH G 853.97 8 3.4 3 I +228TH3 G FLAG=K +228TH G 922.5 2 9.4 5 I +228TH3 G FLAG=K +228TH G 928.4 2 3.7 3 I +228TH3 G FLAG=K +228TH G 975.98 5 56 3 M1 0.0381 +228TH3 G FL=968.968 +228TH G 1070.40 7 5.0 3 I +228TH3 G FLAG=K +228TH G 1549.3 2 5.0 8 I +228TH3 G FLAG=K +228TH G 1758.11 5 37.7 20 E2+M1 -9 1 +228TH G 1887.12 5 100 5 E2+M1 -9.1 9 +228TH L 1958.72 22 2+ +228THX L XREF=A +228TH cL J |g's to 0+ g.s. and 4+ level +228TH G 1772.2 3 100 28 L +228TH3 G FLAG=M +228TH G 1958.4 3 83 28 L +228TH3 G FLAG=M +228TH L 1964.98 7 2+,3,4+ +228THX L XREF=B +228TH cL J |g to 2+ and 4+ levels; multiple placed |g to 0+ g.s., would +228TH2cL limit J|p to 2+ +228TH G 548.74 11 46 LT I +228TH3 G FLAG=K +228TH cG Multiply placed |g in {+228}Pa decay with I|g(doublet)=41 +228THxcG {I5} +228TH G 1778.0 6 6 2 I +228TH3 G FLAG=K +228TH G 1907.13 11 100 9 I +228TH3 G FLAG=K +228TH G 1965.22 12 43 4 & +228TH3 G FLAG=K +228TH L 1974.20 11 3-,4+ +228THX L XREF=B +228TH cL J |g's to 2+ and 5- levels +228TH G 1455.0 2 87 5 I +228TH3 G FLAG=K +228TH G 1578.2 2 100 10 I +228TH3 G FLAG=K +228TH G 1787.2 2 28 3 I +228TH3 G FLAG=K +228TH G 1916.6 3 11.3 23 I +228TH3 G FLAG=K +228TH L 1981.97 6 2+,3,4+ +228THX L XREF=B +228TH cL J |g's to 2+ and 4+ levels +228TH G 1013.54 13 32 4 & +228TH3 G FLAG=IK +228TH G 1795.15 6 100 6 I +228TH3 G FLAG=K +228TH G 1924.2 2 15.1 17 I +228TH3 G FLAG=K +228TH L 1987.46 10 4+ +228THX L XREF=A +228TH cL J |g's to 2+ and 6+ levels +228TH G 1017.92 20 29 7 L +228TH3 G FL=968.968$ FLAG=M +228TH G 1609.41 15 39 8 L +228TH3 G FLAG=M +228TH G 1800.86 20 22 4 L +228TH3 G FLAG=M +228TH G 1929.78 20 100 11 L +228TH3 G FLAG=M +228TH L 1988.1 6 16+ A +228THX L XREF=D +228TH cL J |g to 14+ level; band structure +228TH G 388.6 3 G +228TH L 2010.11 5 2+,3,(4+) +228THX L XREF=AB +228TH cL J |g's to 2+, 2- and 4+ levels limit J|p to 2+, 3. However, +228TH2cL possible E0 component in the 918|g to (4)+ level ({+228}Ac |b{+-} +228TH3cL decay) would require J|p=(4+), making the 887|g to 2- level an M2 +228THxcL transition +228TH G 214.85 10 49 7 L ? +228TH3 G FL=1795.90$ FLAG=M +228TH cG |g not reported in {+228}Pa decay +228TH G 372.57 20 11 3 L ? +228TH3 G FL=1638.284$ FLAG=MB +228TH G 887.33 10 46 5 L +228TH3 G FLAG=M +228TH G 919.01 13 47 6 +228TH cG M possible E0 component ({+228}Ac |b{+-} decay) +228TH G 1040.92 15 75 15 L +228TH3 G FLAG=M +228TH G 1823.21 10 65 6 +228TH G 1952.37 10 100 7 +228TH L 2013.6 3 2+,3,4+ +228THX L XREF=A +228TH cL J |g's to 2+ and 4+ levels +228TH G 1826.7 3 100 38 L +228TH3 G FLAG=M +228TH G 1955.9 5 38 14 L +228TH3 G FLAG=M +228TH L 2016.76 10 (2-,3-,4-) +228THX L XREF=B +228TH cL J (M1+E2) |g to 3- level +228TH G 1620.67 10 100 (M1+E2) I +228TH3 G FLAG=K +228TH L 2022.84 8 +228THX L XREF=AB +228TH cL Level is proposed in both {+228}Ac and {+228}Pa decays. +228TH2cL However, there is agreement only on one |g (1148.16|g) from this level +228TH G 1053.09 20 220 68 L ? +228TH3 G FL=968.968$ FLAG=MB +228TH cG Possibly part of a doublet in {+228}Pa decay +228TH G 1148.16 14 100 20 +228TH G 1965.22 12 143 14 & +228TH3 G FLAG=M +228TH cG E,RI a multiply placed |g in {+228}Pa with I|g(doublet)=143 {I13}. +228TH2cG All intensity placed here in {+228}Ac decay with I|g=346 {I31} +228TH L 2029.84 16 1,2+ +228THX L XREF=A +228TH cL J |g to 0+ g.s. +228TH G 939.87 15 200 70 L ? +228TH3 G FL=1091.017$ FLAG=MB +228TH G 1013.58 20 100 28 L +228TH3 G FLAG=M +228TH G 1971.9 3 78 17 L +228TH3 G FLAG=M +228TH G 2029.4 5 39 11 L +228TH3 G FLAG=M +228TH L 2036.99 17 2+,3,4+ +228THX L XREF=A +228TH cL J |g's to 2+ and 4+ levels +228TH G 1850.13 20 100 18 L +228TH3 G FLAG=M +228TH G 1979.3 3 41 11 L +228TH3 G FLAG=M +228TH L 2123.1 3 (2+) +228THX L XREF=A +228TH cL E the level may be questionable, Q(|b{+-})({+228}Ac)=2127 {I3}. +228TH cL J |g's to 4+ and 1- levels; log| {Ift}=3.5 {I20} indicates an +228TH2cL allowed transition +228TH G 1795.1 5 100 38 L +228TH3 G FLAG=M +228TH G 1936.3 3 100 24 L +228TH3 G FLAG=M +228TH L 2209.7 6 17- B +228THX L XREF=D +228TH cL J |g to 15- level; band structure +228TH G 371.4 3 [E2] G +228TH L 2407.9 7 18+ A +228THX L XREF=D +228TH cL J |g tp 16+ level; band structure +228TH G 419.8 3 [E2] G +228THF G FL=1988.1 + +228TH 228AC B- DECAY 1987DA28 97NDS 199704 +228TH H TYP=FUL$AUT=AGDA ARTNA-COHEN$CIT=NDS 80, 723 (1997)$CUT=1-Nov-1996$ +228AC P 0 3+ 6.15 H 2 2127 3 +228TH N 1.000 1.000 1.0 1.0 +228TH PN 2 +228TH cN NR From absolute I|g, based on measurements by 1992Li05, +228TH2cN 1983Sc13 and 1982Sa36. This normalization leads to I|b(g.s.)=6% {I6}, +228TH4cN although consistent with zero as expected from the spin change |DJ=3, +228TH5cN it may indicate that some g.s. transitions are missing from the level +228THxcN scheme. +228TH cL 1992Li05: measured absolute I|g +228TH cL 1987Da28: measured E|g, I|g, |g|g. Earlier report: 1985Da05 +228TH cL 1983Sc13, 1982Sa36: measured absolute I|g +228TH cL 1982Ma52, 1960Ar06, 1957Bj56: measured ce +228TH cL 1979Bo30: measured E|g; not included in E|g calculation +228TH2cL because five out of twelve E|g disagree with measurements of 1987Da28 +228TH3cL and 1979He10 (deviation>3 x |s) +228TH cL 1979He10: measured E|g +228TH cL 1974De14: measured E|g, I|g, |b|g(|q), |b|g(circ pol)(|q) +228TH cL +228TH cL The decay scheme is that proposed by 1987Da28 +228TH cL E,J From adopted levels +228TH CL BAND(A) GS ROTATIONAL BAND +228TH CL BAND(B) KPI=0- OCTUPOLE BAND +228TH CL BAND(C) KPI=0+ TWO OCTUPOLE PHONON BAND +228TH CL BAND(D) KPI=1- OCTUPOLE BAND +228TH CL BAND(E) KPI=2+ GAMMA-VIBRATIONAL BAND +228TH CL BAND(F) KPI=2- OCTUPOLE BAND +228TH CL BAND(G) KPI=2+ ROTATIONAL BAND ON QUASIPARTICLE STATE +228TH cB J|p({+228}Ac)=3+ +228TH cB Q(|b{+-})=2127 {I3} (1995Au04) +228TH cB IB Deduced from intensity balance in the level scheme. +228TH cG E From 1987Da28, unless otherwise noted +228TH cG RI From 1987Da28, unless otherwise noted. The relative I|g of +228TH2cG 1987Da28 have been normalized to the absolute measurements of 1992Li05, +228TH3cG 1983Sc13 and 1982Sa36 at the three |g's with I|g>10 % (338.324|g +228TH4cG I|g=11.27% {I19}, 911.205|g I|g=25.8% {I4} and 968.987|g I|g=15.8% +228TH5cG {I3}, giving a normalization factor of 0.0258 {I5}). +228TH cG M From adopted I|g and the Ice data of 1960Ar06 and 1971He23 +228TH2cG (as noted with |a(exp)) normalized to theoretical values for: +228TH3cG |a(L)(E2) for 129.065|g, |a(K)(E1) for 209.253|g and |a(K)(E2) for +228THxcG 968.971|g +228TH cG E(A) Weighted average of measurements by 1987Da28, 1979He10. The +228TH2cG measurements of 1979He10 have been corrected by using the calibration +228TH3cG line E|g from 1995HeZZ. +228TH cG E(B) Energy fit poor, E|g not included in the least squares fit +228TH2cG to obtain E(level) +228TH cG E(M) |g unassigned by 1987Da28. Placement suggested by {+228}Pa +228TH2cG decay +228TH cG RI(D) Weighted average of absolute intensity measurements of +228TH2cG 1992Li05, 1983Sc13, 1982Sa36 +228TH cG RI(E) Weighted average of measurements by 1992Li05, 1987Da28, +228TH2cG 1983Sc13, 1982Sa36 +228TH cG RI(F) Weighted average of measurements by 1987Da28, 1983Sc13, +228THxcG 1982Sa36 +228TH cG RI(G) Weighted average of measurements by 1987Da28, 1983Sc13 +228TH cG RI(H) Weighted average of measurements by 1987Da28, 1982Sa36 +228TH cG RI(I) Weighted average of measurements by 1992Li05, 1987Da28, +228THxcG 1983Sc13 +228TH cG RI(N) Intensity of the doublet divided by evaluator by comparison +228TH2cG with branching ratios and the intensities of the doublet as measured +228TH3cG in both {+228}Ac and {+228}Pa decays. +228TH cG M(J),MR(K)$From {+228}Pa |e decay +228TH cG M(L) |a(K)exp(1245|g+1247|g)=0.013 {I3} (1971He23); theory: +228TH2cG |a(K)(M1)=0.0162, |a(K)(E2)=0.00521. I(1245|g)=0.095 {I18}, +228TH3cG I(1247|g)=0.50 {I3}; the 1245|g is [M1,E2]. Therefore: if the 1245|g +228TH4cG is M1, then |a(K)exp(1247|g)=0.013 {I3}; if 1245|g is E2, then +228THxcG |a(K)exp(1247|g)=0.015 {I3}. In each case the |g M1(+E2). +228TH cG E(P) The adopted J|p require that this |g have an unreasonable +228TH2cG multipolarity (M2 or E3). The placement of this transition is +228TH3cG therefore questionable. +228TH cG RI(Q) Total intensity (I|g=0.013 {I3}) placed from 1344.1 level by +228TH2cG 1987Da28. Alternate placement from 1928.6 level suggested by {+228}Pa +228TH3cG decay. +228TH cG E(R) |g's of approximately same energy and intensity are reported +228TH2cG in both {+228}Ac and {+228}Pa decays. On the basis of coin with +228TH3cG 911.2|g, it is suggested in {+228}Ac decay that the |g feeds the 2+ +228TH4cG 968.97 level. In {+228}Pa decay, the |g is placed feeding the 3- +228TH5cG 968.37 level. The energy of the |g (E|g=674.65 {I5}) agrees with decay +228TH6cG to the 968.37 level. Possibly the |g is a doublet feeding both the +228TH7cG 968.97 and 968.37 levels. I|g(doublet)=0.101 {I8} +228TH cG E(T),RI(T)$|g not reported in this decay. Placement suggested by +228TH2cG {+228}Pa decay. I|g deduced from branching ratio in {+228}Pa decay. +228TH cG RI(U) The energy of the 853-keV transition from the 1944.9 level is +228TH2cG expected to be 853.877 {I12} from E(level); the expected intensity +228TH3cG is I|g=0.0031 {I4} from branching ratio in {+228}Pa decay. Therefore, +228TH4cG the the 853.17 {I10} |g with I|g=0.0119 {I18} reported by 1987Da28 +228TH5cG seems to be a doublet with part of the intensity belonging to a |g +228TH6cG unplaced in level scheme +228TH G 56.96 5 0.019 4 +228TH G 137.91 5 0.024 5 M1 7.90 +228TH cG M |a(K)exp=5.5 {I17}, K/L=5.6 {I27} (1971He23) +228TH G 466.40 10 0.029 3 +228TH G 634.18 10 0.0106 21 +228TH G 853.17 10 0.0088 18 U +228TH G 1337.33 20 0.0049 15 +228TH G 1378.23 10 0.0059 18 +228TH G 1385.39 10 0.0106 21 +228TH G 1434.22 15 0.0080 23 +228TH G 1438.01 10 0.0059 15 +228TH G 1480.37 15 0.016 3 +228TH G 1529.05 10 0.057 6 +228TH G 1671.64 15 0.0041 13 +228TH G 1684.01 20 0.015 5 +228TH G 1721.4 3 0.0057 21 +228TH G 1745.28 20 0.0065 8 +228TH G 1784.4 3 0.0059 10 +228TH G 1787.3 5 0.0013 5 +228TH G 1915.9 4 0.0008 3 +228TH G 1919.5 3 0.0021 5 +228TH G 1944.20 20 0.0021 5 +228TH G 2000.9 5 0.0010 3 +228TH L 0.0 0+ A +228TH L 57.759 4 2+ A +228TH B 8 6 8.9 4 +228THS B EAV=744.1 13 +228TH G 57.766 5 0.47 3 E2 156 A +228TH3 G FLAG=H +228THS G LC=114$ MC=31.1$ NC+=11.4 +228TH cG M |a(L)exp=124 {I11} (1971He23); L12/L3=1.42 (1982Ma52), 1.14 +228TH2cG {I8} (1960Ar06), 1.15 {I15} (1957Bj56); theory: |a(K)=114, L12/L3=1.23 +228TH L 186.823 4 4+ A +228TH B 0.8 6 9.8 4 +228THS B EAV=691.5 13 +228TH G 129.065 1 2.42 9 E2 3.81 A +228TH3 G FLAG=E +228THS G KC=0.269$ LC=2.58$ MC=0.707$ NC+=0.263 +228TH cG M L12/L3=1.94 {I14} (1960Ar06), 1.7 {I2} (1957Bj56). K/L=0.10 +228TH2cG {I1} (1971He23), 0.12 {I3} (1957Bj56); theory: L12/L3=1.70, K/L=0.10 +228TH L 328.003 4 1- B +228TH B 0.65 17 10.69 12 1U +228THS B EAV=606.6 12 +228TH G 270.245 2 3.46 6 E1 0.0474 A +228TH3 G FLAG=E +228THS G KC=0.0379$ LC=0.00721$ MC=0.00173$ NC+=0.00061 +228TH cG M |a(K)exp=0.029 {I4} (1971He23); theory: |a(K)=0.0379 +228TH G 328.000 6 2.95 12 E1 0.0308 H +228THS G KC=0.0247$ LC=0.00458$ MC=0.00110$ NC+=0.00039 +228TH cG M |a(K)exp=0.037 {I8} (1971He23); theory |a(K)=0.0247 +228TH L 378.179 10 6+ A +228TH G 191.353 10 0.123 8 E2 0.791 H +228THS G KC=0.174$ LC=0.450$ MC=0.123$ NC+=0.0454 +228TH cG M |a(K)exp=0.24 {I7}, K/L=1.0 {I5}; theory: |a(K)(E2)=0.174, +228TH2cG K/L(E2)=0.39, |a(K)(M1)=2.49, K/L(M1)=5.25 +228TH L 396.078 5 3- B +228TH B 11.66 24 8.428 10 +228THS B EAV=606.9 12 +228TH G 209.253 6 3.89 7 E1 0.086 E +228THS G KC=0.0678$ LC=0.0135$ MC=0.00323$ NC+=0.00114 +228TH cG M from K/L and L subshell ratios in {+228}Pa |e decay. +228TH2cG Other: K/L=2.4 {I4} (1971He23) +228TH G 338.320 3 11.27 19 E1 0.0288 A +228TH3 G FLAG=D +228THS G KC=0.0231$ LC=0.00426$ MC=0.00102$ NC+=0.00036 +228TH cG M |a(K)exp=0.019 {I2} (1960Ar06); theory: |a(K)=0.0231 +228TH L 519.192 6 5- B +228TH B 0.08 LT 11.3 GT 1U +228THS B EAV=534.3 12 +228TH G 141.02 3 0.050 8 E1 0.220 J +228THS G KC=0.171$ LC=0.0366$ MC=0.0088$ NC+=0.00313 +228TH cG M |a(K)exp=0.7 {I5} (1971He23); theory: |a(K)(E1)=0.171, +228TH2cG |a(K)(E2)=0.259, |a(K)(M1)=5.92, |a(K)(M2)=26.1. +228TH G 332.370 4 0.40 4 E1 0.0299 A +228TH3 G FLAG=EJ +228THS G KC=0.0240$ LC=0.00444$ MC=0.00106$ NC+=0.00038 +228TH cG M ce(K) not seen by 1960Ar06. |a(K)exp=0.41 {I8} (1971He23) +228TH2cG does not agree with [E1] required by the level scheme. +228TH L 831.823 10 0+ C +228TH G 503.823 13 0.182 12 (E1) 0.0125 A +228TH3 G FLAG=G +228THS G KC=0.0101$ LC=0.00178 +228TH cG M Ice not seen (1971He23), upper limit in Ice suggests E1 +228TH G 774.1 2 0.06 AP [E2] 0.0167 +228THS G KC=0.0122$ LC=0.00339 +228TH L 874.473 18 2+ C +228TH B 0.23 10 9.62 19 +228THS B EAV=418.5 12 +228TH G 478.33 5 0.209 15 E1 0.0139 +228THS G KC=0.0112$ LC=0.00199$ MC=0.00047$ NC+=0.00017 +228TH G 546.47 5 0.201 13 [E1] 0.0106 +228THS G KC=0.0086$ LC=0.00151 +228TH G 688.10 5 0.067 5 [E2] 0.0212 & +228TH2 G FL=186.823$ FLAG=B +228THS G KC=0.0151$ LC=0.00464 +228TH G 816.71 10 0.030 3 [M1,E2] 0.038 23 +228THS G KC=0.030 19$ LC=0.006 3 +228TH G 874.44 7 0.047 10 [E2] 0.0131 A +228THS G KC=0.0098$ LC=0.00249 +228TH L 938.58 7 0+ D +228TH G 610.64 10 0.023 5 [E1] +228TH G 880.76 10 0.0062 18 [E2] 0.0129 +228THS G KC=0.0096$ LC=0.00244 +228TH L 944.196 13 1,2+ +228TH B 0.07 LT 10.0 GT +228THS B EAV=391.8 12 +228TH G 616.22 3 0.080 5 A +228TH G 944.196 14 0.095 8 A +228TH L 968.369 20 3- D +228TH B 0.21 4 9.54 9 +228THS B EAV=382.6 12 +228TH G 449.15 5 0.048 5 [E2] 0.0563 A +228THS G KC=0.0335$ LC=0.0168$ MC=0.00439$ NC+=0.00162 +228TH G 572.14 8 0.150 16 [M1,E2] 0.09 7 A +228THS G KC=0.07 6$ LC=0.016 8 +228TH G 640.34 3 0.054 5 [E2] 0.0247 A +228THS G KC=0.0172$ LC=0.00567 +228TH L 968.968 5 2+ E +228TH B 29.9 10 7.39 2 +228THS B EAV=382.3 12 +228TH G 782.142 5 0.485 19 [E2] 0.0163 A +228TH3 G FLAG=E +228THS G KC=0.0119$ LC=0.00330 +228TH cG M |a(K)exp=0.024 {I3} (1960Ar06), 0.07 {I3} (1971He23) +228TH2cG inconsistent with with each other and with E2 assignment required by +228THxcG level scheme +228TH G 911.204 4 25.8 4 E2 0.0121 A +228TH3 G FLAG=D +228THS G KC=0.0091$ LC=0.00225 +228TH cG M |a(K)exp=0.0104 {I10}, K/L=4.6 {I5} (1971He23), +228TH2cG |a(K)exp=0.0092 {I9} (1960Ar06); theory: |a(K)=0.0091, K/L=4.04. +228THxcG |d=+24 {I8} from {+228}Pa decay +228TH G 968.971 17 15.8 3 E2 0.0107 A +228TH3 G FLAG=D +228THS G KC=0.00815$ LC=0.00194 +228TH cG M |a(L)exp=0.0016 {I3} (1971He23); theory: |a(K)=0.00815, +228TH2cG |a(L)=0.0194; |a(K)exp used in normalization of the ce spectra. +228TH L 979.499 14 2+ +228TH B 0.13 7 9.73 24 +228THS B EAV=378.3 12 +228TH G 583.41 5 0.111 10 [E1] 0.0094 +228THS G KC=0.00761$ LC=0.00132 +228TH cG RI does not agree with the branching ratio in {+228}Pa decay +228TH G 651.51 3 0.090 8 [E1] 0.0076 A +228THS G KC=0.00617$ LC=0.00106 +228TH G 792.8 0.08 AP [E2] 0.0159 +228THS G KC=0.0116$ LC=0.00319 +228TH G 921.98 10 0.0147 21 [M1,E2] 0.028 17 & +228THS G KC=0.022 14$ LC=0.0044 22 +228TH cG M |a(K)exp=2.0 {I4} (1971He23) may indicate an E0 component +228TH cG Total intensity placed here by 1987Da28 +228TH G 979.48 10 0.026 3 [E2] 0.0105 +228THS G KC=0.00799$ LC=0.00189 +228TH L 1016.406 21 2+,3-,4+ +228TH B 0.31 5 9.31 7 +228THS B EAV=364.3 12 +228TH G 620.38 5 0.080 5 +228TH G 688.10 5 0.067 5 & +228TH2 G FL=328.003 +228TH cG |g not placed here by 1987Da28; this placement of the |g +228TH2cG suggested in {+228}Pa decay +228TH G 958.61 4 0.28 4 A +228TH3 G FLAG=H +228TH G 1016.44 15 0.019 3 & +228TH L 1022.527 6 (3)+ E +228TH B 3.10 15 8.30 2 +228THS B EAV=362.0 12 +228TH G 835.710 6 1.61 6 E2 0.0143 A +228TH3 G FLAG=EJ +228THS G KC=0.0106$ LC=0.00279 +228TH cG M |a(K)exp|<0.015 (1971He23); theory: |a(K)=0.0106 +228TH G 964.766 10 4.99 9 E2+M1 -7.2 10 0.0108 A +228TH3 G FLAG=E +228THS G KC=0.00821$ LC=0.00196 +228TH cG M |a(K)exp=0.0084 {I9} (1971He23); theory: |a(K)=0.00821 +228TH L 1059.93 3 4- +228TH B 0.071 11 9.88 7 +228THS B EAV=347.9 12 +228TH G 540.76 10 0.026 3 [M1,E2] 0.11 8 +228THS G KC=0.08 6$ LC=0.018 9 +228TH G 663.82 10 0.028 6 (M1+E2) 0.06 4 J +228THS G KC=0.05 4$ LC=0.010 6 +228TH G 873.17 15 0.031 6 [E1] 0.00441 +228THS G KC=0.00361$ LC=0.00060 +228TH L 1091.017 8 4+ E +228TH B 0.26 5 9.28 9 +228THS B EAV=336.3 12 +228TH G 904.20 4 0.77 3 E2 0.0123 A +228TH3 G FLAG=FJ +228THS G KC=0.0092$ LC=0.00229 +228TH cG M |a(K)exp=0.027 {I10} (1971He23), ce(K) not seen (1960Ar06); +228TH2cG |a(K)exp does not agree with |a(K)exp measured in {+228}Pa |e decay. +228TH G 1033.248 9 0.201 13 E2 0.0095 A +228TH3 G FLAG=J +228THS G KC=0.00727$ LC=0.00167 +228TH L 1122.951 6 2- F +228TH B 5.92 14 7.871 12 +228THS B EAV=324.4 12 +228TH G 100.41 3 0.093 13 (E1+M2) 0.23 AP 3.2 AP +228THS G LC=2.4$ MC=0.64$ NC+=0.25 +228TH cG M,MR |a(L3)exp|?0.43 (1971He23); theory: |a(L3)(E1)=0.0213, +228TH2cG |a(L3)(M2)=8.66. |a(L3)exp could also fit M1+E2; however, level scheme +228TH3cG requires |D|p=yes +228TH G 153.977 10 0.722 21 E1 0.178 E +228TH3 G FL=968.968 +228THS G KC=0.139$ LC=0.0292$ MC=0.00703$ NC+=0.00250 +228TH cG M |a(K)exp=0.095 {I16} (1971He23); theory: |a(K)=0.129 +228TH G 726.863 15 0.62 8 (E2) 0.0189 +228THS G KC=0.0136$ LC=0.00400 +228TH cG M |a(K)exp|?0.012 (1971He23); theory: |a(K)=0.0136 +228TH G 794.947 5 4.25 7 E2+M1 -4.4 10 0.0182 15 A +228TH3 G FLAG=DK +228THS G KC=0.0136 13$ LC=0.00349 20 +228TH cG M |a(K)exp=0.0118 {I20}, K/L=1.6 {I7} (1971He23), +228TH2cG |a(K)exp=0.0139 {I19} (1960Ar06); theory: |a(K)(E2)=0.0116, +228THxcG |a(K)(M1)=0.0524 +228TH G 1065.18 4 0.132 10 A +228TH L 1153.467 10 2+ 0.29 NS 2 +228TH cL T from 1974De14 +228TH B 5.1 8 7.89 7 +228THS B EAV=313.1 11 +228TH G 173.964 13 0.035 5 M1+E2 1.2 +11-6 2.3 18 A +228THS G KC=1.5 10$ LC=0.66 4$ MC=0.171 22$ NC+=0.063 5 +228TH cG M,MR from |a(K)exp=1.5 {I8} (1971He23); also fits E1+M2 with +228TH2cG |d=0.35 {I12}, level scheme requires |D|p=no. Theory: |a(K)(E1)=0.104, +228TH3cG |a(K)(E2)=0.203, |a(K)(M1)=3.26, |a(K)(M2)=12.9 +228TH G 184.54 2 0.070 8 E0+M1 63 8 4.5 8 +228TH3 G FL=968.968 +228THS G KC=53 7$ LC=10.2 13$ MC=0.126$ NC+=0.0462 +228TH cG M K/L=4.0 {I5}, L1/L2=33 {I6}, L1/L3>>50 (1974De14), +228TH2cG |a(K)exp=53 {I7} (1971He23); measured |a(K)exp yields an E0 transition +228TH3cG with an admixture of: 5.4% M1 with K/L=5.2, L1/L2=30, L1/L3=3300, or +228TH4cG 1.4% E2 with K/L=5.0, L1/L2=16.5, L1/L3=58. Thus the ratios support +228TH5cG E0+M1 transition +228TH cG CC from |a(K)exp +228TH G 278.95 5 0.160 21 (M1,E2) 0.7 5 @ +228TH3 G FL=874.473$ FLAG=N +228THS G KC=0.48 39$ LC=0.130 35$ MC=0.033 7$ NC+=0.0119 24 +228TH cG M |a(K)exp(doublet)=0.18 {I4} (1960Ar06), +228TH2cG |a(L)exp(279|g+282|g)=0.37 {I7} (1971He23); theory: |a(K)(M1)=0.872, +228THxcG |a(K)(E2)=0.0854 +228TH G 321.646 8 0.226 11 [E2] 0.140 A +228TH3 G FLAG=D +228THS G KC=0.0643$ LC=0.0550$ MC=0.0147$ NC+=0.00544 +228TH cG M |a(K)exp=0.49 {I8} (1971He23) indicating mainly M1 transition +228TH2cG (|a(K)(M1)=0.590) which is not in agreement with the level scheme. +228TH3cG 1960Ar06 did not see ce(K) suggesting that the |a(K)exp may be +228THxcG unreliable. +228TH G 1095.679 20 0.129 10 [M1,E2] 0.018 10 A +228TH G 1153.52 4 0.139 10 A +228TH L 1168.375 5 3- F +228TH B 3.08 7 8.084 11 +228THS B EAV=307.6 11 +228TH G 77.34 3 0.026 5 [E1] 0.235 +228THS G LC=0.177$ MC=0.0431$ NC+=0.0150 +228TH G 145.849 10 0.158 8 E1 0.203 H +228TH3 G FLAG=J +228THS G KC=0.158$ LC=0.0336$ MC=0.00809$ NC+=0.00287 +228TH cG M |a(K)exp=1.3 {I4} (1971He23); theory: |a(K)=0.158. ce not +228TH2cG seen by 1960Ar06 or in {+228}Pa decay. +228TH G 199.407 10 0.315 5 E1 0.096 H +228TH3 G FLAG=J +228THS G KC=0.0758$ LC=0.0152$ MC=0.00365$ NC+=0.00129 +228TH cG M ce(K), ce(L) not seen (1971He23,1960Ar06), suggests E1 mult +228TH G 648.84 10 0.040 4 [E2] 0.0240 & +228TH2 G FL=519.192 +228THS G KC=0.0168$ LC=0.00546 +228TH G 772.291 5 1.49 3 E2+M1 -3.4 +8-27 0.021 3 A +228TH3 G FLAG=EK +228THS G KC=0.0157 24$ LC=0.0040 4 +228TH cG M |a(K)exp=0.016 {I7} (1971He23), 0.019 {I3} (1960Ar06); +228TH2cG theory: |a(K)=0.0157 {I24} +228TH G 840.377 7 0.91 4 E2 0.0142 A +228TH3 G FLAG=EJ +228THS G KC=0.0105$ LC=0.00275 +228TH cG M |a(K)exp|<0.026 (1971He23); theory: |a(K)=0.0105 +228TH G 1110.610 10 0.285 23 E1 @ +228TH3 G FLAG=AJN +228TH L 1174.508 18 (5+) E +228TH B 0.005 LT 10.9 GT +228THS B EAV=305.4 11 +228TH G 987.71 20 0.077 13 [M1,E2] 0.024 14 +228THS G KC=0.019 11$ LC=0.0037 18 +228TH L 1175.39 5 2+ +228TH B 0.17 3 9.33 8 +228THS B EAV=305.0 11 +228TH G 231.42 10 0.025 4 [D,E2] 1.0 9 +228TH G 988.63 20 0.077 13 [E2] 0.0103 +228TH G 1117.63 10 0.054 8 +228TH G 1175.31 10 0.024 3 +228TH L 1226.565 7 (4)- F +228TH B 0.66 4 8.66 3 +228THS B EAV=286.3 11 +228TH G 135.54 5 0.018 4 E1 0.242 J +228THS G KC=0.188$ LC=0.0406$ MC=0.0098$ NC+=0.00348 +228TH cG M |a(K)exp|?3 (1971He23); theory: |a(K)=0.188 +228TH G 204.026 10 0.112 15 E1 0.091 H +228THS G KC=0.0719$ LC=0.0143$ MC=0.00344$ NC+=0.00122 +228TH cG M |a(L)exp<0.23 (1971He23); theory: |a(L)(E1)=0.0143, +228THxcG |a(L)(E2)=0.342 +228TH G 707.41 5 0.155 15 (E2) 0.0200 H +228TH3 G FLAG=J +228THS G KC=0.0143$ LC=0.00711 +228TH G 830.486 8 0.540 21 E2(+M1) -7.7 9 0.0152 2 A +228TH3 G FLAG=FJK +228THS G KC=0.0113 2 $ LC=0.00293 3 +228TH cG M |a(K)exp=0.020 {I11} (1971He23); theory: |a(K)=0.0113 {I2} +228TH G 1039.65 15 0.044 9 +228TH L 1297.423 10 (5)- F +228TH B 0.058 13 9.95 10 1U +228THS B EAV=257.9 10 +228TH G 778.23 0.022 6 [M1,E2] 0.04 3 S +228TH3 G FLAG=T +228THS G KC=0.034 22$ LC=0.007 4 +228TH G 901.23 15 0.016 3 [E2] 0.0123 +228THS G KC=0.00926$ LC=0.00231 +228TH G 1110.610 10 0.019 10 E1 @ +228TH3 G FLAG=JN +228TH L 1344.078 11 3- +228TH B 0.208 16 8.95 4 +228THS B EAV=243.9 11 +228TH G 168.65 10 0.010 3 [E1] 0.143 @ +228TH2 G FLAG=Q +228THS G KC=0.112$ LC=0.0232$ MC=0.00557$ NC+=0.00197 +228TH G 824.934 23 0.050 5 [E2] 0.0147 A +228THS G KC=0.0108$ LC=0.00288 +228TH G 947.982 11 0.106 8 [M1,E2] 0.026 15 A +228THS G KC=0.021 12$ LC=0.0041 20 +228TH G 1016.44 15 0.019 3 & +228TH G 1157.14 15 0.0070 13 +228TH G 1286.27 20 0.050 10 +228TH L 1416.11 6 2+,3- +228TH B 0.060 8 9.35 6 +228THS B EAV=218.4 11 +228TH G 471.76 15 0.033 3 [D,E2] 0.14 12 +228TH G 1019.86 10 0.021 4 +228TH G 1088.18 15 0.0059 13 +228TH G 1229.40 15 0.0075 23 +228TH L 1431.979 6 4+ +228TH B 0.8 4 8.19 22 +228THS B EAV=212.9 11 +228TH G 257.52 10 0.030 3 (M1) 1.36 J +228THS G KC=1.09$ LC=0.205$ MC=0.0495$ NC+=0.0180 +228TH G 263.58 10 0.040 4 E1 0.0502 J +228THS G KC=0.0400$ LC=0.00766$ MC=0.00184$ NC+=0.00065 +228TH G 278.95 5 0.031 5 [E2] 0.216 @ +228TH3 G FL=1153.467$ FLAG=N +228THS G KC=0.086$ LC=0.096$ MC=0.0257$ NC+=0.0095 +228TH cG |g not placed here by 1987Da28; this alternate placement is +228TH2cG suggested in {+228}Pa decay +228TH G 340.96 5 0.369 21 E2+M1 -5.2 18 0.136 23 E +228TH3 G FLAG=JK +228THS G KC=0.073 20$ LC=0.046 2$ MC=0.0122 5$ NC+=0.00450 17 +228TH cG M |a(K)exp=0.66 {I7} (1971He23) suggests an M1 transition. +228TH2cG However, ce(K) not seen by 1960Ar06. +228TH G 409.462 6 1.92 4 E2+M1 -5.4 8 0.082 4 A +228TH3 G FLAG=EK +228THS G KC=0.049 4$ LC=0.0242 5$ MC=0.00631 10$ NC+=0.00233 4 +228TH cG M |a(K)exp=0.058 {I9}, K/L=2.0 {I4} (1971He23), |a(K)exp=0049 +228TH2cG {I4} (1960Ar06). Theory: |a(K)=0.49 {I4}, K/L=2.02 +228TH G 452.47 10 0.015 5 [E2] 0.0553 +228THS G KC=0.0330$ LC=0.0164$ MC=0.00429$ NC+=0.00158 +228TH G 463.004 6 4.40 7 E2 0.0522 A +228TH3 G FLAG=E +228THS G KC=0.0316$ LC=0.0152$ MC=0.00397$ NC+=0.00146 +228TH cG M |a(K)exp=0.036 {I4}, K/L=3.0 {I7} (1971He23); |a(K)exp=0.028 +228TH2cG {I3} (1960Ar06); theory: |a(K)=0.0316, K/L=2.1 +228TH G 1103.41 10 0.0150 23 [E3] B ? +228TH2 G FL=328.003$ FLAG=P +228TH G 1245.05 20 0.095 18 [M1,E2] 0.013 7 L +228TH G 1374.19 10 0.014 4 +228TH L 1450.394 10 4- +228TH B 0.59 7 8.28 6 +228THS B EAV=206.5 11 +228TH G 18.4 0.014 4 [E1] 6.6 0.11 3 S +228TH cG TI,RI deduced from branching ratio in Pa decay +228TH G 223.85 10 0.054 5 M1+E2 -0.18 5 1.97 3 J +228TH3 G FLAG=K +228THS G KC=1.56 3$ LC=0.302 1$ MC=0.0729 2$ NC+=0.0266 1 +228TH cG M |a(K)exp=1.7 {I5}, K/L=4.2 {I19} (1971He23); theory: +228THxcG |a(K)=1.56 {I3}, K/L=5.2 +228TH G 282.00 3 0.072 19 M1+E2 -0.51 12 0.88 7 A +228TH3 G FLAG=HJK +228THS G KC=0.69 6$ LC=0.145 6$ MC=0.0355 11$ NC+=0.0129 4 +228TH G 327.44 0.12 4 [E2] 0.132 S +228TH3 G FLAG=T +228THS G KC=0.0621$ LC=0.0515$ MC=0.0137$ NC+=0.00508 +228TH cG |g may be masked by strong 328.000|g. +228TH cG E E|g from E(level) +228TH G 480.94 20 0.023 5 [M2] P +228TH3 G FL=968.968 +228TH cG Not reported in {+228}Pa decay +228TH G 930.93 10 0.0124 18 & +228TH cG Placement of |g in level scheme uncertain. Alternate +228TH2cG placement suggested in {+228}Pa decay +228TH G 1054.11 20 0.018 5 +228TH L 1531.474 6 3+ +228TH B 8.0 4 6.96 2 +228THS B EAV=178.7 11 +228TH G 99.509 6 1.26 7 M1 4.09 A +228TH2 G FLAG=H +228THS G LC=3.07$ MC=0.741$ NC+=0.273 +228TH cG M |a(L12)exp=3.0 {I3} (1971He23), 2.0 {I3} (1960Ar06); L3 not +228TH2cG seen (1960Ar06) theory: |a(L)=3.07 +228TH G 356.94 10 0.0170 18 [E2] 0.103 +228THS G KC=0.0523$ LC=0.0374$ MC=0.0099$ NC+=0.00368 +228TH cG M |a(K)exp=1.9 {I9} (1971He23) does not agree with +228TH2cG multipolarity deduced from level scheme. Theory: |a(K)=0.0523 +228TH G 377.99 10 0.025 3 [M1,E2] 0.28 19 +228THS G KC=0.21 17$ LC=0.051 20$ MC=0.013 5$ NC+=0.0046 16 +228TH G 440.44 5 0.121 8 M1 0.314 +228THS G KC=0.252$ LC=0.0471$ MC=0.0113$ NC+=0.00410 +228TH cG M |a(K)exp=0.26 {I9} (1971He23); theory: |a(K)=0.252. Limit of +228TH2cG E2 admixture |d<0.8 +228TH G 508.959 17 0.45 5 E2(+M1) 1.1 GT 0.08 4 A +228THS G KC=0.06 3$ LC=0.016 5 +228TH cG M,MR |a(K)exp=0.06 {I3} (1971He23); theory: |a(K)(E2)=0.0264, +228THxcG |a(K)(M1)=0.171 +228TH G 562.500 4 0.87 3 E2+M1 +1.6 6 0.07 3 A +228TH3 G FLAG=EK +228THS G KC=0.051 23$ LC=0.013 4 +228TH cG M |a(K)exp=0.048 {I10} (1971He23); E1+M2 mixture requires +228THxcG |d=0.39 +228TH G 1135.24 15 0.0098 15 +228TH G 1344.59 15 0.0090 18 +228TH L 1539.21 9 2,3,4 +228TH G 416.30 20 0.0132 21 [E1] 0.0185 +228THS G KC=0.0149$ LC=0.00268$ MC=0.000640$ NC+=0.000228 +228TH G 1142.85 15 0.0103 21 +228TH L 1617.78 7 2+,3,4+ +228TH B 0.075 13 8.77 8 +228THS B EAV=149.8 10 +228TH G 648.84 10 0.040 4 & +228TH3 G FL=968.968 +228TH cG |g not placed here by 1987Da28. This multiply placement +228TH2cG suggested in {+228}Pa decay +228TH G 1430.95 10 0.035 7 +228TH G 1559.85 20 0.020 4 +228TH L 1638.284 9 2+ G +228TH cL Quasiparticle configuration=((|p 3/2+[651])(|p 1/2+[660])) or +228TH2cL configuration=((|p 3/2+[651])(|p 1/2+[400])) suggested for this level +228TH B 1.15 5 7.52 2 +228THS B EAV=143.0 10 +228TH G 470.25 20 0.013 3 [E1] 0.0144 +228THS G KC=0.0116$ LC=0.00206$ MC=0.00049$ NC+=0.00018 +228TH G 515.06 10 0.049 5 [E1] 0.0120 +228THS G KC=0.0097$ LC=0.00170 +228TH G 1309.71 20 0.019 6 +228TH G 1451.40 15 0.0106 21 +228TH G 1580.53 3 0.60 4 (M1,E2) A +228TH3 G FLAG=I +228TH cG M |a(K)exp=0.012 {I7} (1971He23); theory: |a(K)(M1)=0.0087, +228THxcG |a(K)(E2)=0.00343 +228TH G 1638.281 10 0.47 3 (E2) A +228TH3 G FLAG=IJ +228TH L 1643.125 15 (2-,3-) +228TH B 0.80 6 7.67 4 +228THS B EAV=141.4 10 +228TH G 474.75 10 0.022 3 [M1,E2] 0.15 11 +228THS G KC=0.12 9$ LC=0.026 13$ MC=0.006 3$ NC+=0.0023 10 +228TH G 520.151 16 0.067 5 (M1) 0.201 A +228THS G KC=0.161$ LC=0.0301 +228TH cG M |a(K)exp=0.31 {I12} (1971He23); theory: |a(K)=0.161 +228TH G 627.23 20 0.014 3 +228TH G 674.16 0.109 LE [E1] R +228TH3 G FL=968.968 +228TH cG E deduced from E(level) +228TH G 674.75 0.109 LE [M1,E2] 0.06 4 R +228TH3 G FL=968.369 +228THS G KC=0.048 32$ LC=0.010 5 +228TH cG E deduced from E(level) +228TH G 699.08 15 0.037 5 [D,E2] 0.05 4 +228TH G 1247.08 4 0.50 3 (M1) 0.0201 A +228TH3 G FLAG=IL +228TH G 1315.34 10 0.015 3 [M1,E2] 0.012 6 +228TH L 1645.954 12 3+ +228TH B 4.16 20 6.94 2 +228THS B EAV=140.5 10 +228TH G 114.56 7 0.0098 21 [M1,E2] 10 4 +228THS G KC=5.5 52$ LC=3.2 12$ MC=0.9 4$ NC+=0.32 14 +228TH G 419.42 10 0.021 3 [E1] 0.0182 +228THS G KC=0.0147$ LC=0.00264$ MC=0.00063$ NC+=0.000225 +228TH G 492.37 10 0.0235 23 [M1,E2] 0.14 10 +228THS G KC=0.11 8$ LC=0.024 12$ MC=0.006 3$ NC+=0.0021 10 +228TH G 523.131 16 0.103 8 [E1] 0.0116 A +228TH3 G FL=1122.951$ FLAG=B +228THS G KC=0.00942$ LC=0.000165 +228TH cG M |a(K)exp|<0.08 (1971He23); theory: |a(K)(E1)=0.0094, +228TH2cG |a(K)(E2)=0.0251, |a(K)(E3)=0.0610, |a(K)(M1)=0.158 +228TH G 555.12 10 0.046 5 [M1,E2] 0.10 7 +228THS G KC=0.08 6$ LC=0.017 9 +228TH G 623.27 20 0.011 3 [M1,E2] 0.08 5 +228THS G KC=0.06 4$ LC=0.012 6 +228TH G 629.40 5 0.045 5 [D,E2] 0.06 6 +228TH G 666.45 10 0.057 6 [M1,E2] 0.06 4 @ +228TH3 G FLAG=N +228THS G KC=0.05 3$ LC=0.010 5 +228TH cG I|g(doublet)=0.052 {I5}. All of intensity placed here by +228THxcG 1987Da28, +228TH G 677.11 10 0.062 5 [M1,E2] 0.06 4 +228TH3 G FL=968.968 +228THS G KC=0.05 3$ LC=0.010 5 +228TH G 1250.04 10 0.062 5 A +228TH G 1459.138 15 0.83 8 E2 A +228TH3 G FLAG=IJ +228TH G 1588.20 3 3.22 8 E2 A +228TH3 G FLAG=IJ +228TH cG M |a(K)exp=0.0050 {I16} (1971He23); theory: |a(K)=0.00340 +228TH L 1682.81 3 2+,3(+),4+ +228TH B 1.12 5 7.40 2 +228THS B EAV=128.5 10 +228TH G 660.1 3 0.005 AP [M1,E2] 0.06 4 +228THS G KC=0.05 3$ LC=0.010 5 +228TH G 1495.910 20 0.86 4 (E2) A +228TH3 G FLAG=IJ +228TH G 1625.06 5 0.255 18 A +228TH L 1683.82 5 (4-) +228TH B 0.165 17 8.23 5 +228THS B EAV=128.2 10 +228TH G 457.17 15 0.0150 23 [M1,E2] 0.17 12 +228THS G KC=0.13 10$ LC=0.029 14$ MC=0.007 3$ NC+=0.0026 11 +228TH G 1164.50 8 0.065 5 (M1+E2) 0.016 9 J +228TH G 1287.68 20 0.080 15 (M1+E2) 0.012 7 J +228TH cG |g listed in table I of 1987Da28 as deexciting the 1682.8 +228TH2cG level; however, on level scheme (fig. 4) shown as deexciting the +228TH3cG 1683.8 level. The energy fit is much better from the 1683.8 level. +228TH L 1688.394 11 2+,3+ G +228TH B 2.45 16 7.04 3 +228THS B EAV=126.7 10 +228TH G 42.46 5 0.009 3 [M1] 49 +228TH cG From intensity balance at 1646 level, multipolarity cannot +228TH2cG be pure E2. Some E2 admixture, however, cannot be ruled out +228TH G 672.00 15 0.026 8 +228TH cG |g listed in table I of 1987Da28 as deexciting the 1683.8 +228TH2cG level; however, on level scheme (fig. 4) shown as deexciting the +228TH3cG 1688.4 level. +228TH G 813.77 15 0.0070 16 [M1,E2] 0.038 23 +228THS G KC=0.030 19$ LC=0.006 3 +228TH G 1501.57 5 0.46 3 G +228TH G 1630.627 10 1.51 4 (M1,E2) A +228TH2 G FLAG=I +228TH cG M from |a(K)exp(1625|g+1630|g)=0.0062 {I20} (1971He23); theory: +228TH2cG |a(K)(M1)=0.0090, |a(K)(E2)=0.0034 +228TH L 1724.283 6 2+ +228TH B 1.76 5 7.06 2 +228THS B EAV=115.3 10 +228TH G 497.49 15 0.0059 18 [M2] 0.608 P +228THS G KC=0.457$ LC=0.113$ MC=0.0282$ NC+=0.0104 +228TH G 548.73 15 0.023 3 [M1,E2] 0.10 7 +228THS G KC=0.08 6$ LC=0.017 9 +228TH G 570.91 10 0.182 24 (M1) 0.156 G +228THS G KC=0.125$ LC=0.0234 +228TH cG M |a(K)exp=0.20 {I8} (1971He23); theory: |a(K)=0.125 +228TH cG 1987Da28 assigns this |g to be the 1539.2 to 968.4 transition +228TH2cG on the basis of coin with 911.2|g. However, the E(level) difference is +228TH3cG 570.25 {I9}. In {+228}Pa decay this |g is assigned to the 1724.3 level; +228TH4cG energy, intensity, multipolarity, and coin results agree with this +228TH5cG assignment. +228TH G 701.747 14 0.173 10 (M1) 0.091 A +228TH3 G FLAG=J +228THS G KC=0.0726$ LC=0.0135 +228TH G 755.315 4 1.00 3 M1 0.0747 A +228TH3 G FLAG=DJ +228THS G KC=0.0599$ LC=0.0111 +228TH cG M |a(K)exp=0.055 {I9} (1971He23), 0.057 {I8} (1960Ar06); +228TH2cG theory: |a(K)(M1)=0.0599, |a(K)(E2)=0.0127 +228TH G 1537.89 10 0.047 5 B +228TH2 G FL=186.823 +228TH G 1666.523 13 0.178 13 M1 A +228TH3 G FLAG=J +228TH G 1724.21 4 0.029 3 A +228TH L 1735.450 25 (4+) +228TH B 0.133 9 8.14 4 +228THS B EAV=111.7 10 +228TH G 1217.03 10 0.021 3 B +228TH2 G FL=519.192 +228TH G 1357.78 15 0.020 4 B +228TH2 G FL=378.179 +228TH G 1548.65 4 0.038 4 A +228TH G 1677.67 3 0.054 5 A +228TH L 1743.89 3 4+ +228TH B 0.389 18 7.65 2 +228THS B EAV=109.1 10 +228TH G 399.62 10 0.029 3 [E1] 0.0212 +228THS G KC=0.0162$ LC=0.00293$ MC=0.000701$ NC+=0.000250 +228TH G 590.4 0.017 3 [E2] 0.0295 S +228TH3 G FLAG=T +228THS G KC=0.0200$ LC=0.00716 +228TH G 684.0 0.019 5 [E1] S +228TH3 G FLAG=T +228TH G 1347.50 15 0.015 3 +228TH cG |g not seen in {+228}Pa decay. I|g<0.004 from upper limit in +228TH2cG {+228}Pa decay +228TH G 1365.70 15 0.014 3 M +228TH G 1415.66 10 0.021 4 [E3] P +228TH3 G FL=328.003 +228TH G 1557.11 4 0.178 13 (E2+M1) +1.2 2 A +228TH3 G FLAG=JK +228TH G 1686.09 7 0.095 8 (E2) A +228TH3 G FLAG=J +228TH L 1758.24 12 2+,3,4+ +228TH B 0.062 13 8.39 10 +228THS B EAV=104.6 10 +228TH G 326.04 20 0.033 5 [D,E2] 0.4 3 +228TH G 1571.52 20 0.0057 16 +228TH G 1700.59 20 0.0101 23 +228TH L 1760.218 24 2+,3(+) G +228TH B 0.119 10 8.10 4 +228THS B EAV=104.0 10 +228TH G 737.72 5 0.037 4 [M1,E2] 0.05 3 +228TH cG M |a(K)exp=0.28 {I14} (1971He23); theory: |a(K)(M1)=0.0637, +228TH2cG |a(K)(E2)=0.0133, |a(K)(M2)=0.147. Unconfirmed |a(K)exp seems to +228THxcG indicate E0 admixture +228TH G 791.49 25 0.010 3 [M1,E2] 0.04 3 @ +228TH3 G FL=968.968$ FLAG=N +228THS G KC=0.032 21$ LC=0.007 4 +228TH cG |g placed here with I|g=0.023 {I7} by 1987Da28 +228TH G 1573.26 5 0.033 3 (E2) A +228TH3 G FLAG=J +228TH G 1702.43 5 0.048 5 A +228TH L 1795.90 10 3-,4+ +228TH B 0.01 LT 9.0 GT +228THS B EAV=92.9 10 +228TH G 1276.69 10 0.014 3 +228TH G 1738.22 25 0.018 4 +228TH L 1797.65 8 2+ +228TH B 0.045 6 8.37 6 +228THS B EAV=92.4 10 +228TH G 1401.49 10 0.012 3 +228TH G 1469.71 15 0.020 4 +228TH G 1740.4 3 0.011 3 +228TH G 1797.5 5 0.0021 8 +228TH L 1892.996 17 3+ +228TH B 0.112 7 7.51 4 +228THS B EAV=63.7 9 +228TH G 666.45 10 0.005 2 [E1] @ +228TH3 G FLAG=N +228TH cG This placement of the |g suggested by {+228}Pa decay. +228TH G 692.5 0.0056 7 (M1+E2+E0) 0.24 3 S +228TH3 G FLAG=T +228TH G 770.04 0.0063 8 [E1] S +228TH3 G FLAG=T +228TH G 870.46 4 0.044 4 M1 0.0515 A +228TH3 G FLAG=J +228THS G KC=0.0414$ LC=0.00762 +228TH G 924.03 0.0075 10 [M1,E2] S +228TH3 G FLAG=T +228TH G 1706.19 10 0.0085 10 M1+E2 +0.42 4 J +228TH3 G FLAG=K +228TH G 1835.43 10 0.038 4 E2+M1 +2.9 3 J +228TH3 G FLAG=K +228TH L 1899.95 4 2+ G +228TH cL Quasiparticle configuration=((|p 3/2[651])(|p 1/2[660])) or +228TH2cL configuration=((|p 3/2[651])(|p 1/2[400])) suggested for this level +228TH B 0.071 6 7.66 4 +228THS B EAV=61.7 9 +228TH G 877.46 10 0.014 3 [M1,E2] 0.032 19 +228THS G KC=0.025 15$ LC=0.005 3 +228TH G 930.93 10 0.0124 18 & +228TH cG This placement of |g suggested in {+228}Pa decay +228TH G 1713.47 20 0.0054 10 +228TH cG |g not seen in {+228}Pa decay. I|g<0.002 from upper limit in +228TH2cG {+228}Pa decay +228TH G 1842.13 10 0.042 4 M1+E2 -0.86 14 J +228TH3 G FLAG=K +228TH G 1900.07 20 0.0028 5 +228TH L 1906.64 10 (2+) +228TH B 0.034 5 7.94 7 +228THS B EAV=59.7 9 +228TH G 490.33 15 0.0111 23 [D,E2] 0.12 11 +228TH G 1074.71 15 0.010 3 +228TH G 1907.18 20 0.0119 10 +228TH L 1928.57 6 3+ +228TH B 0.057 7 7.57 6 +228THS B EAV=53.4 9 +228TH G 168.65 10 0.0030 7 [M1,E2] 2.9 16 @ +228TH2 G FLAG=Q +228THS G KC=1.9 17$ LC=0.73 6$ MC=0.19 3$ NC+=0.070 10 +228TH G 389.12 15 0.0103 15 [M1,E2] 0.26 18 +228TH G 1742.0 3 0.0080 23 +228TH G 1870.83 10 0.0243 23 (M1+E2) J +228TH L 1937.16 9 2+,3,4+ +228TH B 0.046 5 7.61 6 +228THS B EAV=50.9 9 +228TH G 397.94 10 0.027 3 +228TH G 1062.55 15 0.010 3 +228TH G 1750.54 20 0.0080 8 +228TH G 1879.6 3 0.0013 5 +228TH L 1944.895 11 3+ G +228TH B 0.244 14 6.83 4 +228THS B EAV=48.7 9 +228TH G 718.48 15 0.019 4 (E1) J +228TH G 776.56 10 0.019 6 +228TH G 791.49 25 0.013 3 (M1) 0.0661 @ +228TH3 G FLAG=N +228THS G KC=0.0530$ LC=0.0098 +228TH cG This placement suggested by {+228}Pa decay +228TH G 853.17 10 0.0031 4 [M1,E2] 0.034 20 B +228TH2 G FL=1091.017$ FLAG=U +228THS G KC=0.027 17$ LC=0.005 3 +228TH cG RI from branching ratio in {+228}Pa decay +228TH G 921.98 10 0.0147 21 & +228TH cG This placement suggested by {+228}Pa decay +228TH G 975.96 5 0.050 5 M1 0.0381 J +228TH3 G FL=968.968 +228THS G KC=0.0306$ LC=0.00563 +228TH G 1000.69 15 0.005 +228TH cG |g not seen in {+228}Pa decay. I|g<0.002 from upper limit in +228TH2cG {+228}Pa decay. +228TH G 1758.11 10 0.035 4 E2+M1 -9 1 J +228TH3 G FLAG=K +228TH G 1887.10 5 0.090 8 E2+M1 -9.1 1 J +228TH3 G FLAG=K +228TH L 1958.72 22 2+ +228TH B 0.0033 7 8.59 10 +228THS B EAV=44.8 9 +228TH G 1772.2 3 0.0018 5 +228TH G 1958.4 3 0.0015 5 +228TH L 1987.46 10 4+ +228TH B 0.038 3 7.27 5 +228THS B EAV=36.8 9 +228TH G 1017.92 20 0.0057 13 +228TH3 G FL=968.968 +228TH G 1609.41 15 0.0077 15 +228TH G 1800.86 20 0.0044 8 +228TH G 1929.78 20 0.0199 21 +228TH L 2010.11 5 2+,3,(4+) +228TH cL 1987Da28 suggests that this is the 4+ level of K|p=2+ +228TH2cL rotational band built on the 1900.00 level. However, the relatively +228TH3cL strong 887.33|g to the 1123-keV level would then have M2 mult. +228TH B 0.27 4 6.19 8 +228THS B EAV=30.5 9 +228TH G 214.85 10 0.029 4 [D,E2] 1.2 11 +228TH G 372.57 20 0.0067 15 [D,E2] 0.26 24 +228TH3 G FL=1638.284 +228TH G 887.33 10 0.027 3 +228TH G 918.97 10 0.027 3 +228TH cG M |a(K)exp=1.1 {I2} (1971He23) indicates E0 component; +228TH2cG however, then the relatively strong |g to 1123 {I2}- level must be M2 +228TH G 1040.92 15 0.044 9 +228TH G 1823.22 10 0.044 4 +228TH G 1952.33 15 0.059 5 +228TH L 2013.6 3 2+,3,4+ +228TH B 0.0029 9 8.11 14 +228THS B EAV=29.6 9 +228TH G 1826.7 3 0.0021 8 +228TH G 1955.9 5 0.0008 3 +228TH L 2022.84 10 +228TH B 0.054 6 6.73 7 +228THS B EAV=27.1 9 +228TH G 384.63 20 0.0067 15 [D,E2] 0.24 22 +228TH cG Not reported in {+228}Pa decay +228TH G 1053.09 20 0.013 4 B +228TH3 G FL=968.968 +228TH G 1148.12 15 0.0059 13 +228TH G 1190.81 20 0.0062 16 +228TH G 1965.24 20 0.0204 18 +228TH cG RI from {+228}Pa decay I|g|<0.0085 {I23} +228TH L 2029.84 16 1,2+ +228TH B 0.019 4 7.09 10 +228THS B EAV=25.2 8 +228TH G 939.87 15 0.009 3 B +228TH3 G FL=1091.017$ +228TH G 1013.58 20 0.0046 13 +228TH G 1971.9 3 0.0036 8 +228TH G 2029.4 5 0.0018 5 +228TH L 2036.99 17 2+,3,4+ +228TH B 0.0062 10 7.48 9 +228THS B EAV=23.3 8 +228TH G 1850.13 20 0.0044 8 +228TH G 1979.3 3 0.0018 5 +228TH L 2123.1 3 (2+) +228TH B 0.0042 10 3.5 20 +228THS B EAV=1.0 8 +228TH G 1795.1 5 0.0021 8 +228TH G 1936.3 3 0.0021 5 + +228TH 228PA EC DECAY 1995BA42 97NDS 199704 +228TH H TYP=FUL$AUT=AGDA ARTNA-COHEN$CIT=NDS 80, 723 (1997)$CUT=1-Nov-1996$ +228PA P 0.0 3+ 22 H 1 2148 5 +228TH N 0.095 5 0.095 5 0.9815 17 1.01885 +228TH PN 2 +228TH cN NR From |SI(|g+ce)(g.s.)=100. No direct |e+|b{++} decay to g.s. +228TH2cN (|DJ=3 transition) +228TH cL 1995Ba42: measured |g, ce, |g|g, |g(|q,H,T) +228TH cL 1993Ac02: measured |g, ce +228TH cL 1973Ku09: measured |g, ce, |g|g, |g(ce) +228TH cL 1971Am05, 1970SpZW, 1960Ar06: measured ce +228TH cL The decay scheme for {+228}Pa and the band assignments in +228TH2cL {+228}Th are those proposed by 1995Ba42. For a discussion of the +228TH3cL structure of the bands, and of the band parameters, see 1995Ba42 +228TH cL E Rounded off values from adopted levels +228TH cL J From adopted levels +228TH CL BAND(A) GS ROTATIONAL BAND +228TH CL BAND(B) KPI=0- BAND +228TH CL BAND(C) FIRST KPI=0+ BAND +228TH CL BAND(D) SECOND KPI=0+ BAND +228TH CL BAND(F) KPI=1- BANDHEAD +228TH CL BAND(G) FIRST KPI=2+ BAND +228TH CL BAND(H) KPI=2- BAND +228TH CL BAND(I) SECOND K=2+ BAND +228TH CL BAND(J) KPI=3- BANDHEAD +228TH cE J|p({+228}Pa)=3+ +228TH cE Q(|e)=2148 {I5} (1995Au04) +228TH cE IE,TI Deduced from intensity balance in level scheme +228TH cG E,RI From 1995Ba42, unless otherwise noted +228TH cG M Based on |g(|q,H,T) of 1995Ba42 and on |a's and Ice +228TH2cG ratios. |a's deduced from I(ce(K)) of 1973Ku09, 1971Am05 and/or +228TH3cG 1960Ar06 as noted and I|g of 1995Ba42. The I(ce(K)) are normalized to +228TH4cG I|g at 911.204|g (|a(K)(E2)=0.0091). +228TH cG MR From |g(|q,H,T) in 1995Ba42, unless otherwise noted +228TH cG CC Values correspond to E|g given in adopted gammas +228TH cG E(G) |g is seen as a part of a multiplet in 1995Ba42 +228TH cG E(J),RI(J)$From 1973Ku09; |g not seen by 1995Ba42 +228TH cG E(N) Energy calculated from E(level), existence of |g suggested +228TH2cG by {+228}Ac decay +228TH cG E(P) This line seems to be a doublet of lines with E|g|?1431 +228TH2cG and 1433 keV, which are both in coin with the 4+ to 2+ transition +228TH cG E(R) |g's of approximately same energy and intensity are reported +228TH2cG in both {+228}Ac and {+228}Pa decays. On the basis of coin with 911.2|g +228TH3cG it is suggested in {+228}Ac decay that this |g feeds the 2+ 968.97 +228TH4cG level. In {+228}Pa decay, the |g is placed feeding the 3- 968.37 +228TH5cG level. The energy of the |g (E|g=674.65 {I5}) agrees with decay to the +228TH6cG 968.37 level. Possibly the |g is a doublet feeding both the 968.97 and +228TH7cG 968.37 levels with I|g(doublet)=2.64 {I18} +228TH cG RI(I) Derived from coin spectrum +228TH cG RI(M) Intensity of doublet divided by evaluator by comparison +228TH2cG with branching ratios and the intensities of the doublet as +228TH3cG measured in both {+228}Ac and {+228}Pa decays +228TH cG RI(Q) The total intensity of this doublet does not agree with +228TH2cG the total intensity of this |g as seen in {+228}Ac decay, considering +228TH3cG the observed branching ratios from the 1646.0 level in both decays and +228TH4cG from the 1682.8 level in {+228}Pa decay. +228TH cG M(K) From |a data of 1995Ba42 (data not given) +228TH cG M(A),MR(E)$From adopted gammas +228TH G 141.9 1 0.21 3 +228TH G 206.30 5 0.50 7 +228TH G 216.1 1 1.1 3 +228TH cG |g dominant in {+224}Ra +228TH cG M possibly E1, no ce seen (1960Ar06) +228TH G 357.3 1 0.37 4 +228TH G 425.4 1 0.41 5 +228TH G 443.8 1 0.62 7 +228TH G 471.7 2 0.37 9 +228TH G 490.7 1 0.82 4 G +228TH G 555.7 1 1.5 2 +228TH G 621.6 3 1.0 2 G +228TH G 796 1 2.0 AP J +228TH cG |g seen coin only (1973Ku09) +228TH G 801.2 1 0.46 5 +228TH cG M |a(K)exp=0.14 {I4} (1973Ku09); theory: |a(K)(E2)=0.0141, +228THxcG |a(K)(M1)=0.0512 +228TH G 895.9 1 1.41 7 +228TH G 1017.2 2 0.82 12 G +228TH G 1018.9 2 1.3 2 +228TH G 1024.4 2 0.43 6 +228TH G 1058.5 1 0.66 7 +228TH G 1062.4 1 0.57 6 +228TH G 1074.7 3 0.42 5 G +228TH G 1077.5 3 0.36 5 G +228TH G 1103.4 1 0.44 4 +228TH G 1175.6 2 0.24 4 G +228TH G 1281.7 2 0.29 3 +228TH G 1286.3 3 0.39 9 G +228TH cG E this |g is placed from the 1682.8 level by 1995Ba42. +228TH2cG A 1286.27 {I20} |g seen in {+228}Ac decay is placed from the 1344.08 +228TH3cG level. However, the ratio I|g/I|g(1496.15|g)=0.14 {I3} here does not +228TH4cG agree with I|g/I|g(1495.91|g)=0.058 {I15} in {+228}Ac decay. The +228TH5cG calculated energy of the transition from the 1682.8 level is 1286.73 +228TH6cG {I3}. From 1344.08 level the ratio I|g/I|g(947.98|g)=0.47 {I10} in +228TH7cG {+228}Ac decay; in this decay, I(948|g)|?0.2 giving the estimated +228THxcG I|g|?0.1 for that placement. +228TH G 1310.8 1 0.48 5 +228TH G 1358.0 2 0.34 5 +228TH G 1432 1 1.3 LE @ +228TH2 G FLAG=P +228TH G 1480.4 3 0.77 10 G +228TH cG M |a(K)exp=0.009 {I3} (1973Ku09); theory: |a(K)(E2)=0.00385, +228THxcG |a(K)(M1)=0.0104 +228TH G 1483.2 3 0.52 7 G +228TH G 1486.3 3 0.27 7 G +228TH G 1542.8 2 0.28 5 +228TH G 1547.2 3 0.54 11 G +228TH G 1609.6 1 0.92 7 (M1) +228TH cG M |a(K)exp=0.014 {I3} (1973Ku09); theory: |a(K)(M1)=0.0092 +228TH G 1677.9 1 0.65 5 +228TH G 1746.2 2 0.34 4 +228TH G 1752.1 2 0.37 4 G +228TH G 1784.4 2 0.62 5 G +228TH G 1807.2 1 0.60 5 +228TH cG M |a(K)exp=0.006 {I3} (1973Ku09); theory: |a(K)(M1)=0.0068, +228THxcG |a(K)(E2)=0.0028 +228TH G 1865.1 1 0.80 4 +228TH G 1919.4 2 0.26 3 +228TH G 1936.0 2 0.20 3 +228TH G 1958.1 2 0.29 3 +228TH L 0.0 0+ A +228TH L 57.76 2+ A +228TH E 0.065 LE 9.9 LE 8.3 GE 10 LE +228THS E EAV=502.6 22 $CK=0.7750 $CL=0.1625 $CM+=0.05599 +228TH G 57.76 2 5.5 3 E2 156 +228THS G LC= 114$ MC= 31.1$ N+= 11.5 +228TH cG M L1/L3=0.036 {I11}, L2/L3=1.187 {I5}, M1/M2=0.0328 {I27}, +228TH2cG M2/M3=1.137 {I19} (1970SpZW); theory: L1/L3=0.0390, L2/L3=1.19, +228TH3cG M1/M2=0.0382, M2/M3=1.14 +228TH L 186.82 4+ A +228TH E 0.009 5 2.1 12 8.94 25 2.1 12 +228THS E EAV=446.7 22 $CK=0.7758 $CL=0.1636 $CM+=0.05644 +228TH G 129.06 2 45.7 23 E2 3.81 +228THS G KC= 0.269 $LC= 2.58$ MC= 0.707$ N+= 0.263 +228TH cG M L12/L3=1.62 {I12} (1960Ar06); theory: L12/L3=1.70 +228TH L 328.00 1- B +228TH E 0.7 LE 10.4 GE 0.7 LE 1U +228THS E CK=0.7572 $CL=0.1793 $CM+=0.06308 +228TH G 270.25 2 33.9 17 E1 0.0474 +228THS G KC= 0.0379 $LC=0.00721$ MC=0.00173 $N+=0.00061 $ +228TH cG M |a(K)exp=0.032 (1960Ar06); theory: |a(K)=0.0379 +228TH G 328.03 4 30 3 E1 0.0308 G +228THS G KC=0.0247$ LC=0.00458$ MC=0.00110 $N+=0.00039 $ +228TH cG M |a(K)exp=0.019 {I2} (1960Ar06); theory: |a(K)=0.0247 +228TH L 378.18 6+ A +228TH G 191.35 2 4.60 23 E2 0.791 A +228THS G KC=0.174$ LC=0.450$ MC=0.123$ NC+=0.0454 +228TH cG M |a(L3)exp=0.16 (1960Ar06); theory: |a(L3)=0.141 +228TH L 396.08 3- B +228TH E 0.001 1 0.8 5 9.3 3 0.8 5 +228THS E EAV=354.3 23 $CK=0.7757 $CL=0.1655 $CM+=0.05720 +228TH G 68.08 0.04 LE [E2] 70.2 N +228THS G LC=51.0$ MC=14.0$ NC+=5.16 +228TH cG RI limit of I|g deduced from the limit of Ice(L2) (1993Ac02) +228TH G 209.26 2 26.3 13 E1 0.086 +228THS G KC=0.0678$ LC=0.0135$ MC=0.00323$ NC+=0.00114 +228TH cG M K/L12=4.4 (1960Ar06); theory: K/L12(E1)=5.9, K/L12(E2)=0.69, +228TH2cG K/L12(M1)=5.3. |a(K)exp=0.075 (1960Ar06); theory: |a(K)(E1)=0.0678, +228THxcG |a(K)(M1)=1.94 +228TH G 338.32 2 82 4 E1 0.0288 +228THS G KC=0.0231$ LC=0.00426$ MC=0.00102$ NC+=0.00036 +228TH cG M |a(K)exp=0.019 (1960Ar06); theory: |a(K)=0.0231 +228TH L 519.19 5- B +228TH E 0.53 13 10.33 11 0.53 13 1U +228THS E CK=0.7523 $CL=0.1830 $CM+=0.06464 +228TH G 141.00 2 2.08 10 E1 0.220 K +228THS G KC=0.171$ LC=0.0366$ MC=0.0088$ NC+=0.00313 +228TH G 332.37 2 21.0 11 E1 0.0299 K +228THS G KC=0.0240$ LC=0.00444$ MC=0.00106$ NC+=0.00038 +228TH cG M ce(K) not seen (1960Ar06) +228TH L 695.6 7- ? +228TH cL Possibly fed by multiply placed 601.7|g from the 1297.4 (5)- +228TH2cL level. The 317.4|g from this level is not seen by 1995Ba42. +228TH L 831.82 0+ C +228TH E 0.03 LE 10.4 GE 0.03 LE +228THS E CK=0.7702 $CL=0.1705 $CM+=0.05928 +228TH G 503.7 2 0.78 8 (E1) 0.0125 A +228THS G KC=0.0101$ LC=0.00178 +228TH G 774.06 0.26 AP [E2] 0.0167 N +228THS G KC=0.0122$ LC=0.00339 +228TH cG E,RI |g is part of a multiplet in 1995Ba42; I|g from branching +228TH2cG ratio in adopted |g's +228TH L 874.47 2+ C +228TH E 0.52 6 9.15 6 0.52 6 +228THS E CK=0.7693 $CL=0.1712 $CM+=0.05955 +228TH G 478.45 4 3.17 17 E1 0.0139 K +228THS G KC=0.0112$ LC=0.00199$ MC=0.00047$ NC+=0.00017 +228TH G 546.45 2 2.80 14 [E1] 0.0107 +228THS G KC=0.00864$ LC=0.00151 +228TH G 688.14 8 1.21 14 [E2] 0.0212 & +228TH3 G FL=186.82 +228THS G KC=0.0151$ LC=0.00464 +228TH G 816.50 12 0.33 4 [M1,E2] 0.038 23 +228THS G KC=0.030 19$ LC=0.006 3 +228TH G 874.5 2 0.77 12 [E2] 0.0131 G +228THS G KC=0.0098$ LC=0.00249 +228TH L 944.20 1,2+ +228TH cL Possibly J|p=1+, K|p=1+ bandhead. (p,t) suggests possible +228TH2cL unnatural parity level; however, log| {Ift}=9.79 for decay from 3+ +228TH3cL {+228}Pa would rule out J|p=1+ +228TH E 0.108 19 9.78 8 0.108 19 +228THS E CK=0.7676 $CL=0.1724 $CM+=0.06005 +228TH G 616.15 5 1.07 8 +228TH G 944.31 6 0.98 8 +228TH L 968.37 3- F +228TH E 0.39 11 9.20 13 0.39 11 +228THS E CK=0.7670 $CL=0.1728 $CM+=0.06024 +228TH G 449.23 3 2.45 13 [E2] 0.0563 +228THS G KC=0.0335$ LC=0.0168$ MC=0.00439$ NC+=0.00162 +228TH G 572.30 2 5.8 3 [M1,E2] 0.09 7 +228THS G KC=0.07 6$ LC=0.016 8 +228TH G 640.33 5 1.53 10 [E2] 0.0247 +228THS G KC=0.0172$ LC=0.00567 +228TH cG M |a(K)exp=0.16 {I3} (1973Ku09), 0.18 (1960Ar06); theory: +228THxcG |a(K)(E2)=0.0172 +228TH L 968.97 2+ G +228TH E 9.2 19 7.83 10 9.2 19 +228THS E CK=0.7669 $CL=0.1728 $CM+=0.06024 +228TH G 782.08 3 4.70 23 [E2] 0.0163 +228THS G KC=0.0119$ LC=0.00330 +228TH cG M |a(K)exp=0.029 (1960Ar06); theory: |a(K)(E2)=0.0119 +228TH G 911.20 2 247 12 E2+M1 +24 8 0.0121 +228THS G KC=0.0091$ LC=0.00225 +228TH cG M |a(K)(E2)=0.0091 used for normalization of I(ce(K)) of +228TH2cG 1973Ku09, 1960Ar06 to the I|g of 1995Ba42 +228TH G 968.98 2 149 8 E2 0.0107 +228THS G KC=0.00815$ LC=0.00194 +228TH cG M |a(K)exp=0.0074 {I30} (1973Ku09), 0.0082 (1960Ar06); +228TH2cG theory: |a(K)(E1)=0.0030, |a(K)(E2)=0.00815 +228TH L 979.50 2+ D +228TH E 0.37 5 9.22 7 0.37 5 +228THS E CK=0.7667 $CL=0.1730 $CM+=0.06033 +228TH G 583.4 1 3.6 3 [E1] 0.0094 I +228THS G KC=0.00761$ LC=0.00132 +228TH cG RI does not agree with the branching ratio in {+228}Ac decay +228TH G 651.40 5 1.59 10 [E1] +228TH3 G FLAG=G +228THS G CC=0.00758$ KC=0.00617$ LC=0.00106 +228TH cG RI indicated as a doublet in 1995Ba42, however, no other +228TH2cG placement of |g given. +228TH G 792.68 1.4 AP [E2] 0.0159 G +228TH3 G FLAG=N +228THS G KC=0.0116$ LC=0.00319 +228TH cG RI deduced from branching ratio in adopted |g's +228TH G 921.74 0.30 LT [M1,E2] 0.028 17 G +228TH3 G FLAG=N +228THS G KC=0.022 14$ LC=0.0044 22 +228TH cG |g seen in {+228}Ac decay; here |g is part of a multiplet +228TH cG RI deduced from branching ratio in adopted |g's +228TH G 979.4 4 0.5 AP [E2] 0.0105 G +228THS G KC=0.00799$ LC=0.00180 +228TH L 1016.41 2+,3-,4+ +228TH cL Possibly 2+ member of K|p=1+ band. +228TH E 0.34 8 9.22 11 0.34 8 +228THS E CK=0.7656 $CL=0.1738 $CM+=0.06064 +228TH G 620.27 5 1.41 10 G +228TH cG M |a(K)exp=0.16 {I3} (1973Ku09); theory: +228TH2cG |a(K)(E1)=0.00677, |a(K)(E2)=0.0183, |a(K)(M1)=0.100 +228TH G 688.14 8 1.21 14 & +228TH3 G FL=328.00 +228TH G 958.69 11 5.0 6 G +228TH G 1016.41 0.34 6 G +228TH3 G FLAG=N +228TH cG RI from branching ratio in adopted |g's; I|g|<0.7 (1995Ba42) +228TH L 1022.53 (3)+ G +228TH E 1.8 8 8.49 20 1.8 8 +228THS E CK=0.7654 $CL=0.1739 $CM+=0.06069 +228TH G 835.65 2 42.7 22 E2 0.0143 +228THS G KC=0.0106$ LC=0.00279 +228TH cG M |a(K)exp=0.0119 {I17} (1973Ku09), 0.0105 {I15} (1960Ar06); +228TH2cG theory: |a(K)=0.0106 +228TH cG MR |<-9 from |g(|q,H,T) (1995Ba42) +228TH G 964.80 2 122 6 E2+M1 -7.2 10 0.0108 +228THS G KC=0.00821$ LC=0.00196 +228TH cG M |a(K)exp=0.012 {I5} (1973Ku09), 0.011 (1960Ar06); theory: +228THxcG |a(K)=0.00821 +228TH L 1059.93 4- +228TH cL J 3-,4+,5- ruled out by |g(|q,H,T) (1995Ba42) +228TH E 0.15 4 9.54 12 0.15 4 +228THS E CK=0.7643 $CL=0.1747 $CM+=0.06103 +228TH G 540.66 5 0.89 6 [M1,E2] 0.11 8 +228THS G KC=0.08 6$ LC=0.018 9$ +228TH G 663.92 8 1.44 11 (M1+E2) 0.06 4 +228THS G KC=0.05 4$ LC=0.010 6 +228TH cG M |a(K)exp=0.10 {I3} (1973Ku09), 0.075 (1960Ar06); theory: +228TH2cG |a(K)(M1)=0.0842, |a(K)(E2)=0.0161 +228TH G 873.0 2 1.66 17 [E1] 0.00441 G +228THS G KC=0.00361$ LC=0.00060 +228TH L 1091.02 4+ G +228TH E 0.66 18 8.87 12 0.66 18 +228THS E CK=0.7632 $CL=0.1754 $CM+=0.06133 +228TH G 694.8 2 0.76 10 [E1] 0.00671 G +228THS G KC=0.00547$ LC=0.00093 +228TH G 713.1 3 0.48 11 [E2] 0.0197 I +228THS G KC=0.0141$ LC=0.00421 +228TH G 904.19 3 26.5 13 E2 0.0123 +228THS G KC=0.0092$ LC=0.00229 +228TH cG M |a(K)exp=0.012 {I3} (1973Ku09), 0.0092 (1960Ar06) +228TH2cG theory: |a(K)(E2)=0.00921, |a(K)(M1)=0.0374 +228TH cG MR |>+3.7 from |g(|q,H,T) (1995Ba42) +228TH G 1033.27 7 7.6 4 E2 0.0095 +228TH cG M E2 in 1995Ba42; possibly from |g(|q,H,T), although not +228TH2cG listed in table 3 +228TH L 1122.95 2- H +228TH E 0.7 4 8.82 25 0.7 4 +228THS E CK=0.7621 $CL=0.1762 $CM+=0.06167 +228TH G 100.42 0.5 LT (E1+M2) 0.23 AP 3.2 AP A +228TH3 G FLAG=EN +228THS G LC=2.4$ MC=0.64$ NC+=0.25 +228TH cG RI deduced from I(ce(L1)) +228TH G 153.95 2 5.5 3 E1 0.178 K +228THS G KC=0.139$ LC=0.0292$ MC=0.00703$ NC+=0.00250 +228TH cG M no ce(K) observed (1960Ar06) +228TH G 726.90 10 4.4 6 (E2) 0.0189 A +228THS G KC=0.0136$ LC=0.00400 +228TH G 794.97 2 34.4 17 E2+M1 -4.4 10 0.0182 15 +228THS G KC=0.0136 13$ LC=0.00349 20 +228TH cG M |a(K)exp=0.014 {I3} (1973Ku09), 0.014 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.0116, |a(K)(M1)=0.0524 +228TH G 1065.21 7 1.03 7 [E1] 0.00311 +228THS G KC=0.00255$ LC=0.00042 +228TH L 1153.47 2+ I +228TH E 0.51 25 8.93 22 0.51 25 +228THS E CK=0.7610 $CL=0.1770 $CM+=0.06201 +228TH G 174.02 4 0.30 3 M1+E2 1.2 +11-6 2.23 18 A +228TH2 G FLAG=E +228THS G KC=1.5 10$ LC=0.66 4$ MC=0.171 22$ NC+=0.063 5 +228TH cG RI not in agreement with branching ratio in {+228}Ac decay +228TH G 184.61 5 0.21 3 E0+M1 63 8 @ +228TH3 G FL=968.97$ FLAG=M +228TH cG M |a(L12)exp=15 (1960Ar06); |a(L12)=10.2 for 5.4% M1 (10.5 for +228TH2cG 1.4%E2) transition deduced from {+228}Ac |b{+-} decay +228TH cG CC from {+228}Ac |b{+-} decay +228TH G 278.66 2 0.44 6 (M1+E2) 0.7 5 @ +228TH3 G FL=874.47$ FLAG=AM +228THS G KC=0.5 4$ LC=0.13 4$ MC=0.033 7$ NC+=0.0120 25 +228TH cG M 1995Ba42 gives M=(E2), data not given. For the doublet: +228TH2cG |a(K)exp=0.26 (1960Ar06); theory: |a(K)(M1)=0.872, |a(K)(E2)=0.0854 +228TH G 321.71 3 0.67 4 [E2] 0.140 +228THS G KC=0.0643$ LC=0.0550$ MC=0.0147$ NC+=0.00544 +228TH G 966.64 0.5 LE [E2] 0.0108 I +228TH3 G FLAG=N +228TH G 1095.74 14 0.32 6 [M1,E2] 0.018 10 +228TH G 1153.6 3 0.37 8 +228TH L 1168.38 3- H +228TH E 0.9 3 8.66 15 0.9 3 +228THS E CK=0.7604 $CL=0.1774 $CM+=0.06219 +228TH G 77.36 0.44 9 [E1] 0.235 N +228THS G LC=0.177$ MC=0.0431$ NC+=0.0150 +228TH cG RI deduced from branching ratio in adopted |g's. I|g|<0.6 +228TH2cG (1995Ba42) +228TH G 145.82 2 2.57 13 E1 0.203 K +228THS G KC=0.158$ LC=0.0336$ MC=0.00809$ NC+=0.00287 +228TH cG M ce not seen (1960Ar06) +228TH G 199.40 2 4.65 23 E1 0.096 K +228THS G KC=0.0758$ LC=0.0152$ MC=0.00365$ NC+=0.00129 +228TH cG M ce not seen (1960Ar06) +228TH G 649.12 7 0.97 9 [E2] 0.0240 & +228THS G KC=0.0168$ LC=0.00546 +228TH G 772.28 2 25.2 13 E2+M1 -3.4 +8-27 0.021 3 +228THS G KC=0.0157 24$ LC=0.0040 4 +228TH cG M |a(K)exp=0.0157 {I22} (1973Ku09), 0.015 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.0122, |a(K)(M1)=0.0565 +228TH cG MR from |a(K)exp and -19|<|d|<-3 from |g(|q,H,T) +228TH2cG (1995Ba42) +228TH G 840.36 4 15.9 8 E2 0.0142 +228THS G KC=0.0105$ LC=0.00275 +228TH cG M |a(K)exp=0.0092 {I24} (1973Ku09), 0.0113 (1960Ar06); theory: +228TH2cG |a(K)=0.0105 +228TH G 981.5 2 0.76 10 [E1] I +228THS G CC=0.00358$ KC=0.00294$ LC=0.00049 +228TH G 1110.55 5 4.7 5 E1 @ +228THS G CC=0.00289$ KC=0.00237$ LC=0.00039 +228TH cG RI I|g(doublet)=7.1 {I4} and I|g(|g from 1297.42 level)=2.4 +228TH2cG {I2} (from coin) +228TH cG M for the 1110.55 doublet: |a(K)exp=0.0013 {I3} (1973Ku09), +228TH2cG 0.0019 (1960Ar06); theory: |a(K)=0.00237 +228TH L 1174.51 (5+) G +228TH G 987.92 10 4.31 22 [M1,E2] 0.024 14 +228THS G KC=0.019 11$ LC=0.0037 18 +228TH L 1175.4 2+ ? +228TH cL Possibly fed by multiply placed 584.7|g from the 1760.2 +228TH2cL level, and the 750.10|g from the 1925.2 level. However, the 988.63|g +228TH3cL and the 1117.63|g from this level were not seen by 1995Ba42. +228TH L 1200.5 (3)+ I +228TH E 0.13 LE 9.5 GE 0.13 LE +228THS E CK=0.7590 $CL=0.1784 $CM+=0.06259 7 +228TH G 178.14 7 0.2 LE E0 1.2 +228TH cG E from ce(L1) (1995Ba42) +228TH cG M no |g seen. No ce(L3) seen, |a(L12)exp>6 (1960Ar06) +228TH cG TI I(ce(L12)) (1960Ar06) +228TH G 231.50 5 0.92 5 [M1,E2] 1.1 8 +228THS G KC=0.8 7$ LC=0.24 4$ MC=0.061 6$ NC+=0.0223 20 +228TH G 1013.54 13 0.38 5 [M1,E2] 0.022 13 & +228THS G KC=0.018 11$ LC=0.0034 17 +228TH G 1142.78 0.10 3 [M1,E2] 0.017 9 +228THS G KC=0.013 8$ LC=0.0025 12 +228TH cG E deduced from E(level) +228TH L 1226.57 (4)- H +228TH E 0.3 LE 9.1 GE 0.3 LE +228THS E CK=0.7578 $CL=0.1792 $CM+=0.06294 7 +228TH G 135.51 2 1.04 6 E1 0.242 K +228THS G KC=0.188$ LC=0.0406$ MC=0.0098$ NC+=0.00348 +228TH G 204.05 2 6.0 3 E1 0.091 K +228THS G KC=0.0719$ LC=0.0143$ MC=0.00344$ NC+=0.00122 +228TH cG M ce not seen (1960Ar06) +228TH G 707.40 3 7.9 4 (E2) 0.0200 +228THS G KC=0.0143 $ LC=0.00431 +228TH cG M,MR |a(K)exp=0.020 {I6} (1973Ku09), thus |d|>2; theory: +228TH2cG |a(K)(E2)=0.0143, |a(K)(M1)=0.0711 +228TH G 830.48 3 29.0 15 E2(+M1) -7.7 9 0.0152 2 +228THS G KC=0.0113 2 $ LC=0.00293 3 +228TH cG M |a(K)exp=0.0140 {I18} (1973Ku09); theory: |a(K)(E2)=0.0107, +228THxcG |a(K)(M1)=0.0468 +228TH G 1039.87 6 2.92 15 +228TH L 1297.42 (5)- H +228TH E 0.16 LE 9.6 GE 0.16 LE 1U +228THS E CK=0.7009 8 $CL=0.2188 5 $CM+=0.08035 23 +228TH G 601.7 3 0.30 5 [E2] 0.0283 & ? +228TH cG Feeds the 695.6 level; see comment with the that level +228TH cG M |a(K)exp|>0.24 {I5} (1973Ku09); theory: |a(K)(E1)=0.00716, +228TH2cG |a(K)(E2)=0.0192, |a(K)(M1)=0.108 +228TH G 778.1 2 2.7 3 [M1,E2] 0.04 3 G +228THS G KC=0.034 22$ LC=0.007 4 +228TH G 901.4 3 2.0 3 [E2] 0.0123 G +228THS G KC=0.0093$ LC=0.00231 +228TH G 1110.55 5 2.4 2 E1 @ +228TH3 G FLAG=I +228TH cG M for the 1110.55 doublet: |a(K)exp=0.0013 {I3} (1973Ku09), +228TH2cG 0.0019 (1960Ar06); theory: |a(K)=0.00237 +228TH L 1344.08 3- J ? +228TH cL Possibly fed by the 399.94|g from the 1743.9 level, the +228TH2cL 415.91|g from the 1760.2 level, and the multiply placed 584.7|g from +228TH3cL the 1928.6 level; total feeding I(|g+ce)=0.97 {I13}. 1995Ba42 report an +228TH4cL indication of the strongest line deexciting this level, the 948|g +228TH5cL with I|g|?0.2; the other |g's deexciting this level were not seen +228TH6cL by 1995Ba42. Therefore, there is no intensity balance at this level. +228TH G 948 0.2 AP +228TH L 1416.1 2+,3- ? +228TH cL Possibly fed by the 477.1|g from the 1893.0 level and the +228TH2cL multiply placed 548.74|g from the 1965.0 level. However, although a +228TH3cL 471.7|g was seen (not placed in level scheme), the other |g's placed +228TH4cL from this level in {+228}Ac decay were not seen by 1995Ba42. +228TH L 1431.98 4+ +228TH cL J J|=3 from |g(|q,H,T) (1995Ba42) +228TH E 31.8 21 6.81 4 31.8 21 +228THS E CK=0.7450 $CL=0.1882 3 $CM+=0.06675 13 +228TH G 257.49 2 1.40 7 (M1) 1.36 K +228THS G KC=1.09$ LC=0.205$ MC=0.0495$ NC+=0.0180 +228TH G 263.62 2 2.17 11 E1 0.0502 K +228THS G KC=0.0400$ LC=0.00766$ MC=0.00184$ NC+=0.00065 +228TH G 278.66 2 1.61 21 [E2] 0.216 @ +228TH3 G FL=1153.47$ FLAG=M +228THS G KC=0.086$ LC=0.095$ MC=0.0257$ NC+=0.0095 +228TH cG M for the doublet: |a(K)exp=0.26 (1960Ar06); theory: +228TH2cG |a(K)(M1)=0.872, |a(K)(E2)=0.0854 +228TH G 340.98 2 20.5 10 E2+M1 -5.2 18 0.136 23 +228THS G KC=0.073 20$ LC=0.046 2$ MC=0.0122 5$ NC+=0.00450 17 +228TH cG M from K:L12:L3=140:90:30, |a(K)exp=0.061 (1960Ar06); theory: +228TH2cG K:L12:L3=140:74:18, |a(K)=0.073 {I20} +228TH G 409.45 2 100 5 E2+M1 -5.4 8 0.082 4 +228THS G KC= 0.049 4$ LC=0.0242 5$ MC=0.00631 10$ N+=0.00233 4 +228TH cG M |a(K)exp=0.049, K:L12:L3=54 {I3}:21 {I1}:4.6 {I3} +228TH2cG (1960Ar06); theory: |a(K)=0.049 {I4}, K:L12:L3=54:22:4.3 +228TH G 452.52 6 1.02 8 [E2] 0.0553 +228THS G KC=0.0330$ LC=0.0164$ MC=0.00429$ NC+=0.00158 +228TH G 463.02 2 224 11 E2 0.0522 +228THS G KC= 0.0316 $LC=0.0152 $MC=0.00397 $N+=0.00146 $ +228TH cG M |a(K)exp=0.044 {I5} (1973Ku09), |a(K)exp=0.035, K/L12=2.64 +228TH2cG {I21}, K/L3=11.6 {I8} (1960Ar06); theory: |a(K)=0.0316, K/L12=2.44, +228TH3cG K/L3=13.7; K/L3(M1)=1220 +228TH G 1053.80 0.5 AP I +228TH cG E deduced from E(level) +228TH G 1245.17 6 5.6 3 [M1,E2] 0.013 7 G +228THS G KC=0.011 6$ LC=0.0020 10 +228TH G 1374.26 7 1.0 AP +228TH L 1450.39 4- +228TH cL J J|=3 from |g(|q,H,T) (1995Ba42) +228TH E 8.7 8 7.35 5 8.7 8 +228THS E CK=0.7435 $CL=0.1893 4 $CM+=0.06722 14 +228TH G 18.41 3.7 5 [E1] 6.6 28 3 +228THS G L/T=0.59$ M/T=0.31 +228TH cG E deduced from E(level) +228TH cG TI deduced from coin experiment which gives branching=18% {I2} +228TH2cG for decay from 1450 level to 1432 level (1995Ba42). +228TH cG RI from I(|g+ce) and |a +228TH G 153.02 2 1.11 6 M1+E2 0.60 8 4.8 2 +228THS G KC=3.5 2$ LC=0.97 2$ MC=0.245 6$ NC+=0.090 2 +228TH cG M,MR from ce data (data not given) (1995Ba42) +228TH G 223.80 2 13.3 7 M1+E2 -0.18 5 1.97 3 +228THS G KC= 1.56 3$ LC= 0.302 1$ MC= 0.0729 2$ N+= 0.0266 1$ +228TH cG M |a(K)exp=1.32, K/L1=5.1 {I6}, ce(L3) not seen (1960Ar06); +228TH2cG theory: |a(K)=1.56, K/L1=5.93, K/L3=443 +228TH G 275.85 4 0.82 7 [E1] 0.0453 +228THS G KC=0.0362$ LC=0.00687$ MC=0.00165$ NC+=0.00058 +228TH G 282.01 2 18.6 9 M1+E2 -0.51 12 0.88 7 +228THS G KC=0.69 6$ LC= 0.145 6$ MC=0.0355 11$ N+=0.0129 4 +228TH cG M |a(K)exp=0.62, K/L12=4.1 {I5}, K/L3=58 {I6} (1960Ar06); +228TH2cG theory: |a(K)=0.69 {I6}, K/L12=4.9 {I6}, K/L3=133 {I43} +228TH G 327.45 4 31 3 [E2] 0.132 G +228THS G KC=0.0621$ LC=0.0515$ MC=0.0137$ NC+=0.00508 +228TH cG M |a(K)exp=0.055 (1960Ar06) based on the division of I|g and E1 +228TH2cG mult. in alternate placement. Theory: |a(K)(E2)=0.0619, |a(K)(M1)=0.559 +228TH G 359.36 3 1.30 7 [E1] 0.0252 +228THS G KC=0.0203$ LC=0.00372$ MC=0.00089$ NC+=0.00032 +228TH G 390.45 5 1.11 6 [M1,E2] 0.26 18 +228THS G KC=0.20 16$ LC=0.046 19$ MC=0.011 5$ NC+=0.0042 16 +228TH G 427.90 3 1.24 8 [E1] 0.0174 +228THS G KC=0.0141$ LC=0.00252$ MC=0.00060$ NC+=0.00022 +228TH G 434.01 3 1.73 10 [D,E2] 0.14 13 +228TH G 482.03 5 1.84 13 [M1,E2] 0.15 10 +228THS G KC=0.11 9$ LC=0.025 12$ MC=0.006 3$ NC+=0.0022 10 +228TH G 1054.23 6 3.3 3 [M1,E2] 0.020 11 +228THS G KC=0.016 9$ LC=0.0031 15 +228TH L 1531.47 3+ +228TH E 0.89 16 8.21 8 0.89 16 +228THS E CK=0.7351 $CL=0.1952 5 $CM+=0.06971 18 +228TH G 99.47 6 1.8 3 M1 4.09 +228THS G LC=3.07$ MC=0.741$ NC+=0.273 +228TH cG M |a(L12)exp=2.0, no ce(L3), L/M=2.0, L/N=6 (1960Ar06); theory: +228TH2cG |a(L12)=3.06, |a(L3)=0.0165 +228TH cG MR |<0.4 from ce data (data not given) (1995Ba42) +228TH G 356.96 0.024 5 [E2] 0.103 N +228TH cG Part of a multiplet, I|g not measured. +228TH cG RI from branching ratio in adopted |g's +228TH G 378.01 0.036 7 [M1,E2] 0.28 19 N +228THS G KC=0.21 17$ LC=0.051 20$ MC=0.013 5$ NC+=0.0046 16 +228TH cG RI from branching ratio in adopted |g's; I|g|<0.2 (1995Ba42) +228TH G 440.4 4 0.15 7 M1 0.314 A +228THS G KC=0.252$ LC=0.0471$ MC=0.0113$ NC+=0.00410 +228TH G 509.13 8 1.2 2 E2(+M1) 1.1 GT 0.08 4 A +228TH3 G FLAG=EG +228THS G KC=0.06 3$ LC=0.016 5 +228TH G 562.50 4 1.44 9 E2+M1 +1.6 6 0.07 3 +228THS G KC=0.051 24$ LC=0.013 4 +228TH G 1135.39 0.014 4 N +228TH cG RI from branching ratio in adopted |g's; I|g|<0.1 (1995Ba42) +228TH G 1344.65 0.013 4 N +228TH cG RI from branching ratio in adopted |g's; I|g|<0.1 (1995Ba42) +228TH L 1539.2 2,3,4 +228TH cL Possibly fed by the 389.36|g from the 1928.6 level. +228TH2cL However, the |g's shown as deexciting this level in {+228}Ac decay +228TH3cL have either not been reported (416.30|g) or placed elsewhere in +228TH4cL level scheme (1142.85|g). 1995Ba42 suggests that the existence of +228TH5cL this level is doubtful. +228TH L 1580.9 (2-) +228TH E 0.166 21 8.86 6 0.166 21 +228THS E CK=0.7286 8 $CL=0.1998 6 $CM+=0.07167 23 +228TH G 354.2 2 0.29 5 [E2] 0.106 & +228THS G KC=0.0531$ LC=0.0385$ MC=0.0102$ NC+=0.00378 +228TH G 601.7 3 0.30 5 [E1] 0.0088 & +228THS G KC=0.00718$ LC=0.00124 +228TH G 1184.71 9 0.47 4 (M1+E2) 0.015 8 +228THS G KC=0.012 7$ LC=0.0023 11 +228TH cG M |a(K)exp=0.0105 {I20} (1973Ku09); theory: |a(K)(E2)=0.00571, +228TH2cG |a(K)(M1)=0.0185 +228TH G 1252.98 10 0.68 6 (M1+E2) 0.013 7 +228THS G KC=0.011 6$ LC=0.0020 10 +228TH cG M |a(K)exp=0.010 {I3} (1971Am05); theory: |a(K)(E2)=0.00517, +228THxcG |a(K)(M1)=0.0160 +228TH G 1523.4 2 0.60 6 & +228THS G CC=0.00139$ KC=0.00139 +228TH L 1588.3 4- +228TH cL J |g(|q,H,T) excludes 3- (1995Ba42) +228TH E 5.8 5 7.30 5 5.8 5 +228THS E CK=0.7275 8 $CL=0.2005 6 $CM+=0.07200 23 +228TH G 56.86 3 1.06 5 E1 0.533 K +228THS G LC=0.400$ MC=0.098$ NC+=0.0339 +228TH G 137.95 2 6.6 3 M1 7.89 +228THS G KC=6.30$ LC=1.20$ MC=0.289$ NC+=0.106 +228TH cG M |a(L12)exp=1.23, ce(L3) not seen (1960Ar06); theory: M1: +228TH2cG |a(L12)=1.20, |a(L3)=0.00622; E2: |a(L12)=1.22, |a(L3)=0.690 +228TH cG MR -0.2|<|d|<1.4 (|g(|q,H,T)), |<0.3 (|a) +228TH2cG (1995Ba42) +228TH G 156.34 2 1.36 7 E1 0.172 K +228THS G KC=0.134$ LC=0.0281$ MC=0.00676$ NC+=0.00240 +228TH G 420.03 8 0.68 5 [M1,E2] 0.21 15 +228THS G KC=0.16 13$ LC=0.037 17$ MC=0.009 4$ NC+=0.0034 14 +228TH L 1617.8 2+,3,4+ +228TH E 0.13 3 8.90 11 0.13 3 +228THS E CK=0.7227 9 $CL=0.2039 7 $CM+=0.0734 3 +228TH G 649.12 7 0.97 9 & +228TH3 G FL=968.97$ FLAG=G +228TH G 1432 1 0.60 14 @ +228TH2 G FLAG=P +228TH cG RI from I|g/I|g(1560|g) in adopted |g's. I|g(doublet)|<1.8 +228TH cG M for the doublet |a(K)exp=0.0032 {I7} (1973Ku09); +228TH2cG |a(K)(E2)=0.00409, |a(K)(M1)=0.0113 +228TH G 1559.7 2 0.34 5 G +228TH L 1638.3 2+ +228TH E 0.08 LE 9.1 GE 0.08 LE +228THS E CK=0.7190 10 $CL=0.2065 7 $CM+=0.0745 3 +228TH G 469.9 5 0.14 8 [E1] 0.0144 +228THS G KC=0.0116$ LC=0.00206$ MC=0.00049$ NC+=0.00018 +228TH G 515.20 11 0.62 9 [E1] 0.0120 ? +228THS G KC=0.0097$ LC=0.00170 +228TH cG RI disagrees with the branching ratio in {+228}Ac decay +228TH G 1310.26 0.07 3 G +228TH cG RI part of a multiplet, I|g from branching ratio in adopted |g's +228TH G 1451.45 0.039 9 [E2] N +228TH cG RI from branching ratio in adopted |g's; I|g|<0.05 (1995Ba42) +228TH G 1580.5 3 2.18 14 (M1,E2) G +228TH cG M |a(K)exp=0.0046 {I15} (1973Ku09); theory: |a(K)(M1)=0.0087, +228TH2cG |a(K)(E2)=0.00343 +228TH G 1638.30 7 1.98 10 (E2) +228TH cG M |a(K)exp=0.0026 {I8} (1973Ku09); theory: |a(K)(M1)=0.0087, +228THxcG |a(K)(E2)=0.0034 +228TH L 1643.1 (2-,3-) +228TH E 1.33 13 7.83 5 1.33 13 +228THS E CK=0.7181 10 $CL=0.2071 7 $CM+=0.0748 3 +228TH G 475.1 3 0.7 2 [M1,E2] 0.15 11 +228THS G KC=0.12 9$ LC=0.026 13$ MC=0.006 3$ NC+=0.0023 10 +228TH G 520.17 8 0.92 10 (M1) 0.201 A +228THS G KC=0.161$ LC=0.0301 +228TH G 626.72 0.23 5 G +228TH3 G FLAG=N +228TH cG RI part of a multiplet, I|g from branching ratio in adopted |g's +228TH G 674.16 2.82 LE [E1] G +228TH3 G FLAG=R +228TH cG E from E(level) +228TH G 674.75 2.82 LE [M1,E2] 0.06 4 G +228TH3 G FLAG=R +228TH cG E from E(level) +228TH G 698.93 0.61 9 [D,E2] 0.05 4 G +228TH3 G FLAG=N +228TH cG RI part of a multiplet, I|g from branching ratio in adopted |g's +228TH G 1247.07 5 8.2 4 (M1) 0.0201 G +228TH2 G FLAG=A +228THS G KC=0.0162 +228TH cG M for the 1245+1246 doublet: |a(K)exp=0.0088 {I11} (1973Ku09), +228TH2cG 0.021 (1960Ar06); theory: |a(K)(M1)=0.0162, |a(K)(E2)=0.00521 +228TH G 1315.2 2 0.20 5 [M1,E2] 0.012 6 +228THS G KC=0.009 5$ LC=0.0018 8 +228TH L 1646.0 3+ +228TH E 4.1 3 7.34 4 4.1 3 +228THS E CK=0.7175 10 $CL=0.2075 7 $CM+=0.0750 3 +228TH G 114.49 10 0.10 2 [M1,E2] 10 4 +228THS G KC=5.5 52$ LC=3.2 12$ MC=0.9 4$ NC+=0.32 14 +228TH G 419.39 0.24 3 [E1] 0.0182 N +228TH3 G FLAG=G +228THS G KC=0.0147$ LC=0.00264$ MC=0.00063$ NC+=0.000225 +228TH cG RI part of a multiplet, I|g from branching ratio in adopted |g's +228TH G 492.22 10 0.28 3 [M1,E2] 0.14 10 +228THS G KC=0.11 8$ LC=0.024 12$ MC=0.006 3$ NC+=0.0021 10 +228TH G 523.16 11 1.40 10 [E1] 0.0116 +228TH2 G FL=1122.95 +228THS G KC=0.0094$ LC=0.00165 +228TH G 554.6 3 0.48 11 [M1,E2] 0.10 7 G +228THS G KC=0.08 6$ LC=0.017 9 +228TH G 623.7 2 0.36 6 [M1,E2] 0.08 5 & +228TH2 G FLAG=GQ +228THS G KC=0.06 4$ LC=0.012 6 +228TH G 629.4 2 0.37 6 [D,E2] 0.06 6 +228TH G 666.47 4 0.66 7 [M1,E2] 0.06 4 @ +228TH2 G FLAG=M +228THS G KC=0.05 3$ LC=0.010 5 +228TH cG M for the doublet (I|g=2.47 {I13}): |a(K)exp=0.053 {I16} +228TH2cG (1973Ku09), 0.025 (1960Ar06); theory: |a(K)(M1)=0.0831, +228THxcG |a(K)(E2)=0.0160 +228TH G 676.9 2 0.89 15 [M1,E2] 0.06 4 G +228THS G KC=0.05 3$ LC=0.010 5 +228TH cG M |a(K)exp=0.17 {I5} (1973Ku09), 0.10 (1960Ar06); theory: +228TH2cG |a(K)(M1)=0.0797, |a(K)(E2)=0.0155 +228TH G 1249.7 2 0.73 10 G +228TH G 1459.2 2 8.6 5 E2 G +228TH2 G FLAG=I +228TH cG M |a(K)exp=0.0045 {I9} (1971Am05), 0.0026 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.00395, |a(K)(M1)=0.0108 +228TH G 1588.15 5 37.2 19 E2 +228TH cG M |a(K)exp=0.0025 {I4} (1971Am05), 0.0031 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.0034, |a(K)(E1)=0.0013, |a(K)(M1)=0.0086 +228TH cG MR |<-6 from nuclear orientation (1995Ba42) +228TH L 1682.8 2+,3(+),4+ +228TH E 0.2 LE 8.6 GE 0.2 LE +228THS E CK=0.7094 13 $CL=0.2131 9 $CM+=0.0774 4 +228TH G 660.28 0.02 AP [M1,E2] 0.06 4 N +228THS G KC=0.05 3$ LC=0.010 5 +228TH cG RI from branching ratio in adopted |g's; I|g|<0.2 (1995Ba42) +228TH G 1496.15 6 2.74 14 (E2) +228TH cG M |a(K)exp=0.0029 {I9} (1973Ku09); theory: |a(K)(E2)=0.00378, +228TH2cG |a(K)(M1)=0.0101 +228TH G 1625.0 2 0.70 14 +228TH L 1683.8 (4-) +228TH E 0.300 23 8.39 4 0.300 23 +228THS E CK=0.7092 13 $CL=0.2133 9 $CM+=0.0775 4 +228TH G 457.38 6 0.30 3 [M1,E2] 0.17 12 +228THS G KC=0.13 10$ LC=0.029 14$ MC=0.007 3$ NC+=0.0026 11 +228TH G 623.7 2 0.36 6 [M1,E2] 0.07 5 & +228TH2 G FLAG=GQ +228THS G KC=0.06 4$ LC=0.012 7 +228TH G 1164.58 7 1.32 7 (M1+E2) 0.016 9 +228THS G KC=0.013 7$ LC=0.0024 12 +228TH cG M |a(K)exp=0.012 {I2} (1973Ku09), 0.014 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.00588, |a(K)(M1)=0.0193 +228TH G 1287.79 8 1.56 11 (M1+E2) 0.012 7 G +228THS G KC=0.010 5$ LC=0.0019 9 +228TH cG M |a(K)exp=0.0104 {I15} (1973Ku09); theory: |a(K)(M1)=0.0149, +228TH2cG |a(K)(E2)=0.00492 +228TH L 1688.4 2+,3+ +228TH cL J J|p=3-,4+ excluded by |g(|q,H,T) (1995Ba42) +228TH E 0.25 8 8.46 14 0.25 8 +228THS E CK=0.7081 13 $CL=0.2141 9 $CM+=0.0778 4 +228TH G 42.44 0.016 6 [M1] 49 N +228THS G LC=37.1$ MC=8.95 +228TH cG RI from branching ratio in adopted |g's; I|g|<0.1 (1995Ba42) +228TH G 671.99 0.045 14 N +228TH cG RI from branching ratio in adopted |g's; I|g|<0.2 (1995Ba42) +228TH G 813.94 0.012 3 [M1,E2] 0.038 23 N +228THS G KC=0.030 19$ LC=0.006 3 +228TH cG RI from branching ratio in adopted |g's; I|g|<0.1 (1995Ba42) +228TH G 1501.5 2 0.74 6 G +228TH G 1630.63 6 2.65 13 (M1,E2) A +228TH L 1724.3 2+ +228TH E 2.80 19 7.32 4 2.80 19 +228THS E CK=0.6982 16 $CL=0.2210 11 $CM+=0.0808 5 +228TH G 497.72 0.1 LE [M2] N ? +228TH G 548.74 11 0.41 5 [M1,E2] 0.10 7 & ? +228THS G KC=0.08 6$ LC=0.017 9 +228TH cG |g feeds the 1175.4 level; see comment with that level +228TH G 570.88 4 3.33 17 (M1) 0.156 G +228TH3 G FLAG=A +228THS G KC=0.125$ LC=0.0234 +228TH G 701.72 4 3.76 21 (M1) 0.091 +228THS G KC=0.0726$ LC=0.0135 +228TH cG M |a(K)exp=0.081 {I14} (1973Ku09), 0.057 (1960Ar06); theory: +228TH2cG |a(K)=0.0726 +228TH G 755.32 2 19.6 10 M1 0.0747 +228THS G KC=0.0599$ LC=0.0111 +228TH cG M |a(K)exp=0.063 {I6} (1973Ku09), 0.057 (1960Ar06); theory: +228THxcG |a(K)(M1)=0.0599 +228TH G 1537.8 2 0.73 10 [E2] +228TH cG M |a(K)exp=0.0080 {I25} (1973Ku09); theory: |a(K)(E2)=0.00360 +228TH G 1666.53 6 3.35 17 M1 +228TH cG M |a(K)exp=0.0081 {I21} (1971Am05); theory: |a(K)(M1)=0.0084 +228TH cG MR 0.00 {I5} from |g(|q,H,T) (1995Ba42) +228TH G 1724.0 2 0.50 5 +228TH L 1743.9 4+ +228TH E 0.88 6 7.77 4 0.88 6 +228THS E CK=0.6917 18 $CL=0.2255 13 $CM+=0.0828 6 +228TH G 399.94 7 0.35 4 [E1] 0.0212 ? +228THS G KC=0.0162$ LC=0.00293$ MC=0.00070$ NC+=0.00025 +228TH cG Possibly feeds the 1344.08 level; see comment with that level +228TH G 590.65 11 0.41 5 [E2] 0.0295 +228THS G KC=0.0200$ LC=0.00716 +228TH cG M |a(K)exp=0.088 {I17} (1973Ku09); theory: |a(K)(E2)=0.0200, +228THxcG |a(K)(M1)=0.115 +228TH G 684.0 3 0.46 10 [E1] +228THS G CC=0.00691$ KC=0.00563$ LC=0.00096 +228TH G 1347.84 0.1 LE N ? +228TH G 1365.72 12 0.40 4 +228TH G 1415.42 10 0.97 6 [E3] ? +228TH G 1557.06 6 4.42 22 (E2+M1) +1.2 2 +228TH cG M |a(K)exp=0.0056 {I11} (1973Ku09), 0.0061 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.00352, |a(K)(M1)=0.00908 +228TH G 1686.15 7 2.39 12 (E2) +228TH cG M |a(K)exp=0.0031 {I11} (1973Ku09); theory: |a(K)(E2)=0.0032, +228THxcG |a(K)(M1)=0.0082 +228TH L 1760.2 2+,3(+) +228TH cL J |g(|q,H,T) excludes J|p=4+ (1995Ba42) +228TH E 0.12 4 8.59 15 0.12 4 +228THS E CK=0.6857 20 $CL=0.2297 14 $CM+=0.0846 6 +228TH G 415.91 8 0.49 5 [E1] 0.0185 ? +228THS G KC=0.0150$ LC=0.00269$ MC=0.00064$ NC+=0.00023 +228TH cG Possibly feeds the 1344.08 level; see comment with that level +228TH G 584.7 3 0.22 7 [M1,E2] 0.10 7 & ? +228TH3 G FLAG=G +228THS G KC=0.08 6$ LC=0.017 9 +228TH cG Possibly feeds the 1175.4 level; see comment with that level +228TH G 737.8 2 0.74 13 [M1,E2] 0.05 3 G +228THS G KC=0.04 3$ LC=0.008 4 +228TH G 791.43 9 0.24 9 [M1,E2] 0.04 3 @ +228TH3 G FLAG=M +228THS G KC=0.032 21$ LC=0.007 4 +228TH G 1573.3 3 0.70 7 (E2) +228TH cG M |a(K)exp=0.011 {I4} (1973Ku09); theory: |a(K)(M1)=0.00884, +228TH2cG |a(K)(E2)=0.00346 |a(K)(E1)=0.00132 +228TH G 1702.6 3 1.15 11 G +228TH L 1804.7 4+ +228TH E 1.44 18 7.38 6 1.44 18 +228THS E CK=0.665 3 $CL=0.2439 20 $CM+=0.0908 9 +228TH G 116.26 5 0.16 2 [M1,E2] 9 4 +228THS G KC=5 5$ LC=3.1 11$ MC=0.8 4$ NC+=0.30 13 +228TH G 121.18 7 0.19 3 [E1] 0.316 +228TH2 G FL=1683.8 +228THS G KC=0.244$ LC=0.0542$ MC=0.0131$ NC+=0.00465 +228TH G 121.87 3 0.33 3 [M1,E2] 8 4 +228THS G KC=5 5$ LC=2.5 9$ MC=0.7 3$ NC+=0.25 10 +228TH G 158.74 3 1.25 7 M1+E2 0.55 15 4.4 4 +228THS G KC=3.3 4$ LC=0.85 2$ MC=0.213 9$ NC+=0.079 4 +228TH cG M,MR from ce data (data not given) (1995Ba42) +228TH G 354.2 2 0.29 5 [E1] 0.0260 & +228THS G KC=0.0209$ LC=0.00384$ MC=0.00092$ NC+=0.00033 +228TH G 372.60 3 1.57 8 [M1,E2] 0.29 20 +228THS G KC=0.22 18$ LC=0.053 21$ MC=0.013 5$ NC+=0.0048 7 +228TH G 651.5 2 0.34 5 [E2] 0.0238 I +228THS G KC=0.0166$ LC=0.00540 +228TH G 1426.5 2 0.48 6 [E2] +228TH G 1618.0 1 0.90 6 (M1,E2) G +228TH cG M |a(K)exp=0.012 {I4} (1973Ku09); theory: |a(K)(M1)=0.0091, +228THxcG |a(K)(E2)=0.0035 +228TH L 1817.4 4- +228TH cL J |g(|q,H,T) excludes J|p=3-,5- +228TH E 0.52 4 7.77 5 0.52 4 +228THS E CK=0.658 3 $CL=0.2490 22 $CM+=0.0930 10 +228TH G 367.04 2 2.45 12 M1 0.512 +228THS G KC=0.411$ LC=0.0773$ MC=0.0185$ NC+=0.00674 +228TH cG M,MR -0.2|<|d|<1.4 (|g(|q,H,T)), |<0.3 (|a) +228TH2cG (1995Ba42) +228TH G 1298.3 2 0.45 4 (M1+E2) 0.012 6 +228TH cG M |a(K)exp=0.011 {I4} (1973Ku09); theory: |a(K)(M1)=0.0146, +228TH2cG |a(K)(E2)=0.00486, |a(K)(E1)=0.00182, |a(K)(M2)=0.0146 +228TH cG MR +0.27|<|d|<+5 from |g(|q,H,T) (1995Ba42) +228TH G 1421.1 2 1.40 7 E2+M1 +2.0 5 +228TH cG M |a(K)exp=0.0055 {I14} (1973Ku09); theory: |a(K)(E2)=0.00414 +228TH L 1893.0 3+ +228TH E 3.77 23 6.60 5 3.77 23 +228THS E CK=0.591 7 $CL=0.295 5 $CM+=0.1138 21 +228TH G 477.1 3 0.7 2 G ? +228TH cG Possibly feeds the 1416.1 level; see comment with that level +228TH G 666.47 4 1.81 15 [E1] @ +228TH2 G FLAG=M +228TH cG M for the doublet (I|g=2.47 {I13}): |a(K)exp=0.053 {I16} +228TH2cG (1973Ku09), 0.025 (1960Ar06); theory: |a(K)(E1)=0.00591, +228THxcG |a(K)(E2)=0.0160 +228TH G 692.47 7 2.01 15(M1+E2+E0) 0.24 3 +228TH cG M |a(K)exp=0.17 {I3} (1973Ku09), 0.13 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.0148, |a(K)(M1)=0.0751. |a(K)exp may indicate E0 presence. +228TH cG CC from |a(K)exp +228TH G 724.42 11 0.76 9 [E1] & +228TH G 739.2 2 0.57 9 [M1,E2] 0.0790 I +228TH cG M |a(K)exp=0.18 {I5} (1973Ku09); theory: |a(K)(M1)=0.0637. +228TH2cG ce(K) may include the ce(K)(737.8|g) +228TH G 770.2 2 2.28 15 [E1] G +228TH G 870.45 2 15.9 8 M1 0.0515 +228THS G KC=0.0414$ LC=0.00762 +228TH cG M |a(K)exp=0.038 {I5} (1973Ku09), 0.046 (1960Ar06): theory: +228TH2cG |a(K)(M1)=0.0414 +228TH cG MR -0.1 {I1} from |g(|q,H,T) (1995Ba42) +228TH G 924.3 2 2.7 2 [M1,E2] 0.028 17 G +228THS G KC=0.022 14$ LC=0.0043 22 +228TH cG M |a(K)exp=0.09 {I3} (1971Am05), 0.083 (1960Ar06); theory: +228TH2cG |a(K)(M1)=0.0354, |a(K)(E2)=0.00886 +228TH G 1706.16 7 2.84 14 M1+E2 +0.42 4 +228TH cG M |a(K)exp=0.0071 {I16} (1973Ku09), 0.0063 (1960Ar06); theory: +228TH2cG |a(K)(M1)=0.0079, |a(K)(E2)=0.0031 +228TH G 1835.26 5 9.8 5 E2+M1 +2.9 3 +228TH cG M |a(K)exp=0.0036 {I6} (1971Am05), 0.0055 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.00275, |a(K)(M1)=0.0065 +228TH L 1900.0 2+ +228TH E 0.56 4 7.39 5 0.56 4 +228THS E CK=0.581 8 $CL=0.302 5 $CM+=0.1167 23 +228TH G 877.35 7 0.97 8 [M1,E2] 0.032 19 +228THS G KC=0.025 16$ LC=0.005 3 +228TH G 883.6 3 0.15 4 G +228TH G 920.8 3 0.38 10 [M1,E2] 0.028 17 G +228THS G KC=0.022 14$ LC=0.0044 22 +228TH cG |g not reported in {+228}Ac decay +228TH G 931.02 7 0.99 8 [M1,E2] 0.027 17 +228TH G 1503.7 2 0.72 6 [E1] G +228TH cG M |a(K)exp=0.0050 {I23} (1973Ku09); theory: |a(K)(E1)=0.00142, +228TH2cG |a(K)(E2)=0.00374 +228TH cG |g not reported in {+228}Ac decay +228TH G 1713.16 0.1 LE ? +228TH G 1842.15 8 2.29 12 M1+E2 -0.86 14 +228TH cG M |a(K)exp=0.0059 {I20} (1971Am05); theory: |a(K)(M1)=0.0064, +228THxcG |a(K)(E2)=0.0027 +228TH G 1900.3 3 0.34 5 +228TH L 1901.9 3-,4 +228TH E 0.177 19 7.88 6 0.177 19 +228THS E CK=0.579 8 $CL=0.304 6 $CM+=0.1176 24 +228TH G 1383.2 2 0.55 5 +228TH G 1505.9 2 0.55 5 G +228TH G 1523.4 2 0.60 6 & +228TH G 1715.06 10 0.50 3 +228TH L 1925.2 3+,4+ +228TH cL J |g(|q,H,T) excludes J|p=2+,3- +228TH E 1.52 11 6.81 5 1.52 11 +228THS E CK=0.539 11 $CL=0.331 7 $CM+=0.130 4 +228TH G 724.42 11 0.76 9 [M1,E2] 0.05 4 & +228THS G KC=0.04 3$ LC=0.008 5 +228TH G 750.10 10 0.67 8 [M1,E2] 0.05 3 ? +228TH cG Possibly feeds the 1175.4 level; see comment with that level +228TH G 865.15 13 0.50 7 +228TH G 956.8 2 2.5 5 G +228TH G 1529.02 6 2.61 13 [E1] +228TH cG M |a(K)exp=0.0034 {I11} (1973Ku09); theory: |a(K)(E1)=0.00138, +228TH2cG |a(K)(E2)=0.00364, |a(K)(M1)=0.0095; +228TH G 1738.48 5 9.6 5 M1+E2 +228TH cG M |a(K)exp=0.0061 {I8} (1971Am05), 0.0057 (1960Ar06); theory: +228TH2cG |a(K)(M1)=0.0074, |a(K)(E2)=0.0030 +228TH L 1928.6 3+ +228TH cL J |g(|q,H,T) excludes J|p=2+,3-,4+ +228TH E 0.187 22 7.70 7 0.187 22 +228THS E CK=0.532 11 $CL=0.336 8 $CM+=0.132 4 +228TH G 168.42 9 0.09 2 [M1,E2] 2.9 16 +228THS G KC=1.9 17$ LC=0.73 6$ MC=0.19 3$ NC+=0.070 10 +228TH G 389.36 0.31 5 [M1,E2] 0.26 18 N ? +228TH cG RI from branching ratio in adopted |g's; I|g|<0.4 (1995Ba42) +228TH cG Possibility feeds the 1539.2 level; see comment with that +228TH2cG level +228TH G 584.7 3 0.22 7 [E1] & ? +228TH cG |g feeds the 1344 level; see comment with 1344 level +228TH3 G FLAG=G +228TH G 1741.6 2 0.42 8 G +228TH G 1870.80 9 0.73 4 (M1+E2) +228TH cG M |a(K)exp=0.0028 {I14} (1973Ku09); theory: |a(K)(E2)=0.0026, +228TH2cG |a(K)(M1)=0.0071 |a(K)(E1)=0.00100, |a(K)(M2)=0.0138 +228TH cG MR -0.32 {I9} or -1.7 {I3} from |g(|q,H,T) (1995Ba42) +228TH L 1944.9 3+ +228TH E 7.8 5 5.98 5 7.8 5 +228THS E CK=0.494 14 $CL=0.362 10 $CM+=0.144 5 +228TH G 184.61 5 0.41 5 (M1) 3.45 @ +228TH3 G FLAG=M +228THS G KC=2.76$ LC=0.525$ MC=0.125$ NC+=0.0461 +228TH cG M from ce data (data not given) (1995Ba42) +228TH G 220.61 2 1.24 6 (M1) 2.10 +228THS G KC=1.68$ LC=0.317$ MC=0.0763$ NC+=0.0278 +228TH cG M from ce data (data not given) (1995Ba42) +228TH G 299.10 10 0.43 5 M1 0.90 +228THS G KC=0.719$ LC=0.135$ MC=0.0326$ NC+=0.0118 +228TH cG M from ce data (data not given) (1995Ba42) +228TH G 306.61 2 2.00 10 M1 0.84 +228THS G KC=0.672$ LC=0.126$ MC=0.0304$ NC+=0.0111 +228TH cG M,MR from ce data, |d|<0.3 (data not given) (1995Ba42) +228TH G 512.79 11 1.33 13 [M1,E2] 0.12 9 G +228THS G KC=0.10 7$ LC=0.021 11 +228TH G 718.31 2 6.4 3 (E1) +228THS G CC=0.00631$ KC=0.00514$ LC=0.00087 +228TH cG M |a(K)exp=0.0074 {I36} (1973Ku09); theory: |a(K)(E1)=0.00514, +228TH2cG |a(K)(E2)=0.0140 +228TH G 776.52 3 7.9 4 [E1] +228THS G CC=0.00546$ KC=0.00446$ LC=0.00075 +228TH cG M |a(K)exp=0.009 {I3} (1973Ku09); theory: |a(K)(E1)=0.00446, +228THxcG |a(K)(E2)=0.0121 +228TH G 791.43 9 3.6 4 (M1) 0.0661 @ +228TH2 G FLAG=M +228THS G KC=0.0530$ LC=0.0098 +228TH cG M |a(K)exp(doublet)=0.054 {I11} (1973Ku09), I|g(doublet)=3.8; +228TH2cG theory: |a(K)(M1)=0.0530 +228TH G 853.97 8 0.82 7 [M1,E2] 0.034 21 +228THS G KC=0.027 17$ LC=0.005 3 +228TH cG M |a(K)exp=0.055 {I25} (1973Ku09,1960Ar06); theory: +228THxcG |a(K)(M1)=0.0436 +228TH G 922.5 2 2.25 12 [M1,E2] 0.028 16 G +228THS G KC=0.022 13$ LC=0.0044 22 +228TH G 928.4 2 0.89 8 G +228TH G 976.00 5 13.4 7 M1 0.0381 +228THS G KC=0.0306$ LC=0.00563 +228TH cG M |a(K)exp=0.025 {I6} (1973Ku09), 0.034 (1960Ar06); theory: +228TH2cG |a(K)(M1)=0.0306, |a(K)(E2)=0.00804 +228TH cG MR 0.00 {I5} from |g(|q,H,T) (1995Ba42) +228TH G 1000.70 0.5 LE N +228TH G 1070.40 7 1.20 8 +228TH G 1549.3 2 1.2 2 G +228TH G 1758.11 5 9.0 5 E2+M1 -9 1 +228TH cG M |a(K)exp=0.0038 {I8} (1971Am05), 0.0015 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.0029, |a(K)(M1)=0.0072 +228TH G 1887.13 5 24.0 12 E2+M1 -9.1 9 +228TH cG M |a(K)exp=0.0028 {I5} (1971Am05), 0.0023 (1960Ar06); theory: +228TH2cG |a(K)(E2)=0.0026, |a(K)(M1)=0.0059 +228TH L 1965.0 2+,3,4+ +228TH E 0.139 17 7.57 7 0.139 17 +228THS E CK=0.430 20 $CL=0.405 14 $CM+=0.165 7 +228TH G 548.74 11 0.41 5 [M1,E2] 0.10 7 & ? +228THS G KC=0.08 6$ LC=0.017 9 +228TH cG Possibly feeds the 1416.1 level; see comment with that level +228TH G 1778.0 6 0.06 2 +228TH G 1907.13 11 0.99 5 +228TH G 1965.22 12 0.43 4 & +228TH L 1974.2 3-,4+ +228TH E 0.281 21 7.19 6 0.281 21 +228THS E CK=0.392 23 $CL=0.431 16 $CM+=0.177 8 +228TH G 1455.0 2 1.16 7 G +228TH G 1578.2 2 1.33 13 G +228TH G 1787.2 2 0.37 4 G +228TH G 1916.6 3 0.15 3 G +228TH L 1982.0 2+,3,4+ +228TH E 0.145 14 7.41 7 0.145 14 +228THS E CK=0.36 3 $CL=0.456 18 $CM+=0.189 9 +228TH G 1013.54 13 0.38 5 & +228TH G 1795.15 6 1.19 7 +228TH G 1924.2 2 0.18 2 +228TH L 2010.1 2+,3,4(+) +228TH E 0.30 4 6.81 9 0.30 4 +228THS E CK=0.17 4 $CL=0.58 3 $CM+=0.250 14 +228TH G 371.83 0.84 23 G +228TH3 G FLAG=N +228TH cG RI from branching ratio in adopted |g's +228TH G 887.16 0.35 5 N +228TH cG RI from branching ration in adopted |g's; I|g|<0.4 (1995Ba42) +228TH G 919.4 3 0.6 2 I +228TH G 1041.14 0.3 LE N +228TH G 1823.19 10 0.47 3 +228TH G 1952.39 10 0.76 5 +228TH L 2016.8 (2-,3-,4-) +228TH E 0.46 4 6.54 8 0.46 4 +228THS E CK=0.12 4 $CL=0.61 3 $CM+=0.268 15 +228TH G 1620.67 10 4.9 3 (M1+E2) +228TH cG M |a(K)exp=0.0060 {I15} (1973Ku09); theory: |a(K)(M1)=0.0090, +228TH2cG |a(K)(E2)=0.0034 +228TH L 2022.8 +228TH E 0.059 22 7.37 18 0.059 22 +228THS E CK=0.07 4 $CL=0.641 25 $CM+=0.285 15 +228TH G 384.53 0.1 LE [M1,E2] 0.27 18 N ? +228TH G 1148.20 14 0.30 4 +228TH G 1190.98 0.1 LE N +228TH G 1965.22 12 0.43 4 & + +228TH 232U A DECAY 1977KU15,1986LOZT 97NDS 199704 +228TH H TYP=FUL$AUT=AGDA ARTNA-COHEN$CIT=NDS 80, 723 (1997)$CUT=1-Nov-1996$ +232U P 0 0+ 68.9 Y 4 5413.63 9 +228TH N 0.00259 0.00259 1 +228TH PN 2 +228TH cN NR From absolute I|g measurements of 1984Ge07, 1986LoZT +228TH cL E,J From adopted levels +228TH cA Q(|a)({+232}U)=5413.63 {I9} corrected value from G. Audi, +228THxcA Aug. 1996. +228TH cA E 1972Go33, 1971So15, 1966Ba49, 1963Le17. Calculated values +228TH2cA are from Q(|a) and E(level) in {+228}Th +228TH cA IA Calculated from I(|g+ce) balance in level scheme, unless +228TH2cA otherwise noted. The values differ +228TH3cA substantially from the direct I|a measurements of 1966Ba49. +228TH cA HF HF(5320.12|a)=1.00 yields r{-0}({+228}Th)=1.5289 {I3} +228TH cA E(B) From 1991Ry01. Recommended E|a=5262.36 {I9} in 1991Ry01 is a +228TH2cA misprint, see originally published E|a and adjustment. +228TH cA IA(F) From I(A{-0})/I|a(58)=0.463 {I5} (weighted average from +228TH2cA 1955As28, 1965Be15, 1966Ba49, 1971So15) and I(A{-0})+I(a(58)=99.70 {I2} +228TH cG E,RI$From 1977Ku15, except as noted. (I|g of 1977Ku15 are normalized +228TH2cG to 26.33 for the 129|g). Others: 1963Le17, 1965Be15, 1966Ah02, +228THxcG 1984Ge07. +228TH cG M From adopted gammas, unless otherwise noted +228TH cG RI(A) From 1986LoZT, 1984Ge07 +228TH cG M(D) 1977Ku15 quote A. Plochocki, thesis (1974) as establishing +228TH2cG the multipolarity E0+E2; however, no published information is +228TH3cG available on this. 1977Ku15 give I|g=I(|g+ce) in their level scheme, +228TH4cG suggesting that the E0 admixture may not be significant for intensity +228TH5cG calculations. +228TH L 0.0 0+ +228TH A 5320.12 14 68.15 23 1.00 B +228TH2 A FLAG=F +228TH L 57.762 5 2+ 0.406 NS 7 +228TH cL T weighted average of 0.409 ns {I10} (1970To08) and 0.402 ns +228TH2cL {I10} (1965Ne03); other: 0.40 ns {I3} (1960Be25) +228TH A 5263.36 9 31.55 230.992 12 B +228TH2 A FLAG=F +228TH G 57.78 5 77.2 7 E2 156 A +228THS G LC= 114 $MC= 31.1 $NC+= 11.4 $ +228TH cG CC 158 {I7} (1968Du06) +228TH cG M L1:L2:L3=3.55 {I25}:115 {I4}:100 (1966Ha01); +228TH2cG M1:M2:M3=5.3 {I13}:107 {I8}:100, M3/L3=0.32 {I3} (1966Ra15); theory: +228TH2cG L1:L2:L3=3.90:119:100, M1:M2:M3=4.35:114:100, M3/L3=0.276 +228TH L 186.828 5 4+ 0.164 NS 4 +228TH cL T weighted average of 0.169 ns {I7} (1970To08), 0.161 ns {I5} +228TH2cL (1965Ne03) +228TH A 5139.0 20 0.30 2 17.5 12 +228TH cA IA weighted average from 1955As28, 1965Be15, 1966Ba49, 1971So15. +228TH G 129.08 5 26.33 15 E2 3.81 A +228THS G KC= 0.269 $LC= 2.57 $MC= 0.706 $NC+= 0.263 $ +228TH L 328.003 5 1- +228TH A 4997.94 CA 0.00616 8 111 2 +228TH cA IA other: 0.0029 {I2} (1966Ba49) +228TH G 270.2 2 1.220 19 E1 0.0474 A +228THS G KC= 0.0379 $LC=0.00722 $MC=0.00173 $NC+=0.00061 $ +228TH G 327.9 2 1.093 23 E1 0.0308 A +228THS G KC=0.02472 $LC=0.00458 $MC=0.00110 $NC+=0.00039 $ +228TH L 378.178 11 6+ +228TH A 4948.63 CA 5.1E-5 5 6.4E+3 6 +228TH cA IA$other: 0.00017 {I3} (1966Ba49) +228TH G 191.0 2 0.012 1 E2 0.791 +228THS G KC= 0.1741 $LC= 0.453 $MC= 0.1237 $NC+= 0.0457 $ +228TH L 396.085 5 3- +228TH A 4931.04 CA 4.8E-5 4 5.2E+3 5 +228TH cA IA$other: 0.00021 {I3} (1966Ba49) +228TH G 209.5 5 0.0041 10 E1 0.0856 +228THS G KC= 0.0676 $LC=0.01341 $MC=0.00323 $NC+=0.00114 $ +228TH G 338.1 2 0.0143 5 E1 0.0288 +228THS G KC=0.02314 $LC=0.00427 $MC=0.00102 $NC+=0.00036 $ +228TH L 519.199 6 5- +228TH A 4810.04 CA 5.6E-5 3 680 40 +228TH G 141.0 5 0.0012 5 (E1) 0.220 +228THS G KC= 0.1711 $LC= 0.0367 $MC=0.00883 $NC+=0.00313 $ +228TH G 332.3 3 0.019 1 (E1) 0.0299 +228THS G KC=0.02402 $LC=0.00444 $MC=0.00106 $NC+=0.00038 $ +228TH L 831.832 11 0+ +228TH A 4502.80 CA 2.1E-5 2 10.6 11 +228TH cA IA$other: 0.000024 {I7} (1963Le17) +228TH G 503.6 3 0.0056 3 (E1) 0.0125 +228THS G KC=0.01015 $LC=0.00179 $ +228TH G 773.4 5 0.0018 3 [E2] 0.0167 +228THS G KC=0.01218 $LC=0.00340 $ +228TH G 831 0.0003 LT E0 8E-4 4 +228TH cG M,TI from 1963Le17 +228TH L 874.48 3 2+ +228TH A 4460.94 CA 3.9E-6 9 27 8 +228TH cA IA$includes additional weak |g's at 688.1, 816.7 and 874.4 keV, +228TH2cA from adopted levels. I|a=3.2|*10{+-6} {I9} without inclusion of these +228TH3cA additional |g's +228TH G 478 1 0.00055 21 [E1] 0.0139 +228THS G KC=0.01127 $LC=0.00199 $MC=0.00047 $NC+=0.00017 $ +228TH G 547 1 0.00039 24 [E1] 0.0106 +228THS G KC=0.00863 $LC=0.00150 $ +228TH G 817 1 0.0003 AP [M1+E2] 0.038 23 D + +228TH 226RA(A,2NG) 1993AC02,1986SC18 97NDS 199704 +228TH H TYP=FUL$AUT=AGDA ARTNA-COHEN$CIT=NDS 80, 723 (1997)$CUT=1-Nov-1996$ +228TH PN 6 +228TH c 1993Ac02: E|a=28 MeV; measured E|g, I|g in coin with +228TH2c ce(L2)(129.1|g) +228TH c 1986Sc18: E|a=33, 42, 55 MeV; measured ce, (ce)(ce), (ce)|g +228TH c The level scheme is that proposed by 1986Sc18 and 1993Ac02, +228TH2c confirming levels known from {+228}Ac |b{+-} decay, {+228}Pa |e decay +228TH3c and {+230}Th(|a,|a'2n), and adding the levels with J>14. The 1- and 3- +228TH3c levels of the K|p=0- band are not seen in this experiment. +228TH cL E From least squares fit to E|g, unless otherwise noted +228TH cL J From adopted levels, unless otherwise noted +228TH cL E(A) Rounded-off values from adopted levels +228TH cL J(B) From this data set, based on the level decay mode, band +228TH2cL structure (1993Ac02) +228TH CL BAND(D) GS ROTATIONAL BAND +228TH CL BAND(E) KPI=0- BAND +228TH cG E From 1993Ac02 +228TH cG RI Relative I|g from the level (1993Ac02) +228TH L 0.0 0+ D +228TH L 57.76 2+ A +228TH2 L FLAG=D +228TH L 186.83 4+ A +228TH2 L FLAG=D +228TH L 378.18 6+ A +228TH2 L FLAG=D +228TH G 191.4 3 +228TH L 519.20 5- A +228TH2 L FLAG=E +228TH G 332.4 3 +228TH L 622.5 3 8+ D +228TH G 244.4 3 +228TH L 695.6 3 7- E +228TH G 317.4 3 +228TH L 911.8 4 10+ D +228TH G 289.4 3 +228TH L 920.8 3 9- E +228TH G 225.1 3 1.00 +228TH G 298.3 3 4.07 24 +228TH L 1189.8 4 11- E +228TH G 268.9 3 1.00 +228TH G 278.0 3 1.50 10 +228TH L 1239.4 4 12+ D +228TH G 327.5 3 +228TH L 1497.1 5 13- E +228TH G 257.7 3 0.52 4 +228TH G 307.3 3 1.00 +228TH L 1599.5 5 14+ B +228TH2 L FLAG=D +228TH G 360.1 3 +228TH L 1838.3 5 15- B +228TH2 L FLAG=E +228TH G 341.2 3 +228TH L 1988.1 6 16+ B +228TH2 L FLAG=D +228TH G 388.6 3 +228TH L 2209.7 6 17- B +228TH2 L FLAG=E +228TH G 371.4 3 +228TH L 2407.9 7 18+ B +228TH2 L FLAG=D +228TH G 419.8 3 +228THF G FL=1988.1 + +228TH 230TH(P,T) 1972MA15 97NDS 199704 +228TH H TYP=FUL$AUT=AGDA ARTNA-COHEN$CIT=NDS 80, 723 (1997)$CUT=1-Nov-1996$ +228TH c 1972Ma15: E=17 MeV +228TH c 1995Ba42: authors quote H. Baltzer, et al., to be published +228TH cL E From 1972Ma15, unless otherwise noted +228TH cL E(A),L(B)$From 1995Ba42 +228TH L 0 0 +228TH L 57 5 +228TH L 185 5 +228TH L 830 5 0 +228TH L 874 5 +228TH L 938 0 A +228TH3 L FLAG=B +228TH L 944 A +228TH cL Possibly unnatural parity level (1995Ba42) +228TH L 977 5 +228TH cL Natural parity level (1995Ba42) +228TH L 1016 A +228TH cL Natural parity level (1995Ba42) +228TH L 1160 5 A +228TH cL Possibly unnatural parity level (1995Ba42) + +228TH 230TH(A,A'2NG) 1984HA21 97NDS 199704 +228TH H TYP=FUL$AUT=AGDA ARTNA-COHEN$CIT=NDS 80, 723 (1997)$CUT=1-Nov-1996$ +228TH c E=56 MeV. Measured ce and ce|g +228TH cL J From 1984Ha21 based on coin and band structure +228TH cL E From a least-squares fit to the E|g data. +228TH cL The authors do not see transitions from the known 1- and +228TH2cL 3- members of the K|p=0- band. The level scheme is based on +228TH3cL coincidence data, energy fits, and intensity systematics +228TH cG Authors give only E|g. Multipolarity of 129, 191 and 244 |g's +228TH2cG in the ground-state band are determined as E2 from (L1+L2)/L3 ce data +228TH L 0 0+ +228TH L 57.8 2+ +228TH G 57.8 S +228TH cG E not seen. E|g is rounded-off value from adopted |g's +228TH L 187 4+ +228TH G 129.0 2 E2 +228TH L 378 6+ +228TH G 191.0 1 E2 +228TH L 519 5- +228TH G 332.0 4 +228TH L 622 8+ +228TH G 244.3 1 E2 +228TH3 G FL=378 +228TH L 695 7- +228TH G 317.2 2 +228TH L 911 10+ +228TH G 289.3 2 +228TH L 921 9- +228TH G 298.7 2 +228TH L 1190 11- +228TH G 268.9 5 +228TH G 278.4 3 +228TH L 1239 12+ +228TH G 327.2 4 +228TH L 1497 (13-) +228TH cL E shown as tentative by authors, but |g's to 11- and 12+ +228TH2cL are consistent with adopted data from (|a,2n|g) +228TH G 257.3 5 +228TH G 306.6 5 +228TH L 1596 (14+) ? +228TH cL E the adopted 14+ member of this band is at 1599.5-keV +228TH2cL from (|a,2n|g) with E|g=360.1 to 12+ +228TH G 357.2 5 + \ No newline at end of file diff --git a/tests/ensdf_processing/gtol/ref_gtol.rpt b/tests/ensdf_processing/gtol/ref_gtol.rpt new file mode 100644 index 0000000000..a6f1505c2f --- /dev/null +++ b/tests/ensdf_processing/gtol/ref_gtol.rpt @@ -0,0 +1,1945 @@ + +********************* +* GTOL Version 7.2h * +********************* + +DATE: 06-Oct-2015 +TIME: 20:41:34 + +(Double precision, localized) +Max. number of levels=1000 +Max. number of gammas=4000 +Max. number of fixed levels=1000 + + +INPUT-FILE name: a228.ens + +Program GTOL Version 7.2h as of 24-May-2013 (Double precision, localized) + + 228TH ADOPTED LEVELS, GAMMAS 97NDS 199709 + 228TH L 0.0 0+ 1.9116 Y 16 A + 228TH L 57.759 4 2+ 0.405 NS 7 A + 228TH G 57.766 5 100 E2 156 L + 228THB G BE2W=167 6 + 228TH L 186.823 4 4+ 0.164 NS 4 A + 228TH G 129.065 1 100 E2 3.81 L + 228THB G BE2W=242 9 + 228TH L 328.003 4 1- B + 228TH G 270.245 2 100.0 16 E1 0.0474 J + 228TH3 G FLAG=L + 228TH G 328.000 6 89.3 21 E1 0.0308 J + 228TH3 G FLAG=L + 228TH L 378.179 10 6+ A + 228TH G 191.353 10 100 E2 0.791 L + 228TH L 396.078 5 3- B + 228TH G 209.253 6 34.5 6 E1 0.086 L + 228TH G 338.320 3 100.0 17 E1 0.0288 L + 228TH L 519.192 6 5- B + 228TH G 141.01 2 10.1 6 E1 0.220 + 228TH G 332.370 4 100 5 E1 0.0299 L + 228TH L 622.5 3 8+ A + 228TH G 244.4 3 E2 0.332 G + 228TH L 695.6 3 7- B + 228TH G 317.4 3 [E1] 0.0331 G + 228TH L 831.823 10 0+ C + 228TH G 503.823 13 100 7 (E1) 0.0125 L + 228TH3 G FLAG=M + 228TH G 774.1 2 33 AP L + 228TH3 G FLAG=M + 228TH G 831 E0 0.04 2 +- 1.00 keV unc. assigned to energy + 228TH L 874.473 18 2+ C + 228TH G 478.40 6 100 5 E1 0.0139 + 228TH G 546.45 2 91 5 + 228TH G 688.11 4 32 3 & + 228TH3 G FL=186.823$ FLAG=N FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 816.62 10 12.3 20 + 228TH G 874.45 7 23 3 + 228TH L 911.8 4 10+ A + 228TH G 289.4 3 G + 228TH L 920.8 3 9- B + 228TH G 225.1 3 24.6 15 G + 228TH3 G FLAG=H + 228TH G 298.3 3 100 G + 228TH3 G FLAG=H + 228TH L 938.58 7 0+ D + 228TH G 610.64 10 100 22 L + 228TH3 G FLAG=M + 228TH G 880.76 10 27 8 L + 228TH3 G FLAG=M + 228TH L 944.196 13 1,2+ + 228TH G 616.20 3 91 11 + 228TH G 944.196 14 100 8 L + 228TH L 968.369 17 3- F + 228TH G 449.21 4 39 5 + 228TH G 572.29 4 100 5 + 228TH G 640.34 3 28 4 + 228TH L 968.968 5 2+ G + 228TH G 782.142 5 1.89 6 L + 228TH G 911.204 4 100.0 16 E2+M1 +24 8 0.0121 L + 228TH G 968.971 17 61.1 11 E2 0.0107 L + 228TH L 979.499 14 2+ D + 228TH G 583.41 5 123 11 R + 228TH2 G FLAG=M + 228TH G 651.48 5 100 9 R + 228TH2 G FLAG=M + 228TH G 792.8 89 AP L +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=M + 228TH G 921.98 10 18.6 LE L RI=DRI=RI/2 assumed + 228TH3 G FLAG=BM + 228TH G 979.48 10 29 3 L + 228TH3 G FLAG=M + 228TH L 1016.406 21 2+,3-,4+ + 228TH G 620.33 6 28.4 14 + 228TH G 688.11 4 24.0 15 & + 228TH3 G FL=328.003$ FLAG=N FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 958.61 4 100 12 + 228TH G 1016.44 15 6.8 11 & + 228TH3 G FLAG=LM + 228TH L 1022.527 6 (3)+ G + 228TH G 835.710 6 32.4 11 E2 0.0143 L + 228TH G 964.766 10 100.0 18 E2+M1 -7.2 10 0.0108 L + 228TH L 1059.93 3 4- + 228TH G 540.68 5 58 10 + 228TH G 663.88 6 87 7 (M1+E2) 0.06 4 + 228TH G 873.11 12 100 10 + 228TH L 1091.017 8 4+ G + 228TH G 694.8 2 2.9 4 I + 228TH3 G FLAG=K + 228TH G 713.1 3 1.8 4 I + 228TH3 G FLAG=K + 228TH G 904.19 3 100 4 E2 0.0123 + 228TH G 1033.248 9 26.5 9 E2 L + 228TH L 1122.951 6 2- H + 228TH G 100.41 3 2.2 3 (E1+M2) 0.23 AP 3.2 AP L + 228TH3 G FLAG=M + 228TH G 153.977 10 16.7 5 E1 0.178 L + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 726.863 15 13.7 13 (E2) 0.0189 L + 228TH G 794.947 5 100.0 16 E2+M1 -4.4 10 0.0182 15 L + 228TH G 1065.19 4 3.02 12 + 228TH L 1153.467 10 2+ 0.29 NS 2 I + 228TH G 173.964 13 15.5 22 M1+E2 1.2 +11-6 2.3 18 L + 228THB G BM1W=4.E-5 +6-4$BE2W=0.6 +7-6 + 228TH G 184.54 2 31 4 E0+M1 63 8 M + 228TH3 G FL=968.968$ FLAG=L FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THB G BM1W=1.2E-4 3 + 228TH G 278.70 10 71 9 (M1+E2) 0.7 5 @ + 228TH3 G FL=874.473 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 321.646 8 100 5 [E2] 0.140 L + 228THB G BE2W=0.29 5 + 228TH G 1095.679 20 55 4 [M1,E2] 0.018 10 L + 228TH G 1153.52 4 61 4 [E2] + 228THB G BE2W=0.00030 6 + 228TH L 1160 5 + 228TH L 1168.375 5 3- H + 228TH G 77.34 3 1.7 3 L + 228TH3 G FLAG=M + 228TH G 145.849 10 10.4 4 E1 0.203 L + 228TH G 199.407 10 20.8 8 E1 0.096 L + 228TH G 649.03 13 2.7 3 & + 228TH G 772.291 5 100.0 20 E2+M1 -3.4 +8-27 0.021 3 L + 228TH G 840.377 7 61.9 21 E2 0.0142 L + 228TH G 981.5 2 3.0 4 I + 228TH3 G FLAG=K + 228TH G 1110.610 10 18.7 20 E1 @ + 228TH2 G FLAG=L + 228TH L 1174.508 18 (5+) G + 228TH G 987.88 9 + 228TH L 1175.39 5 2+ + 228TH G 231.42 10 32 5 L + 228TH3 G FLAG=M + 228TH G 988.63 20 100 17 L + 228TH3 G FLAG=M + 228TH G 1117.63 10 70 10 L + 228TH3 G FLAG=M + 228TH G 1175.31 10 31 4 L + 228TH3 G FLAG=M + 228TH L 1189.8 4 11- B + 228TH G 268.9 3 67 5 G + 228TH3 G FLAG=H + 228TH G 278.0 3 100 G + 228TH3 G FLAG=H + 228TH L 1200.54 4 (3)+ I + 228TH G 178.14 7 22 LE (E0) I RI=DRI=RI/2 assumed + 228TH3 G FLAG=K + 228TH G 231.50 5 100 5 I + 228TH3 G FL=968.968$ FLAG=K FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1013.54 13 41 5 & + 228TH3 G FLAG=IK + 228TH G 1142.78 11 3 I +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=K + 228TH L 1226.565 7 (4)- H + 228TH G 135.51 2 3.66 20 E1 0.242 + 228TH G 204.026 10 20.7 10 E1 0.091 L + 228TH G 707.41 3 27.5 6 (E2) 0.0200 + 228TH G 830.486 8 100 4 E2(+M1) -7.7 9 0.0152 2 L + 228TH G 1039.84 8 9.9 6 + 228TH L 1239.4 4 12+ A + 228TH G 327.5 3 G + 228TH L 1297.423 10 (5)- H + 228TH G 601.7 3 11.1 19 & ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FLAG=IK + 228TH G 778.1 2 100 11 I + 228TH3 G FLAG=K + 228TH G 901.26 13 74 11 K + 228TH G 1110.610 10 89 7 E1 @ + 228TH3 G FLAG=L + 228TH L 1344.078 11 3- J + 228TH G 168.65 10 9 3 L + 228TH3 G FLAG=M + 228TH G 824.934 23 47 5 L + 228TH3 G FLAG=M + 228TH G 947.982 11 100 8 L + 228TH3 G FLAG=M + 228TH G 1016.44 15 18 3 & + 228TH3 G FLAG=LM + 228TH G 1157.14 15 6.6 12 L + 228TH3 G FLAG=M + 228TH G 1286.27 20 47 9 L + 228TH3 G FLAG=M + 228TH L 1416.11 6 2+,3- + 228TH G 471.76 15 100 10 L + 228TH3 G FLAG=M + 228TH G 1019.86 10 64 12 L + 228TH3 G FLAG=M + 228TH G 1088.18 15 18 4 L + 228TH3 G FLAG=M + 228TH G 1229.40 15 23 7 L + 228TH3 G FLAG=M + 228TH L 1431.979 6 4+ + 228TH G 257.49 2 0.64 3 (M1) 1.36 + 228TH G 263.62 2 0.95 5 E1 0.0502 + 228TH G 278.70 10 0.70 11 @ + 228TH3 G FL=1153.467 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 340.98 2 8.8 4 E2+M1 -5.2 18 0.136 23 + 228TH G 409.462 6 43.8 8 E2+M1 -5.4 8 0.082 4 + 228TH G 452.51 5 0.45 4 + 228TH G 463.004 6 100.0 16 E2 0.0522 L + 228TH G 1245.16 6 2.47 12 + 228TH G 1374.24 6 0.32 9 M + 228TH L 1450.394 10 4- + 228TH G 18.4 11.9 16 [E1] 6.6 K +- 1.00 keV unc. assigned to energy + 228TH G 153.02 2 3.58 19 M1+E2 +0.60 8 4.8 2 I + 228TH3 G FLAG=K + 228TH G 223.80 2 43.4 20 M1+E2 -0.18 5 1.97 3 + 228TH G 275.85 4 2.65 23 I + 228TH3 G FLAG=K + 228TH G 282.00 3 60 3 M1+E2 -0.51 12 0.88 7 K + 228TH G 327.45 4 100.0 10 I + 228TH3 G FLAG=K + 228TH G 359.36 3 4.19 23 I + 228TH3 G FLAG=K + 228TH G 390.45 5 3.58 19 I + 228TH3 G FLAG=K + 228TH G 427.90 3 4.0 3 I + 228TH3 G FLAG=K + 228TH G 434.01 3 5.6 3 I + 228TH3 G FLAG=K + 228TH G 482.03 5 5.9 4 I + 228TH3 G FL=968.369$ FLAG=K FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1054.22 6 10.9 10 + 228TH L 1497.1 5 13- B + 228TH G 257.7 3 52 4 G + 228TH3 G FLAG=H + 228TH G 307.3 3 100 G + 228TH3 G FLAG=H + 228TH L 1531.474 6 3+ + 228TH G 99.509 6 100 6 M1 4.09 L + 228TH G 356.94 10 1.35 14 L + 228TH3 G FLAG=M + 228TH G 377.99 10 1.98 24 L + 228TH3 G FLAG=M + 228TH G 440.44 5 9.6 6 M1 0.314 + 228TH G 508.959 17 40 10 E2(+M1) 1.1 GT 0.08 4 L + 228TH G 562.500 4 71 4 E2+M1 +1.6 6 0.07 3 L + 228TH G 1135.24 15 0.78 12 L + 228TH3 G FLAG=M + 228TH G 1344.59 15 0.71 14 L + 228TH3 G FLAG=M + 228TH L 1539.21 9 2,3,4 + 228TH G 416.30 20 100 16 L + 228TH2 G FLAG=M + 228TH G 1142.85 15 78 16 L + 228TH2 G FLAG=M + 228TH L 1580.91 6 (2-) + 228TH G 354.2 2 43 7 & + 228TH3 G FLAG=IK + 228TH G 601.7 3 44 7 & + 228TH3 G FLAG=IK + 228TH G 1184.71 9 69 6 (M1+E2) 0.015 8 I + 228TH3 G FLAG=K + 228TH G 1252.98 10 100 9 (M1+E2) 0.013 7 I + 228TH3 G FLAG=K + 228TH G 1523.4 2 88 9 & + 228TH3 G FLAG=IK + 228TH L 1588.335 14 4- + 228TH G 56.86 3 16.1 8 E1 0.533 I + 228TH3 G FLAG=K + 228TH G 137.95 2 100 3 M1 7.89 I + 228TH3 G FLAG=K + 228TH G 156.34 2 20.6 11 E1 0.172 I + 228TH3 G FLAG=K + 228TH G 420.03 8 10.3 8 I + 228TH3 G FLAG=K + 228TH L 1599.5 5 14+ A + 228TH G 360.1 3 G + 228TH L 1617.78 7 2+,3,4+ + 228TH G 649.03 13 114 11 & + 228TH2 G FL=968.968$ FLAG=M FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1430.95 10 100 20 L + 228TH3 G FLAG=M + 228TH G 1559.78 14 57 11 M + 228TH L 1638.284 9 2+ + 228TH G 470.20 19 2.3 6 + 228TH G 515.06 10 8.2 8 L + 228TH3 G FLAG=M + 228TH G 1309.71 20 3.2 10 L + 228TH3 G FLAG=M + 228TH G 1451.40 15 1.8 4 L + 228TH3 G FLAG=M + 228TH G 1580.53 3 100 7 (M1,E2) + 228TH G 1638.281 10 85 7 (E2) L + 228TH L 1643.125 15 (2-,3-) + 228TH G 474.79 11 4.6 7 + 228TH G 520.151 16 11.8 10 (M1) 0.201 L + 228TH G 627.23 20 2.8 6 L + 228TH3 G FLAG=M + 228TH G 674.16 30 LE Q +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 674.76 30 LE Q +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FL=968.369 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 699.08 15 7.4 10 L + 228TH3 G FLAG=M + 228TH G 1247.08 3 100 5 (M1) 0.0201 + 228TH G 1315.31 9 2.7 4 + 228TH L 1645.954 12 3+ + 228TH G 114.54 6 0.28 4 + 228TH G 419.42 10 0.65 9 L + 228TH3 G FLAG=M + 228TH G 492.30 8 0.74 5 + 228TH G 523.131 16 3.5 3 B + 228TH3 G FL=1122.951$ FLAG=L FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 555.07 16 1.40 14 + 228TH G 623.27 20 0.34 9 L + 228TH3 G FLAG=M + 228TH G 629.40 5 1.20 21 + 228TH G 666.47 4 1.8 2 @ + 228TH G 677.07 9 1.99 16 + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1249.97 14 1.94 14 + 228TH G 1459.138 15 23.7 12 E2 L + 228TH G 1588.19 3 100.0 25 E2 + 228TH L 1682.81 3 2+,3(+),4+ + 228TH G 660.1 3 0.6 AP L + 228TH3 G FLAG=M + 228TH G 1495.93 7 100 5 (E2) + 228TH G 1625.06 5 29.1 19 + 228TH L 1683.82 5 (4-) + 228TH G 457.35 7 19.2 19 + 228TH G 623.7 2 26 LE I RI=DRI=RI/2 assumed + 228TH3 G FLAG=K + 228TH G 1164.55 7 83 4 (M1+E2) 0.016 9 + 228TH G 1287.78 12 100 7 (M1+E2) 0.012 7 + 228TH L 1688.394 11 2+,3+ + 228TH G 42.46 5 0.60 20 L + 228TH3 G FLAG=M + 228TH G 672.00 15 1.7 5 L + 228TH3 G FLAG=M + 228TH G 813.77 15 0.46 11 L + 228TH3 G FLAG=M + 228TH G 1501.57 5 29.4 15 + 228TH G 1630.627 10 100 3 (M1,E2) L + 228TH L 1724.283 6 2+ + 228TH G 548.73 15 2.3 3 L + 228TH2 G FLAG=M + 228TH G 570.88 4 17.1 9 (M1) 0.156 + 228TH G 701.747 14 18.2 10 (M1) 0.091 L + 228TH G 755.315 4 100 3 M1 0.0747 L + 228TH G 1537.87 9 4.2 5 B + 228TH3 G FL=186.823 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1666.523 13 17.3 8 M1 L + 228TH G 1724.20 4 2.7 3 + 228TH L 1735.450 25 (4+) + 228TH G 1217.03 10 39 6 B ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=519.192$ FLAG=LM FINAL LEVEL FOUND + 228TH G 1357.78 15 37 7 B ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=378.179$ FLAG=LM FINAL LEVEL FOUND + 228TH G 1548.65 4 70 7 L + 228TH3 G FLAG=M + 228TH G 1677.67 3 100 9 L + 228TH3 G FLAG=M + 228TH L 1743.89 3 4+ + 228TH G 399.62 10 16.3 17 L + 228TH3 G FLAG=MP + 228TH G 590.65 11 9.3 11 I ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FLAG=K + 228TH G 684.0 3 10.4 23 I ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FLAG=K + 228TH G 1365.71 9 8.8 8 + 228TH G 1557.10 4 100 5 (E2+M1) +1.2 2 + 228TH G 1686.12 5 53.8 23 (E2) + 228TH L 1758.24 12 2+,3,4+ + 228TH G 326.04 20 100 15 L + 228TH3 G FLAG=M + 228TH G 1571.52 20 17 5 L + 228TH3 G FLAG=M + 228TH G 1700.59 20 31 7 L + 228TH3 G FLAG=M + 228TH L 1760.218 24 2+,3(+) + 228TH G 584.7 3 12 4 & + 228TH3 G FLAG=IK + 228TH G 737.72 5 73 7 + 228TH G 791.44 9 21 6 @ + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1573.26 5 65 4 (E2) + 228TH G 1702.44 5 100 7 + 228TH L 1795.90 10 3-,4+ + 228TH G 1276.69 10 78 17 L + 228TH3 G FLAG=M + 228TH G 1738.22 25 100 22 L + 228TH3 G FLAG=M + 228TH L 1797.65 8 2+ + 228TH G 1401.49 10 60 15 L + 228TH3 G FLAG=M + 228TH G 1469.71 15 100 20 L + 228TH3 G FLAG=M + 228TH G 1740.4 3 55 15 L + 228TH3 G FLAG=M + 228TH G 1797.5 5 11 4 L + 228TH3 G FLAG=M + 228TH L 1804.689 23 4+ + 228TH G 116.26 5 12.8 16 I + 228TH3 G FLAG=K + 228TH G 121.18 7 15.2 24 I ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=1683.82$ FLAG=KB FINAL LEVEL FOUND + 228TH G 121.87 3 26.4 24 I + 228TH3 G FLAG=K + 228TH G 158.74 3 100 6 M1+E2 0.55 15 I + 228TH3 G FLAG=K + 228TH G 354.2 2 23 4 & + 228TH3 G FLAG=IK + 228TH G 372.60 3 126 6 I ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=1431.979$ FLAG=KB FINAL LEVEL FOUND + 228TH G 651.5 2 27 4 I + 228TH3 G FLAG=K + 228TH G 1426.5 2 38 5 I + 228TH3 G FLAG=K + 228TH G 1618.0 1 72 5 (M1,E2) I + 228TH3 G FLAG=K + 228TH L 1817.432 23 4- + 228TH G 367.04 2 100 5 M1 0.512 I + 228TH3 G FLAG=K + 228TH G 1298.3 2 18.4 16 (M1+E2) I + 228TH3 G FLAG=K + 228TH G 1421.1 2 57 3 E2+M1 +2.0 5 I + 228TH3 G FLAG=K + 228TH L 1838.3 5 15- B + 228TH G 341.2 3 G + 228TH L 1892.996 17 3+ + 228TH G 477.1 3 4.4 13 I + 228TH3 G FLAG=KP + 228TH G 666.47 4 11 2 @ + 228TH G 692.47 7 12.6 9 (M1+E2+E0) 0.24 3 I + 228TH3 G FLAG=K + 228TH G 724.42 11 4.8 6 & + 228TH3 G FLAG=IK + 228TH G 739.2 2 3.6 6 I + 228TH3 G FLAG=K + 228TH G 770.2 2 14.3 9 I + 228TH3 G FLAG=K + 228TH G 870.45 2 100 5 M1 + 228TH G 924.3 2 17.0 13 I + 228TH3 G FLAG=K + 228TH G 1706.17 7 18.1 8 M1+E2 +0.42 4 + 228TH G 1835.29 5 64 8 E2+M1 +2.9 3 + 228TH L 1899.95 4 2+ + 228TH G 877.39 7 41 4 + 228TH G 883.6 3 6.6 18 I + 228TH3 G FLAG=K + 228TH G 920.8 3 17 4 I + 228TH3 G FLAG=K + 228TH G 931.02 7 43 4 I + 228TH3 G FLAG=K + 228TH G 1503.7 2 31 3 I + 228TH3 G FLAG=K + 228TH G 1842.14 8 100 5 M1+E2 -0.86 14 + 228TH G 1900.14 17 9 3 + 228TH L 1901.93 8 3-,4 + 228TH G 1383.2 2 100 9 I + 228TH3 G FLAG=K + 228TH G 1505.9 2 100 9 I + 228TH3 G FLAG=K + 228TH G 1523.4 2 109 11 & + 228TH3 G FLAG=IK + 228TH G 1715.06 10 91 6 I + 228TH3 G FLAG=K + 228TH L 1906.64 10 (2+) + 228TH G 490.33 15 93 19 L + 228TH3 G FLAG=M + 228TH G 1074.71 15 84 25 L + 228TH3 G FLAG=M + 228TH G 1907.18 20 100 8 L + 228TH3 G FLAG=M + 228TH L 1925.22 4 3+,4+ + 228TH G 724.42 11 7.9 9 & + 228TH3 G FLAG=IK + 228TH G 750.10 10 7.0 8 I + 228TH3 G FLAG=K + 228TH G 865.15 13 5.2 7 I + 228TH3 G FLAG=K + 228TH G 956.8 2 26 5 I + 228TH3 G FL=968.369$ FLAG=K FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1529.02 6 27.2 14 I + 228TH3 G FLAG=K + 228TH G 1738.48 5 100 5 M1+E2 I + 228TH3 G FLAG=K + 228TH L 1928.57 6 3+ + 228TH G 168.42 9 12 3 I + 228TH3 G FLAG=K + 228TH G 389.12 15 42 6 L + 228TH3 G FLAG=M + 228TH G 584.7 3 30 10 & + 228TH3 G FLAG=IKP + 228TH G 1741.74 21 43 12 + 228TH G 1870.81 9 100 6 (M1+E2) + 228TH L 1937.16 9 2+,3,4+ + 228TH G 397.94 10 100 11 L + 228TH3 G FLAG=M + 228TH G 1062.55 15 37 11 L + 228TH3 G FLAG=M + 228TH G 1750.54 20 30 3 L + 228TH3 G FLAG=M + 228TH G 1879.6 3 4.8 18 L + 228TH3 G FLAG=M + 228TH L 1944.895 11 3+ + 228TH G 184.61 5 1.7 2 (M1) 3.45 I + 228TH3 G FLAG=K + 228TH G 220.61 2 5.2 3 (M1) 2.10 I + 228TH3 G FLAG=K + 228TH G 299.10 10 1.79 21 M1 0.90 I + 228TH3 G FLAG=K + 228TH G 306.61 2 8.3 4 M1 0.84 I + 228TH3 G FLAG=K + 228TH G 512.79 11 5.5 6 I + 228TH3 G FLAG=K + 228TH G 718.31 2 26.2 17 (E1) + 228TH G 776.52 3 32 3 + 228TH G 791.44 9 15 2 (M1) 0.0661 @ + 228TH G 853.97 8 3.4 3 I + 228TH3 G FLAG=K + 228TH G 922.5 2 9.4 5 I + 228TH3 G FLAG=K + 228TH G 928.4 2 3.7 3 I + 228TH3 G FLAG=K + 228TH G 975.98 5 56 3 M1 0.0381 + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1070.40 7 5.0 3 I + 228TH3 G FLAG=K + 228TH G 1549.3 2 5.0 8 I + 228TH3 G FLAG=K + 228TH G 1758.11 5 37.7 20 E2+M1 -9 1 + 228TH G 1887.12 5 100 5 E2+M1 -9.1 9 + 228TH L 1958.72 22 2+ + 228TH G 1772.2 3 100 28 L + 228TH3 G FLAG=M + 228TH G 1958.4 3 83 28 L + 228TH3 G FLAG=M + 228TH L 1964.98 7 2+,3,4+ + 228TH G 548.74 11 46 LT I RI=DRI=RI/2 assumed + 228TH3 G FLAG=K + 228TH G 1778.0 6 6 2 I + 228TH3 G FLAG=K + 228TH G 1907.13 11 100 9 I + 228TH3 G FLAG=K + 228TH G 1965.22 12 43 4 & + 228TH3 G FLAG=K + 228TH L 1974.20 11 3-,4+ + 228TH G 1455.0 2 87 5 I + 228TH3 G FLAG=K + 228TH G 1578.2 2 100 10 I + 228TH3 G FLAG=K + 228TH G 1787.2 2 28 3 I + 228TH3 G FLAG=K + 228TH G 1916.6 3 11.3 23 I + 228TH3 G FLAG=K + 228TH L 1981.97 6 2+,3,4+ + 228TH G 1013.54 13 32 4 & + 228TH3 G FLAG=IK + 228TH G 1795.15 6 100 6 I + 228TH3 G FLAG=K + 228TH G 1924.2 2 15.1 17 I + 228TH3 G FLAG=K + 228TH L 1987.46 10 4+ + 228TH G 1017.92 20 29 7 L + 228TH3 G FL=968.968$ FLAG=M FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1609.41 15 39 8 L + 228TH3 G FLAG=M + 228TH G 1800.86 20 22 4 L + 228TH3 G FLAG=M + 228TH G 1929.78 20 100 11 L + 228TH3 G FLAG=M + 228TH L 1988.1 6 16+ A + 228TH G 388.6 3 G + 228TH L 2010.11 5 2+,3,(4+) + 228TH G 214.85 10 49 7 L ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=1795.90$ FLAG=M FINAL LEVEL FOUND + 228TH G 372.57 20 11 3 L ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=1638.284$ FLAG=MB FINAL LEVEL FOUND + 228TH G 887.33 10 46 5 L + 228TH3 G FLAG=M + 228TH G 919.01 13 47 6 + 228TH G 1040.92 15 75 15 L + 228TH3 G FLAG=M + 228TH G 1823.21 10 65 6 + 228TH G 1952.37 10 100 7 + 228TH L 2013.6 3 2+,3,4+ + 228TH G 1826.7 3 100 38 L + 228TH3 G FLAG=M + 228TH G 1955.9 5 38 14 L + 228TH3 G FLAG=M + 228TH L 2016.76 10 (2-,3-,4-) + 228TH G 1620.67 10 100 (M1+E2) I + 228TH3 G FLAG=K + 228TH L 2022.84 8 + 228TH G 1053.09 20 220 68 L ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=968.968$ FLAG=MB FINAL LEVEL FOUND + 228TH G 1148.16 14 100 20 + 228TH G 1965.22 12 143 14 & + 228TH3 G FLAG=M + 228TH L 2029.84 16 1,2+ + 228TH G 939.87 15 200 70 L ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FL=1091.017$ FLAG=MB FINAL LEVEL FOUND + 228TH G 1013.58 20 100 28 L + 228TH3 G FLAG=M + 228TH G 1971.9 3 78 17 L + 228TH3 G FLAG=M + 228TH G 2029.4 5 39 11 L + 228TH3 G FLAG=M + 228TH L 2036.99 17 2+,3,4+ + 228TH G 1850.13 20 100 18 L + 228TH3 G FLAG=M + 228TH G 1979.3 3 41 11 L + 228TH3 G FLAG=M + 228TH L 2123.1 3 (2+) + 228TH G 1795.1 5 100 38 L + 228TH3 G FLAG=M + 228TH G 1936.3 3 100 24 L + 228TH3 G FLAG=M + 228TH L 2209.7 6 17- B + 228TH G 371.4 3 [E2] G + 228TH L 2407.9 7 18+ A + 228TH G 419.8 3 [E2] G + 228THF G FL=1988.1 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + + + +MASS NUMBER= 228 + +OPTIONS: RECOIL= T ALL= T + DEG=1 keV + DCC(theory)= 0.000 + +Program GTOL Version 7.2h as of 24-May-2013 (Double precision, localized) + + 228TH 228AC B- DECAY 1987DA28 97NDS 199704 + 228TH G 56.96 5 0.019 4 UNPLACED GAMMA IGNORED + 228TH G 137.91 5 0.024 5 M1 7.90 UNPLACED GAMMA IGNORED + 228TH G 466.40 10 0.029 3 UNPLACED GAMMA IGNORED + 228TH G 634.18 10 0.0106 21 UNPLACED GAMMA IGNORED + 228TH G 853.17 10 0.0088 18 U UNPLACED GAMMA IGNORED + 228TH G 1337.33 20 0.0049 15 UNPLACED GAMMA IGNORED + 228TH G 1378.23 10 0.0059 18 UNPLACED GAMMA IGNORED + 228TH G 1385.39 10 0.0106 21 UNPLACED GAMMA IGNORED + 228TH G 1434.22 15 0.0080 23 UNPLACED GAMMA IGNORED + 228TH G 1438.01 10 0.0059 15 UNPLACED GAMMA IGNORED + 228TH G 1480.37 15 0.016 3 UNPLACED GAMMA IGNORED + 228TH G 1529.05 10 0.057 6 UNPLACED GAMMA IGNORED + 228TH G 1671.64 15 0.0041 13 UNPLACED GAMMA IGNORED + 228TH G 1684.01 20 0.015 5 UNPLACED GAMMA IGNORED + 228TH G 1721.4 3 0.0057 21 UNPLACED GAMMA IGNORED + 228TH G 1745.28 20 0.0065 8 UNPLACED GAMMA IGNORED + 228TH G 1784.4 3 0.0059 10 UNPLACED GAMMA IGNORED + 228TH G 1787.3 5 0.0013 5 UNPLACED GAMMA IGNORED + 228TH G 1915.9 4 0.0008 3 UNPLACED GAMMA IGNORED + 228TH G 1919.5 3 0.0021 5 UNPLACED GAMMA IGNORED + 228TH G 1944.20 20 0.0021 5 UNPLACED GAMMA IGNORED + 228TH G 2000.9 5 0.0010 3 UNPLACED GAMMA IGNORED + 228TH L 0.0 0+ A + 228TH L 57.759 4 2+ A + 228TH G 57.766 5 0.47 3 E2 156 A + 228TH3 G FLAG=H + 228THS G LC=114$ MC=31.1$ NC+=11.4 + 228TH L 186.823 4 4+ A + 228TH G 129.065 1 2.42 9 E2 3.81 A + 228TH3 G FLAG=E + 228THS G KC=0.269$ LC=2.58$ MC=0.707$ NC+=0.263 + 228TH L 328.003 4 1- B + 228TH G 270.245 2 3.46 6 E1 0.0474 A + 228TH3 G FLAG=E + 228THS G KC=0.0379$ LC=0.00721$ MC=0.00173$ NC+=0.00061 + 228TH G 328.000 6 2.95 12 E1 0.0308 H + 228THS G KC=0.0247$ LC=0.00458$ MC=0.00110$ NC+=0.00039 + 228TH L 378.179 10 6+ A + 228TH G 191.353 10 0.123 8 E2 0.791 H + 228THS G KC=0.174$ LC=0.450$ MC=0.123$ NC+=0.0454 + 228TH L 396.078 5 3- B + 228TH G 209.253 6 3.89 7 E1 0.086 E + 228THS G KC=0.0678$ LC=0.0135$ MC=0.00323$ NC+=0.00114 + 228TH G 338.320 3 11.27 19 E1 0.0288 A + 228TH3 G FLAG=D + 228THS G KC=0.0231$ LC=0.00426$ MC=0.00102$ NC+=0.00036 + 228TH L 519.192 6 5- B + 228TH G 141.02 3 0.050 8 E1 0.220 J + 228THS G KC=0.171$ LC=0.0366$ MC=0.0088$ NC+=0.00313 + 228TH G 332.370 4 0.40 4 E1 0.0299 A + 228TH3 G FLAG=EJ + 228THS G KC=0.0240$ LC=0.00444$ MC=0.00106$ NC+=0.00038 + 228TH L 831.823 10 0+ C + 228TH G 503.823 13 0.182 12 (E1) 0.0125 A + 228TH3 G FLAG=G + 228THS G KC=0.0101$ LC=0.00178 + 228TH G 774.1 2 0.06 AP [E2] 0.0167 + 228THS G KC=0.0122$ LC=0.00339 + 228TH L 874.473 18 2+ C + 228TH G 478.33 5 0.209 15 E1 0.0139 + 228THS G KC=0.0112$ LC=0.00199$ MC=0.00047$ NC+=0.00017 + 228TH G 546.47 5 0.201 13 [E1] 0.0106 + 228THS G KC=0.0086$ LC=0.00151 + 228TH G 688.10 5 0.067 5 [E2] 0.0212 & + 228TH2 G FL=186.823$ FLAG=B FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.0151$ LC=0.00464 + 228TH G 816.71 10 0.030 3 [M1,E2] 0.038 23 + 228THS G KC=0.030 19$ LC=0.006 3 + 228TH G 874.44 7 0.047 10 [E2] 0.0131 A + 228THS G KC=0.0098$ LC=0.00249 + 228TH L 938.58 7 0+ D + 228TH G 610.64 10 0.023 5 [E1] + 228TH G 880.76 10 0.0062 18 [E2] 0.0129 + 228THS G KC=0.0096$ LC=0.00244 + 228TH L 944.196 13 1,2+ + 228TH G 616.22 3 0.080 5 A + 228TH G 944.196 14 0.095 8 A + 228TH L 968.369 20 3- D + 228TH G 449.15 5 0.048 5 [E2] 0.0563 A + 228THS G KC=0.0335$ LC=0.0168$ MC=0.00439$ NC+=0.00162 + 228TH G 572.14 8 0.150 16 [M1,E2] 0.09 7 A + 228THS G KC=0.07 6$ LC=0.016 8 + 228TH G 640.34 3 0.054 5 [E2] 0.0247 A + 228THS G KC=0.0172$ LC=0.00567 + 228TH L 968.968 5 2+ E + 228TH G 782.142 5 0.485 19 [E2] 0.0163 A + 228TH3 G FLAG=E + 228THS G KC=0.0119$ LC=0.00330 + 228TH G 911.204 4 25.8 4 E2 0.0121 A + 228TH3 G FLAG=D + 228THS G KC=0.0091$ LC=0.00225 + 228TH G 968.971 17 15.8 3 E2 0.0107 A + 228TH3 G FLAG=D + 228THS G KC=0.00815$ LC=0.00194 + 228TH L 979.499 14 2+ + 228TH G 583.41 5 0.111 10 [E1] 0.0094 + 228THS G KC=0.00761$ LC=0.00132 + 228TH G 651.51 3 0.090 8 [E1] 0.0076 A + 228THS G KC=0.00617$ LC=0.00106 + 228TH G 792.8 0.08 AP [E2] 0.0159 +- 1.00 keV unc. assigned to energy + 228THS G KC=0.0116$ LC=0.00319 + 228TH G 921.98 10 0.0147 21 [M1,E2] 0.028 17 & + 228THS G KC=0.022 14$ LC=0.0044 22 + 228TH G 979.48 10 0.026 3 [E2] 0.0105 + 228THS G KC=0.00799$ LC=0.00189 + 228TH L 1016.406 21 2+,3-,4+ + 228TH G 620.38 5 0.080 5 + 228TH G 688.10 5 0.067 5 & + 228TH2 G FL=328.003 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 958.61 4 0.28 4 A + 228TH3 G FLAG=H + 228TH G 1016.44 15 0.019 3 & + 228TH L 1022.527 6 (3)+ E + 228TH G 835.710 6 1.61 6 E2 0.0143 A + 228TH3 G FLAG=EJ + 228THS G KC=0.0106$ LC=0.00279 + 228TH G 964.766 10 4.99 9 E2+M1 -7.2 10 0.0108 A + 228TH3 G FLAG=E + 228THS G KC=0.00821$ LC=0.00196 + 228TH L 1059.93 3 4- + 228TH G 540.76 10 0.026 3 [M1,E2] 0.11 8 + 228THS G KC=0.08 6$ LC=0.018 9 + 228TH G 663.82 10 0.028 6 (M1+E2) 0.06 4 J + 228THS G KC=0.05 4$ LC=0.010 6 + 228TH G 873.17 15 0.031 6 [E1] 0.00441 + 228THS G KC=0.00361$ LC=0.00060 + 228TH L 1091.017 8 4+ E + 228TH G 904.20 4 0.77 3 E2 0.0123 A + 228TH3 G FLAG=FJ + 228THS G KC=0.0092$ LC=0.00229 + 228TH G 1033.248 9 0.201 13 E2 0.0095 A + 228TH3 G FLAG=J + 228THS G KC=0.00727$ LC=0.00167 + 228TH L 1122.951 6 2- F + 228TH G 100.41 3 0.093 13 (E1+M2) 0.23 AP 3.2 AP + 228THS G LC=2.4$ MC=0.64$ NC+=0.25 + 228TH G 153.977 10 0.722 21 E1 0.178 E + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.139$ LC=0.0292$ MC=0.00703$ NC+=0.00250 + 228TH G 726.863 15 0.62 8 (E2) 0.0189 + 228THS G KC=0.0136$ LC=0.00400 + 228TH G 794.947 5 4.25 7 E2+M1 -4.4 10 0.0182 15 A + 228TH3 G FLAG=DK + 228THS G KC=0.0136 13$ LC=0.00349 20 + 228TH G 1065.18 4 0.132 10 A + 228TH L 1153.467 10 2+ 0.29 NS 2 + 228TH G 173.964 13 0.035 5 M1+E2 1.2 +11-6 2.3 18 A + 228THS G KC=1.5 10$ LC=0.66 4$ MC=0.171 22$ NC+=0.063 5 + 228TH G 184.54 2 0.070 8 E0+M1 63 8 4.5 8 + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=53 7$ LC=10.2 13$ MC=0.126$ NC+=0.0462 + 228TH G 278.95 5 0.160 21 (M1,E2) 0.7 5 @ + 228TH3 G FL=874.473$ FLAG=N FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.48 39$ LC=0.130 35$ MC=0.033 7$ NC+=0.0119 24 + 228TH G 321.646 8 0.226 11 [E2] 0.140 A + 228TH3 G FLAG=D + 228THS G KC=0.0643$ LC=0.0550$ MC=0.0147$ NC+=0.00544 + 228TH G 1095.679 20 0.129 10 [M1,E2] 0.018 10 A + 228TH G 1153.52 4 0.139 10 A + 228TH L 1168.375 5 3- F + 228TH G 77.34 3 0.026 5 [E1] 0.235 + 228THS G LC=0.177$ MC=0.0431$ NC+=0.0150 + 228TH G 145.849 10 0.158 8 E1 0.203 H + 228TH3 G FLAG=J + 228THS G KC=0.158$ LC=0.0336$ MC=0.00809$ NC+=0.00287 + 228TH G 199.407 10 0.315 5 E1 0.096 H + 228TH3 G FLAG=J + 228THS G KC=0.0758$ LC=0.0152$ MC=0.00365$ NC+=0.00129 + 228TH G 648.84 10 0.040 4 [E2] 0.0240 & + 228TH2 G FL=519.192 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.0168$ LC=0.00546 + 228TH G 772.291 5 1.49 3 E2+M1 -3.4 +8-27 0.021 3 A + 228TH3 G FLAG=EK + 228THS G KC=0.0157 24$ LC=0.0040 4 + 228TH G 840.377 7 0.91 4 E2 0.0142 A + 228TH3 G FLAG=EJ + 228THS G KC=0.0105$ LC=0.00275 + 228TH G 1110.610 10 0.285 23 E1 @ + 228TH3 G FLAG=AJN + 228TH L 1174.508 18 (5+) E + 228TH G 987.71 20 0.077 13 [M1,E2] 0.024 14 + 228THS G KC=0.019 11$ LC=0.0037 18 + 228TH L 1175.39 5 2+ + 228TH G 231.42 10 0.025 4 [D,E2] 1.0 9 + 228TH G 988.63 20 0.077 13 [E2] 0.0103 + 228TH G 1117.63 10 0.054 8 + 228TH G 1175.31 10 0.024 3 + 228TH L 1226.565 7 (4)- F + 228TH G 135.54 5 0.018 4 E1 0.242 J + 228THS G KC=0.188$ LC=0.0406$ MC=0.0098$ NC+=0.00348 + 228TH G 204.026 10 0.112 15 E1 0.091 H + 228THS G KC=0.0719$ LC=0.0143$ MC=0.00344$ NC+=0.00122 + 228TH G 707.41 5 0.155 15 (E2) 0.0200 H + 228TH3 G FLAG=J + 228THS G KC=0.0143$ LC=0.00711 + 228TH G 830.486 8 0.540 21 E2(+M1) -7.7 9 0.0152 2 A + 228TH3 G FLAG=FJK + 228THS G KC=0.0113 2 $ LC=0.00293 3 + 228TH G 1039.65 15 0.044 9 + 228TH L 1297.423 10 (5)- F + 228TH G 778.23 0.022 6 [M1,E2] 0.04 3 S +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=T + 228THS G KC=0.034 22$ LC=0.007 4 + 228TH G 901.23 15 0.016 3 [E2] 0.0123 + 228THS G KC=0.00926$ LC=0.00231 + 228TH G 1110.610 10 0.019 10 E1 @ + 228TH3 G FLAG=JN + 228TH L 1344.078 11 3- + 228TH G 168.65 10 0.010 3 [E1] 0.143 @ + 228TH2 G FLAG=Q + 228THS G KC=0.112$ LC=0.0232$ MC=0.00557$ NC+=0.00197 + 228TH G 824.934 23 0.050 5 [E2] 0.0147 A + 228THS G KC=0.0108$ LC=0.00288 + 228TH G 947.982 11 0.106 8 [M1,E2] 0.026 15 A + 228THS G KC=0.021 12$ LC=0.0041 20 + 228TH G 1016.44 15 0.019 3 & + 228TH G 1157.14 15 0.0070 13 + 228TH G 1286.27 20 0.050 10 + 228TH L 1416.11 6 2+,3- + 228TH G 471.76 15 0.033 3 [D,E2] 0.14 12 + 228TH G 1019.86 10 0.021 4 + 228TH G 1088.18 15 0.0059 13 + 228TH G 1229.40 15 0.0075 23 + 228TH L 1431.979 6 4+ + 228TH G 257.52 10 0.030 3 (M1) 1.36 J + 228THS G KC=1.09$ LC=0.205$ MC=0.0495$ NC+=0.0180 + 228TH G 263.58 10 0.040 4 E1 0.0502 J + 228THS G KC=0.0400$ LC=0.00766$ MC=0.00184$ NC+=0.00065 + 228TH G 278.95 5 0.031 5 [E2] 0.216 @ + 228TH3 G FL=1153.467$ FLAG=N FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.086$ LC=0.096$ MC=0.0257$ NC+=0.0095 + 228TH G 340.96 5 0.369 21 E2+M1 -5.2 18 0.136 23 E + 228TH3 G FLAG=JK + 228THS G KC=0.073 20$ LC=0.046 2$ MC=0.0122 5$ NC+=0.00450 17 + 228TH G 409.462 6 1.92 4 E2+M1 -5.4 8 0.082 4 A + 228TH3 G FLAG=EK + 228THS G KC=0.049 4$ LC=0.0242 5$ MC=0.00631 10$ NC+=0.00233 4 + 228TH G 452.47 10 0.015 5 [E2] 0.0553 + 228THS G KC=0.0330$ LC=0.0164$ MC=0.00429$ NC+=0.00158 + 228TH G 463.004 6 4.40 7 E2 0.0522 A + 228TH3 G FLAG=E + 228THS G KC=0.0316$ LC=0.0152$ MC=0.00397$ NC+=0.00146 + 228TH G 1103.41 10 0.0150 23 [E3] B ? UNCERTAIN GAMMA IS IGNORED + 228TH2 G FL=328.003$ FLAG=P FINAL LEVEL FOUND + 228TH G 1245.05 20 0.095 18 [M1,E2] 0.013 7 L + 228TH G 1374.19 10 0.014 4 + 228TH L 1450.394 10 4- + 228TH G 18.4 0.014 4 [E1] 6.6 0.11 3 S +- 1.00 keV unc. assigned to energy + 228TH G 223.85 10 0.054 5 M1+E2 -0.18 5 1.97 3 J + 228TH3 G FLAG=K + 228THS G KC=1.56 3$ LC=0.302 1$ MC=0.0729 2$ NC+=0.0266 1 + 228TH G 282.00 3 0.072 19 M1+E2 -0.51 12 0.88 7 A + 228TH3 G FLAG=HJK + 228THS G KC=0.69 6$ LC=0.145 6$ MC=0.0355 11$ NC+=0.0129 4 + 228TH G 327.44 0.12 4 [E2] 0.132 S +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=T + 228THS G KC=0.0621$ LC=0.0515$ MC=0.0137$ NC+=0.00508 + 228TH G 480.94 20 0.023 5 [M2] P + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 930.93 10 0.0124 18 & + 228TH G 1054.11 20 0.018 5 + 228TH L 1531.474 6 3+ + 228TH G 99.509 6 1.26 7 M1 4.09 A + 228TH2 G FLAG=H + 228THS G LC=3.07$ MC=0.741$ NC+=0.273 + 228TH G 356.94 10 0.0170 18 [E2] 0.103 + 228THS G KC=0.0523$ LC=0.0374$ MC=0.0099$ NC+=0.00368 + 228TH G 377.99 10 0.025 3 [M1,E2] 0.28 19 + 228THS G KC=0.21 17$ LC=0.051 20$ MC=0.013 5$ NC+=0.0046 16 + 228TH G 440.44 5 0.121 8 M1 0.314 + 228THS G KC=0.252$ LC=0.0471$ MC=0.0113$ NC+=0.00410 + 228TH G 508.959 17 0.45 5 E2(+M1) 1.1 GT 0.08 4 A + 228THS G KC=0.06 3$ LC=0.016 5 + 228TH G 562.500 4 0.87 3 E2+M1 +1.6 6 0.07 3 A + 228TH3 G FLAG=EK + 228THS G KC=0.051 23$ LC=0.013 4 + 228TH G 1135.24 15 0.0098 15 + 228TH G 1344.59 15 0.0090 18 + 228TH L 1539.21 9 2,3,4 + 228TH G 416.30 20 0.0132 21 [E1] 0.0185 + 228THS G KC=0.0149$ LC=0.00268$ MC=0.000640$ NC+=0.000228 + 228TH G 1142.85 15 0.0103 21 + 228TH L 1617.78 7 2+,3,4+ + 228TH G 648.84 10 0.040 4 & + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1430.95 10 0.035 7 + 228TH G 1559.85 20 0.020 4 + 228TH L 1638.284 9 2+ G + 228TH G 470.25 20 0.013 3 [E1] 0.0144 + 228THS G KC=0.0116$ LC=0.00206$ MC=0.00049$ NC+=0.00018 + 228TH G 515.06 10 0.049 5 [E1] 0.0120 + 228THS G KC=0.0097$ LC=0.00170 + 228TH G 1309.71 20 0.019 6 + 228TH G 1451.40 15 0.0106 21 + 228TH G 1580.53 3 0.60 4 (M1,E2) A + 228TH3 G FLAG=I + 228TH G 1638.281 10 0.47 3 (E2) A + 228TH3 G FLAG=IJ + 228TH L 1643.125 15 (2-,3-) + 228TH G 474.75 10 0.022 3 [M1,E2] 0.15 11 + 228THS G KC=0.12 9$ LC=0.026 13$ MC=0.006 3$ NC+=0.0023 10 + 228TH G 520.151 16 0.067 5 (M1) 0.201 A + 228THS G KC=0.161$ LC=0.0301 + 228TH G 627.23 20 0.014 3 + 228TH G 674.16 0.109 LE [E1] R +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 674.75 0.109 LE [M1,E2] 0.06 4 R +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FL=968.369 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.048 32$ LC=0.010 5 + 228TH G 699.08 15 0.037 5 [D,E2] 0.05 4 + 228TH G 1247.08 4 0.50 3 (M1) 0.0201 A + 228TH3 G FLAG=IL + 228TH G 1315.34 10 0.015 3 [M1,E2] 0.012 6 + 228TH L 1645.954 12 3+ + 228TH G 114.56 7 0.0098 21 [M1,E2] 10 4 + 228THS G KC=5.5 52$ LC=3.2 12$ MC=0.9 4$ NC+=0.32 14 + 228TH G 419.42 10 0.021 3 [E1] 0.0182 + 228THS G KC=0.0147$ LC=0.00264$ MC=0.00063$ NC+=0.000225 + 228TH G 492.37 10 0.0235 23 [M1,E2] 0.14 10 + 228THS G KC=0.11 8$ LC=0.024 12$ MC=0.006 3$ NC+=0.0021 10 + 228TH G 523.131 16 0.103 8 [E1] 0.0116 A + 228TH3 G FL=1122.951$ FLAG=B FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.00942$ LC=0.000165 + 228TH G 555.12 10 0.046 5 [M1,E2] 0.10 7 + 228THS G KC=0.08 6$ LC=0.017 9 + 228TH G 623.27 20 0.011 3 [M1,E2] 0.08 5 + 228THS G KC=0.06 4$ LC=0.012 6 + 228TH G 629.40 5 0.045 5 [D,E2] 0.06 6 + 228TH G 666.45 10 0.057 6 [M1,E2] 0.06 4 @ + 228TH3 G FLAG=N + 228THS G KC=0.05 3$ LC=0.010 5 + 228TH G 677.11 10 0.062 5 [M1,E2] 0.06 4 + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.05 3$ LC=0.010 5 + 228TH G 1250.04 10 0.062 5 A + 228TH G 1459.138 15 0.83 8 E2 A + 228TH3 G FLAG=IJ + 228TH G 1588.20 3 3.22 8 E2 A + 228TH3 G FLAG=IJ + 228TH L 1682.81 3 2+,3(+),4+ + 228TH G 660.1 3 0.005 AP [M1,E2] 0.06 4 + 228THS G KC=0.05 3$ LC=0.010 5 + 228TH G 1495.910 20 0.86 4 (E2) A + 228TH3 G FLAG=IJ + 228TH G 1625.06 5 0.255 18 A + 228TH L 1683.82 5 (4-) + 228TH G 457.17 15 0.0150 23 [M1,E2] 0.17 12 + 228THS G KC=0.13 10$ LC=0.029 14$ MC=0.007 3$ NC+=0.0026 11 + 228TH G 1164.50 8 0.065 5 (M1+E2) 0.016 9 J + 228TH G 1287.68 20 0.080 15 (M1+E2) 0.012 7 J + 228TH L 1688.394 11 2+,3+ G + 228TH G 42.46 5 0.009 3 [M1] 49 + 228TH G 672.00 15 0.026 8 + 228TH G 813.77 15 0.0070 16 [M1,E2] 0.038 23 + 228THS G KC=0.030 19$ LC=0.006 3 + 228TH G 1501.57 5 0.46 3 G + 228TH G 1630.627 10 1.51 4 (M1,E2) A + 228TH2 G FLAG=I + 228TH L 1724.283 6 2+ + 228TH G 497.49 15 0.0059 18 [M2] 0.608 P + 228THS G KC=0.457$ LC=0.113$ MC=0.0282$ NC+=0.0104 + 228TH G 548.73 15 0.023 3 [M1,E2] 0.10 7 + 228THS G KC=0.08 6$ LC=0.017 9 + 228TH G 570.91 10 0.182 24 (M1) 0.156 G + 228THS G KC=0.125$ LC=0.0234 + 228TH G 701.747 14 0.173 10 (M1) 0.091 A + 228TH3 G FLAG=J + 228THS G KC=0.0726$ LC=0.0135 + 228TH G 755.315 4 1.00 3 M1 0.0747 A + 228TH3 G FLAG=DJ + 228THS G KC=0.0599$ LC=0.0111 + 228TH G 1537.89 10 0.047 5 B + 228TH2 G FL=186.823 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1666.523 13 0.178 13 M1 A + 228TH3 G FLAG=J + 228TH G 1724.21 4 0.029 3 A + 228TH L 1735.450 25 (4+) + 228TH G 1217.03 10 0.021 3 B + 228TH2 G FL=519.192 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1357.78 15 0.020 4 B + 228TH2 G FL=378.179 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1548.65 4 0.038 4 A + 228TH G 1677.67 3 0.054 5 A + 228TH L 1743.89 3 4+ + 228TH G 399.62 10 0.029 3 [E1] 0.0212 + 228THS G KC=0.0162$ LC=0.00293$ MC=0.000701$ NC+=0.000250 + 228TH G 590.4 0.017 3 [E2] 0.0295 S +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=T + 228THS G KC=0.0200$ LC=0.00716 + 228TH G 684.0 0.019 5 [E1] S +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=T + 228TH G 1347.50 15 0.015 3 + 228TH G 1365.70 15 0.014 3 M + 228TH G 1415.66 10 0.021 4 [E3] P + 228TH3 G FL=328.003 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1557.11 4 0.178 13 (E2+M1) +1.2 2 A + 228TH3 G FLAG=JK + 228TH G 1686.09 7 0.095 8 (E2) A + 228TH3 G FLAG=J + 228TH L 1758.24 12 2+,3,4+ + 228TH G 326.04 20 0.033 5 [D,E2] 0.4 3 + 228TH G 1571.52 20 0.0057 16 + 228TH G 1700.59 20 0.0101 23 + 228TH L 1760.218 24 2+,3(+) G + 228TH G 737.72 5 0.037 4 [M1,E2] 0.05 3 + 228TH G 791.49 25 0.010 3 [M1,E2] 0.04 3 @ + 228TH3 G FL=968.968$ FLAG=N FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.032 21$ LC=0.007 4 + 228TH G 1573.26 5 0.033 3 (E2) A + 228TH3 G FLAG=J + 228TH G 1702.43 5 0.048 5 A + 228TH L 1795.90 10 3-,4+ + 228TH G 1276.69 10 0.014 3 + 228TH G 1738.22 25 0.018 4 + 228TH L 1797.65 8 2+ + 228TH G 1401.49 10 0.012 3 + 228TH G 1469.71 15 0.020 4 + 228TH G 1740.4 3 0.011 3 + 228TH G 1797.5 5 0.0021 8 + 228TH L 1892.996 17 3+ + 228TH G 666.45 10 0.005 2 [E1] @ + 228TH3 G FLAG=N + 228TH G 692.5 0.0056 7 (M1+E2+E0) 0.24 3 S +- 1.00 keV unc. assigned to energy +***** GAMMA= 692.5 CANNOT BE PLACED FROM LEVEL 1892.996 WITHIN +- 10.0 keV + 228TH3 G FLAG=T + 228TH G 770.04 0.0063 8 [E1] S +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=T + 228TH G 870.46 4 0.044 4 M1 0.0515 A + 228TH3 G FLAG=J + 228THS G KC=0.0414$ LC=0.00762 + 228TH G 924.03 0.0075 10 [M1,E2] S +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=T + 228TH G 1706.19 10 0.0085 10 M1+E2 +0.42 4 J + 228TH3 G FLAG=K + 228TH G 1835.43 10 0.038 4 E2+M1 +2.9 3 J + 228TH3 G FLAG=K + 228TH L 1899.95 4 2+ G + 228TH G 877.46 10 0.014 3 [M1,E2] 0.032 19 + 228THS G KC=0.025 15$ LC=0.005 3 + 228TH G 930.93 10 0.0124 18 & + 228TH G 1713.47 20 0.0054 10 + 228TH G 1842.13 10 0.042 4 M1+E2 -0.86 14 J + 228TH3 G FLAG=K + 228TH G 1900.07 20 0.0028 5 + 228TH L 1906.64 10 (2+) + 228TH G 490.33 15 0.0111 23 [D,E2] 0.12 11 + 228TH G 1074.71 15 0.010 3 + 228TH G 1907.18 20 0.0119 10 + 228TH L 1928.57 6 3+ + 228TH G 168.65 10 0.0030 7 [M1,E2] 2.9 16 @ + 228TH2 G FLAG=Q + 228THS G KC=1.9 17$ LC=0.73 6$ MC=0.19 3$ NC+=0.070 10 + 228TH G 389.12 15 0.0103 15 [M1,E2] 0.26 18 + 228TH G 1742.0 3 0.0080 23 + 228TH G 1870.83 10 0.0243 23 (M1+E2) J + 228TH L 1937.16 9 2+,3,4+ + 228TH G 397.94 10 0.027 3 + 228TH G 1062.55 15 0.010 3 + 228TH G 1750.54 20 0.0080 8 + 228TH G 1879.6 3 0.0013 5 + 228TH L 1944.895 11 3+ G + 228TH G 718.48 15 0.019 4 (E1) J + 228TH G 776.56 10 0.019 6 + 228TH G 791.49 25 0.013 3 (M1) 0.0661 @ + 228TH3 G FLAG=N + 228THS G KC=0.0530$ LC=0.0098 + 228TH G 853.17 10 0.0031 4 [M1,E2] 0.034 20 B + 228TH2 G FL=1091.017$ FLAG=U FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.027 17$ LC=0.005 3 + 228TH G 921.98 10 0.0147 21 & + 228TH G 975.96 5 0.050 5 M1 0.0381 J + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.0306$ LC=0.00563 + 228TH G 1000.69 15 0.005 + 228TH G 1758.11 10 0.035 4 E2+M1 -9 1 J + 228TH3 G FLAG=K + 228TH G 1887.10 5 0.090 8 E2+M1 -9.1 1 J + 228TH3 G FLAG=K + 228TH L 1958.72 22 2+ + 228TH G 1772.2 3 0.0018 5 + 228TH G 1958.4 3 0.0015 5 + 228TH L 1987.46 10 4+ + 228TH G 1017.92 20 0.0057 13 + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1609.41 15 0.0077 15 + 228TH G 1800.86 20 0.0044 8 + 228TH G 1929.78 20 0.0199 21 + 228TH L 2010.11 5 2+,3,(4+) + 228TH G 214.85 10 0.029 4 [D,E2] 1.2 11 + 228TH G 372.57 20 0.0067 15 [D,E2] 0.26 24 + 228TH3 G FL=1638.284 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 887.33 10 0.027 3 + 228TH G 918.97 10 0.027 3 + 228TH G 1040.92 15 0.044 9 + 228TH G 1823.22 10 0.044 4 + 228TH G 1952.33 15 0.059 5 + 228TH L 2013.6 3 2+,3,4+ + 228TH G 1826.7 3 0.0021 8 + 228TH G 1955.9 5 0.0008 3 + 228TH L 2022.84 10 + 228TH G 384.63 20 0.0067 15 [D,E2] 0.24 22 + 228TH G 1053.09 20 0.013 4 B + 228TH3 G FL=968.968 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1148.12 15 0.0059 13 + 228TH G 1190.81 20 0.0062 16 + 228TH G 1965.24 20 0.0204 18 + 228TH L 2029.84 16 1,2+ + 228TH G 939.87 15 0.009 3 B + 228TH3 G FL=1091.017$ FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1013.58 20 0.0046 13 + 228TH G 1971.9 3 0.0036 8 + 228TH G 2029.4 5 0.0018 5 + 228TH L 2036.99 17 2+,3,4+ + 228TH G 1850.13 20 0.0044 8 + 228TH G 1979.3 3 0.0018 5 + 228TH L 2123.1 3 (2+) + 228TH G 1795.1 5 0.0021 8 + 228TH G 1936.3 3 0.0021 5 + + + +MASS NUMBER= 228 + +OPTIONS: RECOIL= T ALL= T + DEG=1 keV + DCC(theory)= 0.000 + +Program GTOL Version 7.2h as of 24-May-2013 (Double precision, localized) + + 228TH 228PA EC DECAY 1995BA42 97NDS 199704 + 228TH G 141.9 1 0.21 3 UNPLACED GAMMA IGNORED + 228TH G 206.30 5 0.50 7 UNPLACED GAMMA IGNORED + 228TH G 216.1 1 1.1 3 UNPLACED GAMMA IGNORED + 228TH G 357.3 1 0.37 4 UNPLACED GAMMA IGNORED + 228TH G 425.4 1 0.41 5 UNPLACED GAMMA IGNORED + 228TH G 443.8 1 0.62 7 UNPLACED GAMMA IGNORED + 228TH G 471.7 2 0.37 9 UNPLACED GAMMA IGNORED + 228TH G 490.7 1 0.82 4 G UNPLACED GAMMA IGNORED + 228TH G 555.7 1 1.5 2 UNPLACED GAMMA IGNORED + 228TH G 621.6 3 1.0 2 G UNPLACED GAMMA IGNORED + 228TH G 796 1 2.0 AP J UNPLACED GAMMA IGNORED + 228TH G 801.2 1 0.46 5 UNPLACED GAMMA IGNORED + 228TH G 895.9 1 1.41 7 UNPLACED GAMMA IGNORED + 228TH G 1017.2 2 0.82 12 G UNPLACED GAMMA IGNORED + 228TH G 1018.9 2 1.3 2 UNPLACED GAMMA IGNORED + 228TH G 1024.4 2 0.43 6 UNPLACED GAMMA IGNORED + 228TH G 1058.5 1 0.66 7 UNPLACED GAMMA IGNORED + 228TH G 1062.4 1 0.57 6 UNPLACED GAMMA IGNORED + 228TH G 1074.7 3 0.42 5 G UNPLACED GAMMA IGNORED + 228TH G 1077.5 3 0.36 5 G UNPLACED GAMMA IGNORED + 228TH G 1103.4 1 0.44 4 UNPLACED GAMMA IGNORED + 228TH G 1175.6 2 0.24 4 G UNPLACED GAMMA IGNORED + 228TH G 1281.7 2 0.29 3 UNPLACED GAMMA IGNORED + 228TH G 1286.3 3 0.39 9 G UNPLACED GAMMA IGNORED + 228TH G 1310.8 1 0.48 5 UNPLACED GAMMA IGNORED + 228TH G 1358.0 2 0.34 5 UNPLACED GAMMA IGNORED + 228TH G 1432 1 1.3 LE @ UNPLACED GAMMA IGNORED + 228TH2 G FLAG=P + 228TH G 1480.4 3 0.77 10 G UNPLACED GAMMA IGNORED + 228TH G 1483.2 3 0.52 7 G UNPLACED GAMMA IGNORED + 228TH G 1486.3 3 0.27 7 G UNPLACED GAMMA IGNORED + 228TH G 1542.8 2 0.28 5 UNPLACED GAMMA IGNORED + 228TH G 1547.2 3 0.54 11 G UNPLACED GAMMA IGNORED + 228TH G 1609.6 1 0.92 7 (M1) UNPLACED GAMMA IGNORED + 228TH G 1677.9 1 0.65 5 UNPLACED GAMMA IGNORED + 228TH G 1746.2 2 0.34 4 UNPLACED GAMMA IGNORED + 228TH G 1752.1 2 0.37 4 G UNPLACED GAMMA IGNORED + 228TH G 1784.4 2 0.62 5 G UNPLACED GAMMA IGNORED + 228TH G 1807.2 1 0.60 5 UNPLACED GAMMA IGNORED + 228TH G 1865.1 1 0.80 4 UNPLACED GAMMA IGNORED + 228TH G 1919.4 2 0.26 3 UNPLACED GAMMA IGNORED + 228TH G 1936.0 2 0.20 3 UNPLACED GAMMA IGNORED + 228TH G 1958.1 2 0.29 3 UNPLACED GAMMA IGNORED + 228TH L 0.0 0+ A + 228TH L 57.76 2+ A + 228TH G 57.76 2 5.5 3 E2 156 + 228THS G LC= 114$ MC= 31.1$ N+= 11.5 + 228TH L 186.82 4+ A + 228TH G 129.06 2 45.7 23 E2 3.81 + 228THS G KC= 0.269 $LC= 2.58$ MC= 0.707$ N+= 0.263 + 228TH L 328.00 1- B + 228TH G 270.25 2 33.9 17 E1 0.0474 + 228THS G KC= 0.0379 $LC=0.00721$ MC=0.00173 $N+=0.00061 $ + 228TH G 328.03 4 30 3 E1 0.0308 G + 228THS G KC=0.0247$ LC=0.00458$ MC=0.00110 $N+=0.00039 $ + 228TH L 378.18 6+ A + 228TH G 191.35 2 4.60 23 E2 0.791 A + 228THS G KC=0.174$ LC=0.450$ MC=0.123$ NC+=0.0454 + 228TH L 396.08 3- B + 228TH G 68.08 0.04 LE [E2] 70.2 N +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228THS G LC=51.0$ MC=14.0$ NC+=5.16 + 228TH G 209.26 2 26.3 13 E1 0.086 + 228THS G KC=0.0678$ LC=0.0135$ MC=0.00323$ NC+=0.00114 + 228TH G 338.32 2 82 4 E1 0.0288 + 228THS G KC=0.0231$ LC=0.00426$ MC=0.00102$ NC+=0.00036 + 228TH L 519.19 5- B + 228TH G 141.00 2 2.08 10 E1 0.220 K + 228THS G KC=0.171$ LC=0.0366$ MC=0.0088$ NC+=0.00313 + 228TH G 332.37 2 21.0 11 E1 0.0299 K + 228THS G KC=0.0240$ LC=0.00444$ MC=0.00106$ NC+=0.00038 + 228TH L 695.6 7- ? + 228TH L 831.82 0+ C + 228TH G 503.7 2 0.78 8 (E1) 0.0125 A + 228THS G KC=0.0101$ LC=0.00178 + 228TH G 774.06 0.26 AP [E2] 0.0167 N +- 1.00 keV unc. assigned to energy + 228THS G KC=0.0122$ LC=0.00339 + 228TH L 874.47 2+ C + 228TH G 478.45 4 3.17 17 E1 0.0139 K + 228THS G KC=0.0112$ LC=0.00199$ MC=0.00047$ NC+=0.00017 + 228TH G 546.45 2 2.80 14 [E1] 0.0107 + 228THS G KC=0.00864$ LC=0.00151 + 228TH G 688.14 8 1.21 14 [E2] 0.0212 & + 228TH3 G FL=186.82 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.0151$ LC=0.00464 + 228TH G 816.50 12 0.33 4 [M1,E2] 0.038 23 + 228THS G KC=0.030 19$ LC=0.006 3 + 228TH G 874.5 2 0.77 12 [E2] 0.0131 G + 228THS G KC=0.0098$ LC=0.00249 + 228TH L 944.20 1,2+ + 228TH G 616.15 5 1.07 8 + 228TH G 944.31 6 0.98 8 + 228TH L 968.37 3- F + 228TH G 449.23 3 2.45 13 [E2] 0.0563 + 228THS G KC=0.0335$ LC=0.0168$ MC=0.00439$ NC+=0.00162 + 228TH G 572.30 2 5.8 3 [M1,E2] 0.09 7 + 228THS G KC=0.07 6$ LC=0.016 8 + 228TH G 640.33 5 1.53 10 [E2] 0.0247 + 228THS G KC=0.0172$ LC=0.00567 + 228TH L 968.97 2+ G + 228TH G 782.08 3 4.70 23 [E2] 0.0163 + 228THS G KC=0.0119$ LC=0.00330 + 228TH G 911.20 2 247 12 E2+M1 +24 8 0.0121 + 228THS G KC=0.0091$ LC=0.00225 + 228TH G 968.98 2 149 8 E2 0.0107 + 228THS G KC=0.00815$ LC=0.00194 + 228TH L 979.50 2+ D + 228TH G 583.4 1 3.6 3 [E1] 0.0094 I + 228THS G KC=0.00761$ LC=0.00132 + 228TH G 651.40 5 1.59 10 [E1] + 228TH3 G FLAG=G + 228THS G CC=0.00758$ KC=0.00617$ LC=0.00106 + 228TH G 792.68 1.4 AP [E2] 0.0159 G +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=N + 228THS G KC=0.0116$ LC=0.00319 + 228TH G 921.74 0.30 LT [M1,E2] 0.028 17 G +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FLAG=N + 228THS G KC=0.022 14$ LC=0.0044 22 + 228TH G 979.4 4 0.5 AP [E2] 0.0105 G + 228THS G KC=0.00799$ LC=0.00180 + 228TH L 1016.41 2+,3-,4+ + 228TH G 620.27 5 1.41 10 G + 228TH G 688.14 8 1.21 14 & + 228TH3 G FL=328.00 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 958.69 11 5.0 6 G + 228TH G 1016.41 0.34 6 G +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=N + 228TH L 1022.53 (3)+ G + 228TH G 835.65 2 42.7 22 E2 0.0143 + 228THS G KC=0.0106$ LC=0.00279 + 228TH G 964.80 2 122 6 E2+M1 -7.2 10 0.0108 + 228THS G KC=0.00821$ LC=0.00196 + 228TH L 1059.93 4- + 228TH G 540.66 5 0.89 6 [M1,E2] 0.11 8 + 228THS G KC=0.08 6$ LC=0.018 9$ + 228TH G 663.92 8 1.44 11 (M1+E2) 0.06 4 + 228THS G KC=0.05 4$ LC=0.010 6 + 228TH G 873.0 2 1.66 17 [E1] 0.00441 G + 228THS G KC=0.00361$ LC=0.00060 + 228TH L 1091.02 4+ G + 228TH G 694.8 2 0.76 10 [E1] 0.00671 G + 228THS G KC=0.00547$ LC=0.00093 + 228TH G 713.1 3 0.48 11 [E2] 0.0197 I + 228THS G KC=0.0141$ LC=0.00421 + 228TH G 904.19 3 26.5 13 E2 0.0123 + 228THS G KC=0.0092$ LC=0.00229 + 228TH G 1033.27 7 7.6 4 E2 0.0095 + 228TH L 1122.95 2- H + 228TH G 100.42 0.5 LT (E1+M2) 0.23 AP 3.2 AP A +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FLAG=EN + 228THS G LC=2.4$ MC=0.64$ NC+=0.25 + 228TH G 153.95 2 5.5 3 E1 0.178 K + 228THS G KC=0.139$ LC=0.0292$ MC=0.00703$ NC+=0.00250 + 228TH G 726.90 10 4.4 6 (E2) 0.0189 A + 228THS G KC=0.0136$ LC=0.00400 + 228TH G 794.97 2 34.4 17 E2+M1 -4.4 10 0.0182 15 + 228THS G KC=0.0136 13$ LC=0.00349 20 + 228TH G 1065.21 7 1.03 7 [E1] 0.00311 + 228THS G KC=0.00255$ LC=0.00042 + 228TH L 1153.47 2+ I + 228TH G 174.02 4 0.30 3 M1+E2 1.2 +11-6 2.23 18 A + 228TH2 G FLAG=E + 228THS G KC=1.5 10$ LC=0.66 4$ MC=0.171 22$ NC+=0.063 5 + 228TH G 184.61 5 0.21 3 E0+M1 63 8 @ + 228TH3 G FL=968.97$ FLAG=M FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 278.66 2 0.44 6 (M1+E2) 0.7 5 @ + 228TH3 G FL=874.47$ FLAG=AM FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.5 4$ LC=0.13 4$ MC=0.033 7$ NC+=0.0120 25 + 228TH G 321.71 3 0.67 4 [E2] 0.140 + 228THS G KC=0.0643$ LC=0.0550$ MC=0.0147$ NC+=0.00544 + 228TH G 966.64 0.5 LE [E2] 0.0108 I +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FLAG=N + 228TH G 1095.74 14 0.32 6 [M1,E2] 0.018 10 + 228TH G 1153.6 3 0.37 8 + 228TH L 1168.38 3- H + 228TH G 77.36 0.44 9 [E1] 0.235 N +- 1.00 keV unc. assigned to energy + 228THS G LC=0.177$ MC=0.0431$ NC+=0.0150 + 228TH G 145.82 2 2.57 13 E1 0.203 K + 228THS G KC=0.158$ LC=0.0336$ MC=0.00809$ NC+=0.00287 + 228TH G 199.40 2 4.65 23 E1 0.096 K + 228THS G KC=0.0758$ LC=0.0152$ MC=0.00365$ NC+=0.00129 + 228TH G 649.12 7 0.97 9 [E2] 0.0240 & + 228THS G KC=0.0168$ LC=0.00546 + 228TH G 772.28 2 25.2 13 E2+M1 -3.4 +8-27 0.021 3 + 228THS G KC=0.0157 24$ LC=0.0040 4 + 228TH G 840.36 4 15.9 8 E2 0.0142 + 228THS G KC=0.0105$ LC=0.00275 + 228TH G 981.5 2 0.76 10 [E1] I + 228THS G CC=0.00358$ KC=0.00294$ LC=0.00049 + 228TH G 1110.55 5 4.7 5 E1 @ + 228THS G CC=0.00289$ KC=0.00237$ LC=0.00039 + 228TH L 1174.51 (5+) G + 228TH G 987.92 10 4.31 22 [M1,E2] 0.024 14 + 228THS G KC=0.019 11$ LC=0.0037 18 + 228TH L 1175.4 2+ ? + 228TH L 1200.5 (3)+ I + 228TH G 178.14 7 0.2 LE E0 1.2 RI=DRI=RI/2 assumed + 228TH G 231.50 5 0.92 5 [M1,E2] 1.1 8 + 228THS G KC=0.8 7$ LC=0.24 4$ MC=0.061 6$ NC+=0.0223 20 + 228TH G 1013.54 13 0.38 5 [M1,E2] 0.022 13 & + 228THS G KC=0.018 11$ LC=0.0034 17 + 228TH G 1142.78 0.10 3 [M1,E2] 0.017 9 +- 1.00 keV unc. assigned to energy + 228THS G KC=0.013 8$ LC=0.0025 12 + 228TH L 1226.57 (4)- H + 228TH G 135.51 2 1.04 6 E1 0.242 K + 228THS G KC=0.188$ LC=0.0406$ MC=0.0098$ NC+=0.00348 + 228TH G 204.05 2 6.0 3 E1 0.091 K + 228THS G KC=0.0719$ LC=0.0143$ MC=0.00344$ NC+=0.00122 + 228TH G 707.40 3 7.9 4 (E2) 0.0200 + 228THS G KC=0.0143 $ LC=0.00431 + 228TH G 830.48 3 29.0 15 E2(+M1) -7.7 9 0.0152 2 + 228THS G KC=0.0113 2 $ LC=0.00293 3 + 228TH G 1039.87 6 2.92 15 + 228TH L 1297.42 (5)- H + 228TH G 601.7 3 0.30 5 [E2] 0.0283 & ? UNCERTAIN GAMMA IS IGNORED + 228TH G 778.1 2 2.7 3 [M1,E2] 0.04 3 G + 228THS G KC=0.034 22$ LC=0.007 4 + 228TH G 901.4 3 2.0 3 [E2] 0.0123 G + 228THS G KC=0.0093$ LC=0.00231 + 228TH G 1110.55 5 2.4 2 E1 @ + 228TH3 G FLAG=I + 228TH L 1344.08 3- J ? + 228TH G 948 0.2 AP +- 1.00 keV unc. assigned to energy + 228TH L 1416.1 2+,3- ? + 228TH L 1431.98 4+ + 228TH G 257.49 2 1.40 7 (M1) 1.36 K + 228THS G KC=1.09$ LC=0.205$ MC=0.0495$ NC+=0.0180 + 228TH G 263.62 2 2.17 11 E1 0.0502 K + 228THS G KC=0.0400$ LC=0.00766$ MC=0.00184$ NC+=0.00065 + 228TH G 278.66 2 1.61 21 [E2] 0.216 @ + 228TH3 G FL=1153.47$ FLAG=M FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.086$ LC=0.095$ MC=0.0257$ NC+=0.0095 + 228TH G 340.98 2 20.5 10 E2+M1 -5.2 18 0.136 23 + 228THS G KC=0.073 20$ LC=0.046 2$ MC=0.0122 5$ NC+=0.00450 17 + 228TH G 409.45 2 100 5 E2+M1 -5.4 8 0.082 4 + 228THS G KC= 0.049 4$ LC=0.0242 5$ MC=0.00631 10$ N+=0.00233 4 + 228TH G 452.52 6 1.02 8 [E2] 0.0553 + 228THS G KC=0.0330$ LC=0.0164$ MC=0.00429$ NC+=0.00158 + 228TH G 463.02 2 224 11 E2 0.0522 + 228THS G KC= 0.0316 $LC=0.0152 $MC=0.00397 $N+=0.00146 $ + 228TH G 1053.80 0.5 AP I +- 1.00 keV unc. assigned to energy + 228TH G 1245.17 6 5.6 3 [M1,E2] 0.013 7 G + 228THS G KC=0.011 6$ LC=0.0020 10 + 228TH G 1374.26 7 1.0 AP + 228TH L 1450.39 4- + 228TH G 18.41 3.7 5 [E1] 6.6 28 3 +- 1.00 keV unc. assigned to energy + 228THS G L/T=0.59$ M/T=0.31 + 228TH G 153.02 2 1.11 6 M1+E2 0.60 8 4.8 2 + 228THS G KC=3.5 2$ LC=0.97 2$ MC=0.245 6$ NC+=0.090 2 + 228TH G 223.80 2 13.3 7 M1+E2 -0.18 5 1.97 3 + 228THS G KC= 1.56 3$ LC= 0.302 1$ MC= 0.0729 2$ N+= 0.0266 1$ + 228TH G 275.85 4 0.82 7 [E1] 0.0453 + 228THS G KC=0.0362$ LC=0.00687$ MC=0.00165$ NC+=0.00058 + 228TH G 282.01 2 18.6 9 M1+E2 -0.51 12 0.88 7 + 228THS G KC=0.69 6$ LC= 0.145 6$ MC=0.0355 11$ N+=0.0129 4 + 228TH G 327.45 4 31 3 [E2] 0.132 G + 228THS G KC=0.0621$ LC=0.0515$ MC=0.0137$ NC+=0.00508 + 228TH G 359.36 3 1.30 7 [E1] 0.0252 + 228THS G KC=0.0203$ LC=0.00372$ MC=0.00089$ NC+=0.00032 + 228TH G 390.45 5 1.11 6 [M1,E2] 0.26 18 + 228THS G KC=0.20 16$ LC=0.046 19$ MC=0.011 5$ NC+=0.0042 16 + 228TH G 427.90 3 1.24 8 [E1] 0.0174 + 228THS G KC=0.0141$ LC=0.00252$ MC=0.00060$ NC+=0.00022 + 228TH G 434.01 3 1.73 10 [D,E2] 0.14 13 + 228TH G 482.03 5 1.84 13 [M1,E2] 0.15 10 + 228THS G KC=0.11 9$ LC=0.025 12$ MC=0.006 3$ NC+=0.0022 10 + 228TH G 1054.23 6 3.3 3 [M1,E2] 0.020 11 + 228THS G KC=0.016 9$ LC=0.0031 15 + 228TH L 1531.47 3+ + 228TH G 99.47 6 1.8 3 M1 4.09 + 228THS G LC=3.07$ MC=0.741$ NC+=0.273 + 228TH G 356.96 0.024 5 [E2] 0.103 N +- 1.00 keV unc. assigned to energy + 228TH G 378.01 0.036 7 [M1,E2] 0.28 19 N +- 1.00 keV unc. assigned to energy + 228THS G KC=0.21 17$ LC=0.051 20$ MC=0.013 5$ NC+=0.0046 16 + 228TH G 440.4 4 0.15 7 M1 0.314 A + 228THS G KC=0.252$ LC=0.0471$ MC=0.0113$ NC+=0.00410 + 228TH G 509.13 8 1.2 2 E2(+M1) 1.1 GT 0.08 4 A + 228TH3 G FLAG=EG + 228THS G KC=0.06 3$ LC=0.016 5 + 228TH G 562.50 4 1.44 9 E2+M1 +1.6 6 0.07 3 + 228THS G KC=0.051 24$ LC=0.013 4 + 228TH G 1135.39 0.014 4 N +- 1.00 keV unc. assigned to energy + 228TH G 1344.65 0.013 4 N +- 1.00 keV unc. assigned to energy + 228TH L 1539.2 2,3,4 + 228TH L 1580.9 (2-) + 228TH G 354.2 2 0.29 5 [E2] 0.106 & + 228THS G KC=0.0531$ LC=0.0385$ MC=0.0102$ NC+=0.00378 + 228TH G 601.7 3 0.30 5 [E1] 0.0088 & + 228THS G KC=0.00718$ LC=0.00124 + 228TH G 1184.71 9 0.47 4 (M1+E2) 0.015 8 + 228THS G KC=0.012 7$ LC=0.0023 11 + 228TH G 1252.98 10 0.68 6 (M1+E2) 0.013 7 + 228THS G KC=0.011 6$ LC=0.0020 10 + 228TH G 1523.4 2 0.60 6 & + 228THS G CC=0.00139$ KC=0.00139 + 228TH L 1588.3 4- + 228TH G 56.86 3 1.06 5 E1 0.533 K + 228THS G LC=0.400$ MC=0.098$ NC+=0.0339 + 228TH G 137.95 2 6.6 3 M1 7.89 + 228THS G KC=6.30$ LC=1.20$ MC=0.289$ NC+=0.106 + 228TH G 156.34 2 1.36 7 E1 0.172 K + 228THS G KC=0.134$ LC=0.0281$ MC=0.00676$ NC+=0.00240 + 228TH G 420.03 8 0.68 5 [M1,E2] 0.21 15 + 228THS G KC=0.16 13$ LC=0.037 17$ MC=0.009 4$ NC+=0.0034 14 + 228TH L 1617.8 2+,3,4+ + 228TH G 649.12 7 0.97 9 & + 228TH3 G FL=968.97$ FLAG=G FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH G 1432 1 0.60 14 @ + 228TH2 G FLAG=P + 228TH G 1559.7 2 0.34 5 G + 228TH L 1638.3 2+ + 228TH G 469.9 5 0.14 8 [E1] 0.0144 + 228THS G KC=0.0116$ LC=0.00206$ MC=0.00049$ NC+=0.00018 + 228TH G 515.20 11 0.62 9 [E1] 0.0120 ? UNCERTAIN GAMMA IS IGNORED + 228THS G KC=0.0097$ LC=0.00170 + 228TH G 1310.26 0.07 3 G +- 1.00 keV unc. assigned to energy + 228TH G 1451.45 0.039 9 [E2] N +- 1.00 keV unc. assigned to energy + 228TH G 1580.5 3 2.18 14 (M1,E2) G + 228TH G 1638.30 7 1.98 10 (E2) + 228TH L 1643.1 (2-,3-) + 228TH G 475.1 3 0.7 2 [M1,E2] 0.15 11 + 228THS G KC=0.12 9$ LC=0.026 13$ MC=0.006 3$ NC+=0.0023 10 + 228TH G 520.17 8 0.92 10 (M1) 0.201 A + 228THS G KC=0.161$ LC=0.0301 + 228TH G 626.72 0.23 5 G +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=N + 228TH G 674.16 2.82 LE [E1] G +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FLAG=R + 228TH G 674.75 2.82 LE [M1,E2] 0.06 4 G +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH3 G FLAG=R + 228TH G 698.93 0.61 9 [D,E2] 0.05 4 G +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=N + 228TH G 1247.07 5 8.2 4 (M1) 0.0201 G + 228TH2 G FLAG=A + 228THS G KC=0.0162 + 228TH G 1315.2 2 0.20 5 [M1,E2] 0.012 6 + 228THS G KC=0.009 5$ LC=0.0018 8 + 228TH L 1646.0 3+ + 228TH G 114.49 10 0.10 2 [M1,E2] 10 4 + 228THS G KC=5.5 52$ LC=3.2 12$ MC=0.9 4$ NC+=0.32 14 + 228TH G 419.39 0.24 3 [E1] 0.0182 N +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=G + 228THS G KC=0.0147$ LC=0.00264$ MC=0.00063$ NC+=0.000225 + 228TH G 492.22 10 0.28 3 [M1,E2] 0.14 10 + 228THS G KC=0.11 8$ LC=0.024 12$ MC=0.006 3$ NC+=0.0021 10 + 228TH G 523.16 11 1.40 10 [E1] 0.0116 + 228TH2 G FL=1122.95 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.0094$ LC=0.00165 + 228TH G 554.6 3 0.48 11 [M1,E2] 0.10 7 G + 228THS G KC=0.08 6$ LC=0.017 9 + 228TH G 623.7 2 0.36 6 [M1,E2] 0.08 5 & + 228TH2 G FLAG=GQ + 228THS G KC=0.06 4$ LC=0.012 6 + 228TH G 629.4 2 0.37 6 [D,E2] 0.06 6 + 228TH G 666.47 4 0.66 7 [M1,E2] 0.06 4 @ + 228TH2 G FLAG=M + 228THS G KC=0.05 3$ LC=0.010 5 + 228TH G 676.9 2 0.89 15 [M1,E2] 0.06 4 G + 228THS G KC=0.05 3$ LC=0.010 5 + 228TH G 1249.7 2 0.73 10 G + 228TH G 1459.2 2 8.6 5 E2 G + 228TH2 G FLAG=I + 228TH G 1588.15 5 37.2 19 E2 + 228TH L 1682.8 2+,3(+),4+ + 228TH G 660.28 0.02 AP [M1,E2] 0.06 4 N +- 1.00 keV unc. assigned to energy + 228THS G KC=0.05 3$ LC=0.010 5 + 228TH G 1496.15 6 2.74 14 (E2) + 228TH G 1625.0 2 0.70 14 + 228TH L 1683.8 (4-) + 228TH G 457.38 6 0.30 3 [M1,E2] 0.17 12 + 228THS G KC=0.13 10$ LC=0.029 14$ MC=0.007 3$ NC+=0.0026 11 + 228TH G 623.7 2 0.36 6 [M1,E2] 0.07 5 & + 228TH2 G FLAG=GQ + 228THS G KC=0.06 4$ LC=0.012 7 + 228TH G 1164.58 7 1.32 7 (M1+E2) 0.016 9 + 228THS G KC=0.013 7$ LC=0.0024 12 + 228TH G 1287.79 8 1.56 11 (M1+E2) 0.012 7 G + 228THS G KC=0.010 5$ LC=0.0019 9 + 228TH L 1688.4 2+,3+ + 228TH G 42.44 0.016 6 [M1] 49 N +- 1.00 keV unc. assigned to energy + 228THS G LC=37.1$ MC=8.95 + 228TH G 671.99 0.045 14 N +- 1.00 keV unc. assigned to energy + 228TH G 813.94 0.012 3 [M1,E2] 0.038 23 N +- 1.00 keV unc. assigned to energy + 228THS G KC=0.030 19$ LC=0.006 3 + 228TH G 1501.5 2 0.74 6 G + 228TH G 1630.63 6 2.65 13 (M1,E2) A + 228TH L 1724.3 2+ + 228TH G 497.72 0.1 LE [M2] N ? UNCERTAIN GAMMA IS IGNORED + 228TH G 548.74 11 0.41 5 [M1,E2] 0.10 7 & ? UNCERTAIN GAMMA IS IGNORED + 228THS G KC=0.08 6$ LC=0.017 9 + 228TH G 570.88 4 3.33 17 (M1) 0.156 G + 228TH3 G FLAG=A + 228THS G KC=0.125$ LC=0.0234 + 228TH G 701.72 4 3.76 21 (M1) 0.091 + 228THS G KC=0.0726$ LC=0.0135 + 228TH G 755.32 2 19.6 10 M1 0.0747 + 228THS G KC=0.0599$ LC=0.0111 + 228TH G 1537.8 2 0.73 10 [E2] + 228TH G 1666.53 6 3.35 17 M1 + 228TH G 1724.0 2 0.50 5 + 228TH L 1743.9 4+ + 228TH G 399.94 7 0.35 4 [E1] 0.0212 ? UNCERTAIN GAMMA IS IGNORED + 228THS G KC=0.0162$ LC=0.00293$ MC=0.00070$ NC+=0.00025 + 228TH G 590.65 11 0.41 5 [E2] 0.0295 + 228THS G KC=0.0200$ LC=0.00716 + 228TH G 684.0 3 0.46 10 [E1] + 228THS G CC=0.00691$ KC=0.00563$ LC=0.00096 + 228TH G 1347.84 0.1 LE N ? UNCERTAIN GAMMA IS IGNORED + 228TH G 1365.72 12 0.40 4 + 228TH G 1415.42 10 0.97 6 [E3] ? UNCERTAIN GAMMA IS IGNORED + 228TH G 1557.06 6 4.42 22 (E2+M1) +1.2 2 + 228TH G 1686.15 7 2.39 12 (E2) + 228TH L 1760.2 2+,3(+) + 228TH G 415.91 8 0.49 5 [E1] 0.0185 ? UNCERTAIN GAMMA IS IGNORED + 228THS G KC=0.0150$ LC=0.00269$ MC=0.00064$ NC+=0.00023 + 228TH G 584.7 3 0.22 7 [M1,E2] 0.10 7 & ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FLAG=G + 228THS G KC=0.08 6$ LC=0.017 9 + 228TH G 737.8 2 0.74 13 [M1,E2] 0.05 3 G + 228THS G KC=0.04 3$ LC=0.008 4 + 228TH G 791.43 9 0.24 9 [M1,E2] 0.04 3 @ + 228TH3 G FLAG=M + 228THS G KC=0.032 21$ LC=0.007 4 + 228TH G 1573.3 3 0.70 7 (E2) + 228TH G 1702.6 3 1.15 11 G + 228TH L 1804.7 4+ + 228TH G 116.26 5 0.16 2 [M1,E2] 9 4 + 228THS G KC=5 5$ LC=3.1 11$ MC=0.8 4$ NC+=0.30 13 + 228TH G 121.18 7 0.19 3 [E1] 0.316 + 228TH2 G FL=1683.8 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228THS G KC=0.244$ LC=0.0542$ MC=0.0131$ NC+=0.00465 + 228TH G 121.87 3 0.33 3 [M1,E2] 8 4 + 228THS G KC=5 5$ LC=2.5 9$ MC=0.7 3$ NC+=0.25 10 + 228TH G 158.74 3 1.25 7 M1+E2 0.55 15 4.4 4 + 228THS G KC=3.3 4$ LC=0.85 2$ MC=0.213 9$ NC+=0.079 4 + 228TH G 354.2 2 0.29 5 [E1] 0.0260 & + 228THS G KC=0.0209$ LC=0.00384$ MC=0.00092$ NC+=0.00033 + 228TH G 372.60 3 1.57 8 [M1,E2] 0.29 20 + 228THS G KC=0.22 18$ LC=0.053 21$ MC=0.013 5$ NC+=0.0048 7 + 228TH G 651.5 2 0.34 5 [E2] 0.0238 I + 228THS G KC=0.0166$ LC=0.00540 + 228TH G 1426.5 2 0.48 6 [E2] + 228TH G 1618.0 1 0.90 6 (M1,E2) G + 228TH L 1817.4 4- + 228TH G 367.04 2 2.45 12 M1 0.512 + 228THS G KC=0.411$ LC=0.0773$ MC=0.0185$ NC+=0.00674 + 228TH G 1298.3 2 0.45 4 (M1+E2) 0.012 6 + 228TH G 1421.1 2 1.40 7 E2+M1 +2.0 5 + 228TH L 1893.0 3+ + 228TH G 477.1 3 0.7 2 G ? UNCERTAIN GAMMA IS IGNORED + 228TH G 666.47 4 1.81 15 [E1] @ + 228TH2 G FLAG=M + 228TH G 692.47 7 2.01 15(M1+E2+E0) 0.24 3 + 228TH G 724.42 11 0.76 9 [E1] & + 228TH G 739.2 2 0.57 9 [M1,E2] 0.0790 I + 228TH G 770.2 2 2.28 15 [E1] G + 228TH G 870.45 2 15.9 8 M1 0.0515 + 228THS G KC=0.0414$ LC=0.00762 + 228TH G 924.3 2 2.7 2 [M1,E2] 0.028 17 G + 228THS G KC=0.022 14$ LC=0.0043 22 + 228TH G 1706.16 7 2.84 14 M1+E2 +0.42 4 + 228TH G 1835.26 5 9.8 5 E2+M1 +2.9 3 + 228TH L 1900.0 2+ + 228TH G 877.35 7 0.97 8 [M1,E2] 0.032 19 + 228THS G KC=0.025 16$ LC=0.005 3 + 228TH G 883.6 3 0.15 4 G + 228TH G 920.8 3 0.38 10 [M1,E2] 0.028 17 G + 228THS G KC=0.022 14$ LC=0.0044 22 + 228TH G 931.02 7 0.99 8 [M1,E2] 0.027 17 + 228TH G 1503.7 2 0.72 6 [E1] G + 228TH G 1713.16 0.1 LE ? UNCERTAIN GAMMA IS IGNORED + 228TH G 1842.15 8 2.29 12 M1+E2 -0.86 14 + 228TH G 1900.3 3 0.34 5 + 228TH L 1901.9 3-,4 + 228TH G 1383.2 2 0.55 5 + 228TH G 1505.9 2 0.55 5 G + 228TH G 1523.4 2 0.60 6 & + 228TH G 1715.06 10 0.50 3 + 228TH L 1925.2 3+,4+ + 228TH G 724.42 11 0.76 9 [M1,E2] 0.05 4 & + 228THS G KC=0.04 3$ LC=0.008 5 + 228TH G 750.10 10 0.67 8 [M1,E2] 0.05 3 ? UNCERTAIN GAMMA IS IGNORED + 228TH G 865.15 13 0.50 7 + 228TH G 956.8 2 2.5 5 G + 228TH G 1529.02 6 2.61 13 [E1] + 228TH G 1738.48 5 9.6 5 M1+E2 + 228TH L 1928.6 3+ + 228TH G 168.42 9 0.09 2 [M1,E2] 2.9 16 + 228THS G KC=1.9 17$ LC=0.73 6$ MC=0.19 3$ NC+=0.070 10 + 228TH G 389.36 0.31 5 [M1,E2] 0.26 18 N ? UNCERTAIN GAMMA IS IGNORED + 228TH G 584.7 3 0.22 7 [E1] & ? UNCERTAIN GAMMA IS IGNORED + 228TH3 G FLAG=G + 228TH G 1741.6 2 0.42 8 G + 228TH G 1870.80 9 0.73 4 (M1+E2) + 228TH L 1944.9 3+ + 228TH G 184.61 5 0.41 5 (M1) 3.45 @ + 228TH3 G FLAG=M + 228THS G KC=2.76$ LC=0.525$ MC=0.125$ NC+=0.0461 + 228TH G 220.61 2 1.24 6 (M1) 2.10 + 228THS G KC=1.68$ LC=0.317$ MC=0.0763$ NC+=0.0278 + 228TH G 299.10 10 0.43 5 M1 0.90 + 228THS G KC=0.719$ LC=0.135$ MC=0.0326$ NC+=0.0118 + 228TH G 306.61 2 2.00 10 M1 0.84 + 228THS G KC=0.672$ LC=0.126$ MC=0.0304$ NC+=0.0111 + 228TH G 512.79 11 1.33 13 [M1,E2] 0.12 9 G + 228THS G KC=0.10 7$ LC=0.021 11 + 228TH G 718.31 2 6.4 3 (E1) + 228THS G CC=0.00631$ KC=0.00514$ LC=0.00087 + 228TH G 776.52 3 7.9 4 [E1] + 228THS G CC=0.00546$ KC=0.00446$ LC=0.00075 + 228TH G 791.43 9 3.6 4 (M1) 0.0661 @ + 228TH2 G FLAG=M + 228THS G KC=0.0530$ LC=0.0098 + 228TH G 853.97 8 0.82 7 [M1,E2] 0.034 21 + 228THS G KC=0.027 17$ LC=0.005 3 + 228TH G 922.5 2 2.25 12 [M1,E2] 0.028 16 G + 228THS G KC=0.022 13$ LC=0.0044 22 + 228TH G 928.4 2 0.89 8 G + 228TH G 976.00 5 13.4 7 M1 0.0381 + 228THS G KC=0.0306$ LC=0.00563 + 228TH G 1000.70 0.5 LE N +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH G 1070.40 7 1.20 8 + 228TH G 1549.3 2 1.2 2 G + 228TH G 1758.11 5 9.0 5 E2+M1 -9 1 + 228TH G 1887.13 5 24.0 12 E2+M1 -9.1 9 + 228TH L 1965.0 2+,3,4+ + 228TH G 548.74 11 0.41 5 [M1,E2] 0.10 7 & ? UNCERTAIN GAMMA IS IGNORED + 228THS G KC=0.08 6$ LC=0.017 9 + 228TH G 1778.0 6 0.06 2 + 228TH G 1907.13 11 0.99 5 + 228TH G 1965.22 12 0.43 4 & + 228TH L 1974.2 3-,4+ + 228TH G 1455.0 2 1.16 7 G + 228TH G 1578.2 2 1.33 13 G + 228TH G 1787.2 2 0.37 4 G + 228TH G 1916.6 3 0.15 3 G + 228TH L 1982.0 2+,3,4+ + 228TH G 1013.54 13 0.38 5 & + 228TH G 1795.15 6 1.19 7 + 228TH G 1924.2 2 0.18 2 + 228TH L 2010.1 2+,3,4(+) + 228TH G 371.83 0.84 23 G +- 1.00 keV unc. assigned to energy + 228TH3 G FLAG=N + 228TH G 887.16 0.35 5 N +- 1.00 keV unc. assigned to energy + 228TH G 919.4 3 0.6 2 I + 228TH G 1041.14 0.3 LE N +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH G 1823.19 10 0.47 3 + 228TH G 1952.39 10 0.76 5 + 228TH L 2016.8 (2-,3-,4-) + 228TH G 1620.67 10 4.9 3 (M1+E2) + 228TH L 2022.8 + 228TH G 384.53 0.1 LE [M1,E2] 0.27 18 N ? UNCERTAIN GAMMA IS IGNORED + 228TH G 1148.20 14 0.30 4 + 228TH G 1190.98 0.1 LE N +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH G 1965.22 12 0.43 4 & + + + +MASS NUMBER= 228 + +OPTIONS: RECOIL= T ALL= T + DEG=1 keV + DCC(theory)= 0.000 + +Program GTOL Version 7.2h as of 24-May-2013 (Double precision, localized) + + 228TH 232U A DECAY 1977KU15,1986LOZT 97NDS 199704 + 228TH L 0.0 0+ + 228TH L 57.762 5 2+ 0.406 NS 7 + 228TH G 57.78 5 77.2 7 E2 156 A + 228THS G LC= 114 $MC= 31.1 $NC+= 11.4 $ + 228TH L 186.828 5 4+ 0.164 NS 4 + 228TH G 129.08 5 26.33 15 E2 3.81 A + 228THS G KC= 0.269 $LC= 2.57 $MC= 0.706 $NC+= 0.263 $ + 228TH L 328.003 5 1- + 228TH G 270.2 2 1.220 19 E1 0.0474 A + 228THS G KC= 0.0379 $LC=0.00722 $MC=0.00173 $NC+=0.00061 $ + 228TH G 327.9 2 1.093 23 E1 0.0308 A + 228THS G KC=0.02472 $LC=0.00458 $MC=0.00110 $NC+=0.00039 $ + 228TH L 378.178 11 6+ + 228TH G 191.0 2 0.012 1 E2 0.791 + 228THS G KC= 0.1741 $LC= 0.453 $MC= 0.1237 $NC+= 0.0457 $ + 228TH L 396.085 5 3- + 228TH G 209.5 5 0.0041 10 E1 0.0856 + 228THS G KC= 0.0676 $LC=0.01341 $MC=0.00323 $NC+=0.00114 $ + 228TH G 338.1 2 0.0143 5 E1 0.0288 + 228THS G KC=0.02314 $LC=0.00427 $MC=0.00102 $NC+=0.00036 $ + 228TH L 519.199 6 5- + 228TH G 141.0 5 0.0012 5 (E1) 0.220 + 228THS G KC= 0.1711 $LC= 0.0367 $MC=0.00883 $NC+=0.00313 $ + 228TH G 332.3 3 0.019 1 (E1) 0.0299 + 228THS G KC=0.02402 $LC=0.00444 $MC=0.00106 $NC+=0.00038 $ + 228TH L 831.832 11 0+ + 228TH G 503.6 3 0.0056 3 (E1) 0.0125 + 228THS G KC=0.01015 $LC=0.00179 $ + 228TH G 773.4 5 0.0018 3 [E2] 0.0167 + 228THS G KC=0.01218 $LC=0.00340 $ + 228TH G 831 0.0003 LT E0 8E-4 4 +- 1.00 keV unc. assigned to energy + RI=DRI=RI/2 assumed + 228TH L 874.48 3 2+ + 228TH G 478 1 0.00055 21 [E1] 0.0139 + 228THS G KC=0.01127 $LC=0.00199 $MC=0.00047 $NC+=0.00017 $ + 228TH G 547 1 0.00039 24 [E1] 0.0106 + 228THS G KC=0.00863 $LC=0.00150 $ + 228TH G 817 1 0.0003 AP [M1+E2] 0.038 23 D + + + +MASS NUMBER= 228 + +OPTIONS: RECOIL= T ALL= T + DEG=1 keV + DCC(theory)= 0.000 + +Program GTOL Version 7.2h as of 24-May-2013 (Double precision, localized) + + 228TH 226RA(A,2NG) 1993AC02,1986SC18 97NDS 199704 + 228TH L 0.0 0+ D + 228TH L 57.76 2+ A + 228TH L 186.83 4+ A + 228TH L 378.18 6+ A + 228TH G 191.4 3 + 228TH L 519.20 5- A + 228TH G 332.4 3 + 228TH L 622.5 3 8+ D + 228TH G 244.4 3 + 228TH L 695.6 3 7- E + 228TH G 317.4 3 + 228TH L 911.8 4 10+ D + 228TH G 289.4 3 + 228TH L 920.8 3 9- E + 228TH G 225.1 3 1.00 + 228TH G 298.3 3 4.07 24 + 228TH L 1189.8 4 11- E + 228TH G 268.9 3 1.00 + 228TH G 278.0 3 1.50 10 + 228TH L 1239.4 4 12+ D + 228TH G 327.5 3 + 228TH L 1497.1 5 13- E + 228TH G 257.7 3 0.52 4 + 228TH G 307.3 3 1.00 + 228TH L 1599.5 5 14+ B + 228TH G 360.1 3 + 228TH L 1838.3 5 15- B + 228TH G 341.2 3 + 228TH L 1988.1 6 16+ B + 228TH G 388.6 3 + 228TH L 2209.7 6 17- B + 228TH G 371.4 3 + 228TH L 2407.9 7 18+ B + 228TH G 419.8 3 + 228THF G FL=1988.1 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + + + +MASS NUMBER= 228 + +OPTIONS: RECOIL= T ALL= T + DEG=1 keV + DCC(theory)= 0.000 + +Program GTOL Version 7.2h as of 24-May-2013 (Double precision, localized) + + 228TH 230TH(P,T) 1972MA15 97NDS 199704 + No gammas expected. Data set will not be reported on. + + +Program GTOL Version 7.2h as of 24-May-2013 (Double precision, localized) + + 228TH 230TH(A,A'2NG) 1984HA21 97NDS 199704 + 228TH L 0 0+ + 228TH L 57.8 2+ + 228TH G 57.8 S +- 1.00 keV unc. assigned to energy + 228TH L 187 4+ + 228TH G 129.0 2 E2 + 228TH L 378 6+ + 228TH G 191.0 1 E2 + 228TH L 519 5- + 228TH G 332.0 4 + 228TH L 622 8+ + 228TH G 244.3 1 E2 + 228TH3 G FL=378 FINAL LEVEL FOUND + ***** No differences introduced due to continuation record + 228TH L 695 7- + 228TH G 317.2 2 + 228TH L 911 10+ + 228TH G 289.3 2 + 228TH L 921 9- + 228TH G 298.7 2 + 228TH L 1190 11- + 228TH G 268.9 5 + 228TH G 278.4 3 + 228TH L 1239 12+ + 228TH G 327.2 4 + 228TH L 1497 (13-) + 228TH G 257.3 5 + 228TH G 306.6 5 + 228TH L 1596 (14+) ? + 228TH G 357.2 5 + + + +MASS NUMBER= 228 + +OPTIONS: RECOIL= T ALL= T + DEG=1 keV + DCC(theory)= 0.000 diff --git a/tests/ensdf_processing/hsicc/ref_cards.new b/tests/ensdf_processing/hsicc/ref_cards.new new file mode 100644 index 0000000000..e3474823cf --- /dev/null +++ b/tests/ensdf_processing/hsicc/ref_cards.new @@ -0,0 +1,4 @@ +205TL G 203.74 3 100 M1+E2 +1.56 15 0.62 4 10 +205TLS G KC=0.40 4$LC=0.167$MC=0.0420 2$NC+=0.0135 1 10 +205TL G 415.6 3 0.59 8 (M1) 0.169 22 +205TLS G KC=0.139 5$LC=0.0233 7$MC=0.00542 17$NC+=0.00174 6 22 diff --git a/tests/ensdf_processing/hsicc/ref_compar.lst b/tests/ensdf_processing/hsicc/ref_compar.lst new file mode 100644 index 0000000000..1dc5dd503e --- /dev/null +++ b/tests/ensdf_processing/hsicc/ref_compar.lst @@ -0,0 +1,21 @@ +1PROGRAM H S I C C VERSION 11.13f AS OF 9-Oct-2001 + + + + + + 1: 205TL 205HG B- DECAY 71HI01 78NDS 780310 + COMPARE OLD/NEW CARDS + 10: 205TL G 203.74 3 100 M1+E2 +1.56 15 0.440 ++ OLD CARD + 10: 205TL G 203.74 3 100 M1+E2 +1.56 15 0.62 4 + 10: 205TLS G KC=0.40 4$LC=0.167$MC=0.0420 2$NC+=0.0135 1 + 10: ++ NO OLD SECOND CARD + COMPARE OLD/NEW CARDS + 22: 205TL G 415.6 3 0.59 8 (M1) 0.1691 ++ OLD CARD + 22: 205TL G 415.6 3 0.59 8 (M1) 0.169 + 22: 205TLS G KC=0.139 5$LC=0.0233 7$MC=0.00542 17$NC+=0.00174 6 + 22: ++ NO OLD SECOND CARD diff --git a/tests/ensdf_processing/hsicc/ref_hscalc.lst b/tests/ensdf_processing/hsicc/ref_hscalc.lst new file mode 100644 index 0000000000..ecaa651d4b --- /dev/null +++ b/tests/ensdf_processing/hsicc/ref_hscalc.lst @@ -0,0 +1,462 @@ +1PROGRAM H S I C C VERSION 11.13f AS OF 9-Oct-2001 + + + 1: 205TL 205HG B- DECAY 71HI01 78NDS 780310 + 1: 205TL 205HG B- DECAY 71HI01 78NDS 780310 + 2: 205HG P 0 1/2- 5.2 M 1 1538 8 + 3: 205TL N 0.022 10 1 + 4: 205TL L 0 1/2+ + 5: 205TL B 96 2 5.27115 + 6: 205TL2 B EAV= 542 4$ + 7: 205TL CB E SOME APPROXIMATE MEASUREMENTS LISTED IN 71SC35 + 8: 205TL L 203.7 3/2+ 1.46 NS 8 + 9: 205TL CL T 71SH35, 67MA45 + 10: 205TL G 203.74 3 100 M1+E2 +1.56 15 0.440 + 11: 205TL CG E FROM 72BA53 + 12: 205TL CG MR FROM COUL. EX. (73KR02) + 13: 205TL CG CC FROM 73KR02 + 14: 205TL B 3.1 13 6.5 2 + 15: 205TL2 B EAV= 460 4$ + 16: 205TL1CB IB ESTIMATED BY 71HI01 TO BE 3.7% 15 BASED ON RATIOS OF + 17: 205TL2CB IG(203.7) TO 197HG,203HG IG'S AND CC(203.7)=0.62; IB=3.1% IF CC IS + 18: 205TL3CB REDUCED TO 0.44 + 19: 205TL L 619.3 5/2+ + 20: 205TL B 0.016 7 8.6920 1U + 21: 205TL2 B EAV= 299 3$ + 22: 205TL G 415.6 3 0.59 8 (M1) 0.1691 + 23: 205TL G 618.6 7 0.090 20 + 24: 205TL CG RI(618.6)/RI(415.6) IS AP TWICE AS LARGE AS IN COUL. EX. + 25: 205TL2CG AND (N,N'G) + 26: 205TL L 1140.9 (3/2)+ + 27: 205TL B 0.0030 16 7.7424 + 28: 205TL2 B EAV= 115 3$ + 29: 205TL G 937.2 6 0.093 20 + 30: 205TL G 1141.1 15 0.045 20 + 31: 205TL L 1218.7 1/2+ + 32: 205TL B 0.007 4 7.1 3 + 33: 205TL2 B EAV= 90.0 25$ + 34: 205TL G 1014.7 8 0.031 10 + 35: 205TL G 1218.7 4 0.28 5 + 36: 205TL L 1340.3 (3/2)+ + 37: 205TL B 0.006 3 6.4723 + 38: 205TL2 B EAV= 53.4 24$ + 39: 205TL G 720.8 8 0.051 15 + 40: 205TL G 1136.8 6 0.21 5 + 41: 205TL G 1340.3 8 0.015 5 + 42: 205TL L 1433.9 (1/2,3/2) + 43: 205TL B 0.0049 25 5.6925 + 44: 205TL2 B EAV= 27.1 22$ + 45: 205TL G 1230.8 10 0.023 10 + 46: 205TL G 1433.9 5 0.20 5 + 47: + + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 203.74 KEV; MULT.= M1+E2 13-Nov-2001 + + M1 E2 MIXED ICC DICC(+DMR) DICC(-DMR) + MR=+1.56 15 + + ----------- ----------- ----------- ----------- ----------- + + + K 9.702E-01 1.637E-01 3.986E-01 -2.936E-02 3.502E-02 + + L1 1.488E-01 2.207E-02 5.897E-02 -4.612E-03 5.501E-03 + L2 1.507E-02 9.125E-02 6.906E-02 2.773E-03 -3.308E-03 + L3 1.179E-03 5.468E-02 3.910E-02 1.948E-03 -2.323E-03 + + + TOTAL-L 1.650E-01 1.680E-01 1.671E-01 1.083E-04 -1.291E-04 + K/L 5.88 0.97 2.38 + K+1.33L 1.190E+00 3.872E-01 6.209E-01 -2.921E-02 3.485E-02 + + M1 3.439E-02 5.177E-03 1.369E-02 -1.063E-03 1.268E-03 + M2 3.888E-03 2.338E-02 1.771E-02 7.097E-04 -8.465E-04 + M3 3.062E-04 1.461E-02 1.044E-02 5.207E-04 -6.210E-04 + M4 9.911E-06 1.698E-04 1.232E-04 5.819E-06 -6.941E-06 + M5 6.689E-06 1.104E-04 8.019E-05 3.775E-06 -4.503E-06 + + + TOTAL-M 3.860E-02 4.345E-02 4.204E-02 1.765E-04 -2.105E-04 + M/L 0.23 0.26 0.25 + K+L+1.33M 1.187E+00 3.895E-01 6.216E-01 -2.901E-02 3.461E-02 + + + N+O+ FROM + DRAGOUN 1.243E-02 1.395E-02 1.351E-02 5.560E-05 -6.632E-05 + + + + K+L+M+NO+ 1.186E+00 3.891E-01 6.213E-01 -2.902E-02 3.461E-02 + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + COMPARE OLD/NEW CARDS + 10: 205TL G 203.74 3 100 M1+E2 +1.56 15 0.440 ++ OLD CARD + 10: 205TL G 203.74 3 100 M1+E2 +1.56 15 0.62 4 + Changing 0.16713 13 to 0.167 due to 3% uncer in theory + Changing 0.04204 21 to 0.0420 2 due to 3% uncer in theory + Changing 0.01351 7 to 0.0135 1 due to 3% uncer in theory + 10: 205TLS G KC=0.40 4$LC=0.167$MC=0.0420 2$NC+=0.0135 1 + 10: ++ NO OLD SECOND CARD + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 415.6 KEV; MULT.= (M1) 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.134E-02 3.036E-02 7.722E-02 1.988E-01 1.387E-01 4.151E-01 1.002E+00 2.442E+00 + + L1 1.458E-03 4.358E-03 1.494E-02 5.580E-02 2.111E-02 7.662E-02 2.322E-01 7.191E-01 + L2 2.165E-04 4.768E-03 4.117E-02 2.385E-01 2.051E-03 1.070E-02 4.600E-02 1.869E-01 + L3 1.632E-04 1.995E-03 1.223E-02 6.093E-02 1.492E-04 3.650E-03 4.581E-02 3.296E-01 + + + TOTAL-L 1.837E-03 1.112E-02 6.835E-02 3.552E-01 2.331E-02 9.098E-02 3.240E-01 1.236E+00 + K/L 6.17 2.73 1.13 0.56 5.95 4.56 3.09 1.98 + K+1.33L 1.379E-02 4.516E-02 1.681E-01 6.713E-01 1.697E-01 5.361E-01 1.433E+00 4.086E+00 + + M1 3.280E-04 1.008E-03 3.628E-03 1.431E-02 4.854E-03 1.814E-02 5.697E-02 1.824E-01 + M2 5.410E-05 1.228E-03 1.084E-02 6.389E-02 5.278E-04 2.791E-03 1.223E-02 5.079E-02 + M3 4.225E-05 5.345E-04 3.351E-03 1.678E-02 3.919E-05 1.000E-03 1.290E-02 9.511E-02 + M4 6.565E-07 5.584E-06 4.530E-05 8.724E-04 6.872E-07 1.342E-05 2.003E-04 1.937E-03 + M5 8.151E-07 3.473E-06 3.501E-05 4.559E-04 5.560E-07 1.981E-06 3.763E-05 9.454E-04 + + + TOTAL-M 4.258E-04 2.780E-03 1.790E-02 9.631E-02 5.423E-03 2.195E-02 8.233E-02 3.312E-01 + M/L 0.23 0.25 0.26 0.27 0.23 0.24 0.25 0.27 + K+L+1.33M 1.375E-02 4.518E-02 1.694E-01 6.821E-01 1.692E-01 5.352E-01 1.436E+00 4.118E+00 + + + N+O+ FROM + DRAGOUN 1.347E-04 8.930E-04 5.862E-03 3.175E-02 1.741E-03 7.131E-03 2.695E-02 1.104E-01 + + + + K+L+M+NO+ 1.374E-02 4.516E-02 1.693E-01 6.821E-01 1.691E-01 5.351E-01 1.436E+00 4.120E+00 + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + COMPARE OLD/NEW CARDS + 22: 205TL G 415.6 3 0.59 8 (M1) 0.1691 ++ OLD CARD + 22: 205TL G 415.6 3 0.59 8 (M1) 0.169 + 22: 205TLS G KC=0.139 5$LC=0.0233 7$MC=0.00542 17$NC+=0.00174 6 + 22: ++ NO OLD SECOND CARD + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 618.6 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 4.968E-03 1.298E-02 3.039E-02 6.960E-02 4.880E-02 1.273E-01 2.661E-01 5.574E-01 + + L1 6.535E-04 1.880E-03 5.328E-03 1.523E-02 7.350E-03 2.187E-02 5.315E-02 1.311E-01 + L2 7.261E-05 1.043E-03 6.820E-03 3.074E-02 6.814E-04 2.871E-03 9.827E-03 3.167E-02 + L3 5.123E-05 3.557E-04 1.540E-03 5.823E-03 4.936E-05 5.871E-04 5.452E-03 3.128E-02 + + + TOTAL-L 7.773E-04 3.279E-03 1.369E-02 5.179E-02 8.081E-03 2.532E-02 6.843E-02 1.941E-01 + K/L 6.39 3.96 2.22 1.34 6.04 5.03 3.89 2.87 + K+1.33L 6.002E-03 1.734E-02 4.860E-02 1.385E-01 5.954E-02 1.610E-01 3.571E-01 8.155E-01 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 720.8 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 3.689E-03 9.562E-03 2.165E-02 4.714E-02 3.285E-02 8.230E-02 1.639E-01 3.247E-01 + + L1 4.880E-04 1.384E-03 3.675E-03 9.631E-03 4.942E-03 1.382E-02 3.132E-02 7.130E-02 + L2 4.849E-05 5.980E-04 3.538E-03 1.461E-02 4.474E-04 1.759E-03 5.542E-03 1.647E-02 + L3 3.351E-05 1.900E-04 7.218E-04 2.481E-03 3.268E-05 2.984E-04 2.464E-03 1.305E-02 + + + TOTAL-L 5.700E-04 2.172E-03 7.935E-03 2.672E-02 5.422E-03 1.588E-02 3.933E-02 1.008E-01 + K/L 6.47 4.40 2.73 1.76 6.06 5.18 4.17 3.22 + K+1.33L 4.448E-03 1.245E-02 3.221E-02 8.268E-02 4.006E-02 1.034E-01 2.162E-01 4.588E-01 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 937.2 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 2.254E-03 5.765E-03 1.232E-02 2.475E-02 1.681E-02 3.984E-02 7.377E-02 1.338E-01 + + L1 3.010E-04 8.290E-04 1.997E-03 4.597E-03 2.515E-03 6.496E-03 1.327E-02 2.666E-02 + L2 2.453E-05 2.391E-04 1.204E-03 4.313E-03 2.166E-04 7.683E-04 2.144E-03 5.603E-03 + L3 1.684E-05 6.834E-05 2.110E-04 6.205E-04 1.649E-05 9.737E-05 6.472E-04 3.027E-03 + + + TOTAL-L 3.424E-04 1.136E-03 3.412E-03 9.530E-03 2.748E-03 7.362E-03 1.606E-02 3.529E-02 + K/L 6.58 5.07 3.61 2.60 6.12 5.41 4.59 3.79 + K+1.33L 2.710E-03 7.276E-03 1.686E-02 3.743E-02 2.046E-02 4.963E-02 9.513E-02 1.807E-01 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 1014.7 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.951E-03 4.964E-03 1.042E-02 2.049E-02 1.374E-02 3.219E-02 5.840E-02 1.034E-01 + + L1 2.611E-04 7.119E-04 1.670E-03 3.714E-03 2.052E-03 5.205E-03 1.034E-02 2.010E-02 + L2 2.005E-05 1.828E-04 8.793E-04 3.025E-03 1.738E-04 6.003E-04 1.621E-03 4.087E-03 + L3 1.379E-05 5.090E-05 1.481E-04 4.161E-04 1.350E-05 7.031E-05 4.353E-04 1.964E-03 + + + TOTAL-L 2.950E-04 9.456E-04 2.698E-03 7.155E-03 2.239E-03 5.875E-03 1.240E-02 2.615E-02 + K/L 6.61 5.25 3.86 2.86 6.14 5.48 4.71 3.96 + K+1.33L 2.343E-03 6.221E-03 1.401E-02 3.001E-02 1.672E-02 4.001E-02 7.488E-02 1.382E-01 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 1136.8 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.596E-03 4.017E-03 8.236E-03 1.572E-02 1.030E-02 2.385E-02 4.205E-02 7.221E-02 + + L1 2.137E-04 5.742E-04 1.300E-03 2.759E-03 1.536E-03 3.809E-03 7.291E-03 1.357E-02 + L2 1.509E-05 1.253E-04 5.662E-04 1.845E-03 1.270E-04 4.233E-04 1.093E-03 2.624E-03 + L3 1.042E-05 3.381E-05 9.054E-05 2.388E-04 1.021E-05 4.472E-05 2.487E-04 1.065E-03 + + + TOTAL-L 2.392E-04 7.333E-04 1.957E-03 4.842E-03 1.673E-03 4.277E-03 8.633E-03 1.726E-02 + K/L 6.67 5.48 4.21 3.25 6.16 5.58 4.87 4.18 + K+1.33L 1.914E-03 4.993E-03 1.084E-02 2.216E-02 1.253E-02 2.954E-02 5.353E-02 9.516E-02 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 1141.1 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.585E-03 3.990E-03 8.173E-03 1.558E-02 1.020E-02 2.362E-02 4.160E-02 7.136E-02 + + L1 2.123E-04 5.701E-04 1.289E-03 2.732E-03 1.521E-03 3.770E-03 7.208E-03 1.340E-02 + L2 1.495E-05 1.238E-04 5.581E-04 1.815E-03 1.257E-04 4.185E-04 1.079E-03 2.586E-03 + L3 1.032E-05 3.336E-05 8.910E-05 2.345E-04 1.012E-05 4.407E-05 2.442E-04 1.044E-03 + + + TOTAL-L 2.376E-04 7.272E-04 1.936E-03 4.781E-03 1.657E-03 4.233E-03 8.531E-03 1.703E-02 + K/L 6.67 5.49 4.22 3.26 6.16 5.58 4.88 4.19 + K+1.33L 1.901E-03 4.957E-03 1.075E-02 2.194E-02 1.241E-02 2.925E-02 5.295E-02 9.401E-02 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 1218.7 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.416E-03 3.534E-03 7.145E-03 1.340E-02 8.633E-03 1.991E-02 3.451E-02 5.823E-02 + + L1 1.894E-04 5.041E-04 1.118E-03 2.309E-03 1.287E-03 3.155E-03 5.911E-03 1.074E-02 + L2 1.272E-05 9.986E-05 4.349E-04 1.372E-03 1.049E-04 3.426E-04 8.607E-04 2.010E-03 + L3 8.806E-06 2.652E-05 6.756E-05 1.715E-04 8.636E-06 3.417E-05 1.774E-04 7.358E-04 + + + TOTAL-L 2.109E-04 6.305E-04 1.620E-03 3.853E-03 1.400E-03 3.532E-03 6.949E-03 1.349E-02 + K/L 6.71 5.61 4.41 3.48 6.16 5.64 4.97 4.32 + K+1.33L 1.696E-03 4.373E-03 9.300E-03 1.852E-02 1.050E-02 2.460E-02 4.375E-02 7.616E-02 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 1230.8 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.392E-03 3.470E-03 7.003E-03 1.310E-02 8.419E-03 1.940E-02 3.356E-02 5.649E-02 + + L1 1.861E-04 4.949E-04 1.094E-03 2.252E-03 1.255E-03 3.072E-03 5.739E-03 1.039E-02 + L2 1.242E-05 9.671E-05 4.190E-04 1.317E-03 1.021E-04 3.325E-04 8.322E-04 1.936E-03 + L3 8.600E-06 2.563E-05 6.485E-05 1.638E-04 8.436E-06 3.291E-05 1.691E-04 6.983E-04 + + + TOTAL-L 2.072E-04 6.172E-04 1.578E-03 3.733E-03 1.366E-03 3.438E-03 6.740E-03 1.303E-02 + K/L 6.72 5.62 4.44 3.51 6.16 5.64 4.98 4.34 + K+1.33L 1.668E-03 4.291E-03 9.102E-03 1.806E-02 1.023E-02 2.398E-02 4.253E-02 7.382E-02 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 1340.3 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.205E-03 2.969E-03 5.896E-03 1.080E-02 6.782E-03 1.558E-02 2.646E-02 4.364E-02 + + L1 1.608E-04 4.227E-04 9.118E-04 1.821E-03 1.011E-03 2.447E-03 4.459E-03 7.866E-03 + L2 1.011E-05 7.355E-05 3.052E-04 9.244E-04 8.075E-05 2.572E-04 6.235E-04 1.405E-03 + L3 7.025E-06 1.920E-05 4.577E-05 1.105E-04 6.905E-06 2.390E-05 1.124E-04 4.460E-04 + + + TOTAL-L 1.780E-04 5.154E-04 1.263E-03 2.855E-03 1.099E-03 2.728E-03 5.195E-03 9.717E-03 + K/L 6.77 5.76 4.67 3.78 6.17 5.71 5.09 4.49 + K+1.33L 1.441E-03 3.654E-03 7.575E-03 1.460E-02 8.244E-03 1.921E-02 3.337E-02 5.656E-02 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + + + + ICC (HAGER-SELTZER), Z = 81 (205TL); EG= 1433.9 KEV; MULT.= 13-Nov-2001 + + E1 E2 E3 E4 M1 M2 M3 M4 + ----------- ----------- ----------- ----------- ----------- ----------- ----------- ----------- + + + K 1.074E-03 2.625E-03 5.150E-03 9.288E-03 5.721E-03 1.312E-02 2.199E-02 3.570E-02 + + L1 1.435E-04 3.735E-04 7.907E-04 1.543E-03 8.526E-04 2.048E-03 3.663E-03 6.343E-03 + L2 8.614E-06 5.941E-05 2.385E-04 7.027E-04 6.710E-05 2.103E-04 4.972E-04 1.094E-03 + L3 6.001E-06 1.538E-05 3.499E-05 8.150E-05 5.913E-06 1.868E-05 8.167E-05 3.138E-04 + + + TOTAL-L 1.581E-04 4.482E-04 1.064E-03 2.328E-03 9.256E-04 2.277E-03 4.242E-03 7.750E-03 + K/L 6.80 5.86 4.84 3.99 6.18 5.76 5.18 4.61 + K+1.33L 1.284E-03 3.221E-03 6.566E-03 1.238E-02 6.952E-03 1.615E-02 2.763E-02 4.600E-02 + + M1 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M2 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M3 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M4 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + M5 ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + + N+O+ FROM + DRAGOUN ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL ENERGY OUTSIDE TABLE RANGE FOR THIS SHELL + + L=3, 4 CC's multiplied by 0.975 10, 0.975 5, respectively (Cf. 90Ne01). + diff --git a/tests/ensdf_processing/hsicc/ref_hsicc_data.tst b/tests/ensdf_processing/hsicc/ref_hsicc_data.tst new file mode 100644 index 0000000000..8971efe5aa --- /dev/null +++ b/tests/ensdf_processing/hsicc/ref_hsicc_data.tst @@ -0,0 +1,47 @@ +205TL 205HG B- DECAY 71HI01 78NDS 780310 +205HG P 0 1/2- 5.2 M 1 1538 8 +205TL N 0.022 10 1 +205TL L 0 1/2+ +205TL B 96 2 5.27115 +205TL2 B EAV= 542 4$ +205TL CB E SOME APPROXIMATE MEASUREMENTS LISTED IN 71SC35 +205TL L 203.7 3/2+ 1.46 NS 8 +205TL CL T 71SH35, 67MA45 +205TL G 203.74 3 100 M1+E2 +1.56 15 0.440 +205TL CG E FROM 72BA53 +205TL CG MR FROM COUL. EX. (73KR02) +205TL CG CC FROM 73KR02 +205TL B 3.1 13 6.5 2 +205TL2 B EAV= 460 4$ +205TL1CB IB ESTIMATED BY 71HI01 TO BE 3.7% 15 BASED ON RATIOS OF +205TL2CB IG(203.7) TO 197HG,203HG IG'S AND CC(203.7)=0.62; IB=3.1% IF CC IS +205TL3CB REDUCED TO 0.44 +205TL L 619.3 5/2+ +205TL B 0.016 7 8.6920 1U +205TL2 B EAV= 299 3$ +205TL G 415.6 3 0.59 8 (M1) 0.1691 +205TL G 618.6 7 0.090 20 +205TL CG RI(618.6)/RI(415.6) IS AP TWICE AS LARGE AS IN COUL. EX. +205TL2CG AND (N,N'G) +205TL L 1140.9 (3/2)+ +205TL B 0.0030 16 7.7424 +205TL2 B EAV= 115 3$ +205TL G 937.2 6 0.093 20 +205TL G 1141.1 15 0.045 20 +205TL L 1218.7 1/2+ +205TL B 0.007 4 7.1 3 +205TL2 B EAV= 90.0 25$ +205TL G 1014.7 8 0.031 10 +205TL G 1218.7 4 0.28 5 +205TL L 1340.3 (3/2)+ +205TL B 0.006 3 6.4723 +205TL2 B EAV= 53.4 24$ +205TL G 720.8 8 0.051 15 +205TL G 1136.8 6 0.21 5 +205TL G 1340.3 8 0.015 5 +205TL L 1433.9 (1/2,3/2) +205TL B 0.0049 25 5.6925 +205TL2 B EAV= 27.1 22$ +205TL G 1230.8 10 0.023 10 +205TL G 1433.9 5 0.20 5 + diff --git a/tests/ensdf_processing/hsicc/ref_hsicc_iccndx.dat b/tests/ensdf_processing/hsicc/ref_hsicc_iccndx.dat new file mode 100644 index 0000000000..b056261850 Binary files /dev/null and b/tests/ensdf_processing/hsicc/ref_hsicc_iccndx.dat differ diff --git a/tests/ensdf_processing/hsicc/ref_hsicc_icctbl.dat b/tests/ensdf_processing/hsicc/ref_hsicc_icctbl.dat new file mode 100644 index 0000000000..0b27e3127e Binary files /dev/null and b/tests/ensdf_processing/hsicc/ref_hsicc_icctbl.dat differ diff --git a/tests/ensdf_processing/hsmrg/ref_cards.mrg b/tests/ensdf_processing/hsmrg/ref_cards.mrg new file mode 100644 index 0000000000..91822e1348 --- /dev/null +++ b/tests/ensdf_processing/hsmrg/ref_cards.mrg @@ -0,0 +1,49 @@ +205TL 205HG B- DECAY 71HI01 78NDS 780310 +205HG P 0 1/2- 5.2 M 1 1538 8 +205TL N 0.022 10 1 +205TL L 0 1/2+ +205TL B 96 2 5.27115 +205TL2 B EAV= 542 4$ +205TL CB E SOME APPROXIMATE MEASUREMENTS LISTED IN 71SC35 +205TL L 203.7 3/2+ 1.46 NS 8 +205TL CL T 71SH35, 67MA45 +205TL G 203.74 3 100 M1+E2 +1.56 15 0.62 4 +205TL CG E FROM 72BA53 +205TL CG MR FROM COUL. EX. (73KR02) +205TL CG CC FROM 73KR02 +205TLS G KC=0.40 4$LC=0.167$MC=0.0420 2$NC+=0.0135 1 +205TL B 3.1 13 6.5 2 +205TL2 B EAV= 460 4$ +205TL1CB IB ESTIMATED BY 71HI01 TO BE 3.7% 15 BASED ON RATIOS OF +205TL2CB IG(203.7) TO 197HG,203HG IG'S AND CC(203.7)=0.62; IB=3.1% IF CC IS +205TL3CB REDUCED TO 0.44 +205TL L 619.3 5/2+ +205TL B 0.016 7 8.6920 1U +205TL2 B EAV= 299 3$ +205TL G 415.6 3 0.59 8 (M1) 0.169 +205TLS G KC=0.139 5$LC=0.0233 7$MC=0.00542 17$NC+=0.00174 6 +205TL G 618.6 7 0.090 20 +205TL CG RI(618.6)/RI(415.6) IS AP TWICE AS LARGE AS IN COUL. EX. +205TL2CG AND (N,N'G) +205TL L 1140.9 (3/2)+ +205TL B 0.0030 16 7.7424 +205TL2 B EAV= 115 3$ +205TL G 937.2 6 0.093 20 +205TL G 1141.1 15 0.045 20 +205TL L 1218.7 1/2+ +205TL B 0.007 4 7.1 3 +205TL2 B EAV= 90.0 25$ +205TL G 1014.7 8 0.031 10 +205TL G 1218.7 4 0.28 5 +205TL L 1340.3 (3/2)+ +205TL B 0.006 3 6.4723 +205TL2 B EAV= 53.4 24$ +205TL G 720.8 8 0.051 15 +205TL G 1136.8 6 0.21 5 +205TL G 1340.3 8 0.015 5 +205TL L 1433.9 (1/2,3/2) +205TL B 0.0049 25 5.6925 +205TL2 B EAV= 27.1 22$ +205TL G 1230.8 10 0.023 10 +205TL G 1433.9 5 0.20 5 + diff --git a/tests/ensdf_processing/hsmrg/ref_hsmrg_cards.new b/tests/ensdf_processing/hsmrg/ref_hsmrg_cards.new new file mode 100644 index 0000000000..e3474823cf --- /dev/null +++ b/tests/ensdf_processing/hsmrg/ref_hsmrg_cards.new @@ -0,0 +1,4 @@ +205TL G 203.74 3 100 M1+E2 +1.56 15 0.62 4 10 +205TLS G KC=0.40 4$LC=0.167$MC=0.0420 2$NC+=0.0135 1 10 +205TL G 415.6 3 0.59 8 (M1) 0.169 22 +205TLS G KC=0.139 5$LC=0.0233 7$MC=0.00542 17$NC+=0.00174 6 22 diff --git a/tests/ensdf_processing/hsmrg/ref_hsmrg_data.tst b/tests/ensdf_processing/hsmrg/ref_hsmrg_data.tst new file mode 100644 index 0000000000..8971efe5aa --- /dev/null +++ b/tests/ensdf_processing/hsmrg/ref_hsmrg_data.tst @@ -0,0 +1,47 @@ +205TL 205HG B- DECAY 71HI01 78NDS 780310 +205HG P 0 1/2- 5.2 M 1 1538 8 +205TL N 0.022 10 1 +205TL L 0 1/2+ +205TL B 96 2 5.27115 +205TL2 B EAV= 542 4$ +205TL CB E SOME APPROXIMATE MEASUREMENTS LISTED IN 71SC35 +205TL L 203.7 3/2+ 1.46 NS 8 +205TL CL T 71SH35, 67MA45 +205TL G 203.74 3 100 M1+E2 +1.56 15 0.440 +205TL CG E FROM 72BA53 +205TL CG MR FROM COUL. EX. (73KR02) +205TL CG CC FROM 73KR02 +205TL B 3.1 13 6.5 2 +205TL2 B EAV= 460 4$ +205TL1CB IB ESTIMATED BY 71HI01 TO BE 3.7% 15 BASED ON RATIOS OF +205TL2CB IG(203.7) TO 197HG,203HG IG'S AND CC(203.7)=0.62; IB=3.1% IF CC IS +205TL3CB REDUCED TO 0.44 +205TL L 619.3 5/2+ +205TL B 0.016 7 8.6920 1U +205TL2 B EAV= 299 3$ +205TL G 415.6 3 0.59 8 (M1) 0.1691 +205TL G 618.6 7 0.090 20 +205TL CG RI(618.6)/RI(415.6) IS AP TWICE AS LARGE AS IN COUL. EX. +205TL2CG AND (N,N'G) +205TL L 1140.9 (3/2)+ +205TL B 0.0030 16 7.7424 +205TL2 B EAV= 115 3$ +205TL G 937.2 6 0.093 20 +205TL G 1141.1 15 0.045 20 +205TL L 1218.7 1/2+ +205TL B 0.007 4 7.1 3 +205TL2 B EAV= 90.0 25$ +205TL G 1014.7 8 0.031 10 +205TL G 1218.7 4 0.28 5 +205TL L 1340.3 (3/2)+ +205TL B 0.006 3 6.4723 +205TL2 B EAV= 53.4 24$ +205TL G 720.8 8 0.051 15 +205TL G 1136.8 6 0.21 5 +205TL G 1340.3 8 0.015 5 +205TL L 1433.9 (1/2,3/2) +205TL B 0.0049 25 5.6925 +205TL2 B EAV= 27.1 22$ +205TL G 1230.8 10 0.023 10 +205TL G 1433.9 5 0.20 5 + diff --git a/tests/ensdf_processing/seqhst/ref_iccseq.dat b/tests/ensdf_processing/seqhst/ref_iccseq.dat new file mode 100644 index 0000000000..c2ab79e7ab --- /dev/null +++ b/tests/ensdf_processing/seqhst/ref_iccseq.dat @@ -0,0 +1,13004 @@ + 3K1 15.006.55E-025.65E+004.10E+022.83E+042.85E-031.87E-011.25E+018.37E+02 + 3K1 17.004.30E-023.29E+002.12E+021.30E+042.07E-031.21E-017.12E+004.23E+02 + 3K1 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file_comp(input_dict['report_file'],'ensdf_processing/alphad/ref_a228.ens.alphad.rpt', exceptions) cleanup_tmp() +def test_delta(): + create_tmp() + input_dict = {} + input_dict['input_file'] = 'ensdf_processing/delta/ref_inp.dat' + input_dict['output_file'] = tmp_path + '/tmp_delta.dat' + output_dict = ensdf_processing.delta(input_dict) + # exceptions contain lines in the ouptut that can have a tolerable precision difference + exceptions = [[3, 82], [3, 89], [3, 119], [3, 202], [3, 209], [3, 213],[3, 217],[3, 229], \ + [3, 232], [3, 236], [3, 243], [3, 318], [3, 355], [3, 458]] + d_ouptut = file_comp(input_dict['output_file'],'ensdf_processing/delta/ref_delta.rpt', exceptions) + cleanup_tmp() + # Tests gabs output for 80Br sample input. Date and file names are expected to be different # in the test output and reference file sets. def test_gabs(): @@ -38,6 +50,64 @@ def test_gabs(): 'ensdf_processing/gabs/ref_gabs_80Br.new', exceptions_dataset) cleanup_tmp() +def test_gtol(): + create_tmp() + input_dict = {} + input_dict['input_file'] = 'ensdf_processing/gtol/ref_gtol.inp' + input_dict['report_file'] = tmp_path + '/tmp_gtol.rpt' + input_dict['new_ensdf_file_with_results'] = 0 + input_dict['output_file'] = tmp_path + '/tmp_gtol.out' + input_dict['supress_gamma_comparison'] = 1 + input_dict['supress_intensity_comparison'] = 1 + input_dict['dcc_theory_percent'] = 1.4 + output_dict = ensdf_processing.gtol(input_dict) + ref_output_report = 'ensdf_processing/gtol/ref_gtol.rpt' + exceptions = [[1, 'DATE:'], [1, 'INPUT-FILE name:'], [1, 'TIME:']] + d_report = file_comp(input_dict['report_file'], ref_output_report, exceptions) + cleanup_tmp() + +def test_hsicc(): + create_tmp() + input_dict = {} + input_dict['data_deck'] = 'ensdf_processing/hsicc/ref_hsicc_data.tst' + input_dict['icc_index'] = 'ensdf_processing/hsicc/ref_hsicc_iccndx.dat' + input_dict['icc_table'] = 'ensdf_processing/hsicc/ref_hsicc_icctbl.dat' + input_dict['complete_report'] = tmp_path + '/tmp_out_hsicc_hscalc.lst' + input_dict['new_card_deck'] = tmp_path + '/tmp_out_hsicc_cards.new' + input_dict['comparison_report'] = tmp_path + '/tmp_out_hsicc_compar.lst' + input_dict['is_multipol_known'] = 'Y' + output_dict = ensdf_processing.hsicc(input_dict) + ref_report = 'ensdf_processing/hsicc/ref_hscalc.lst' + ref_card_deck = 'ensdf_processing/hsicc/ref_cards.new' + ref_comparison_report = 'ensdf_processing/hsicc/ref_compar.lst' + + exceptions = [[3, 55], [3, 70], [3, 83], [3, 107], [3, 131], [3, 151]] + d_report = file_comp(input_dict['complete_report'], ref_report, exceptions) + d_card_deck = file_comp(input_dict['new_card_deck'], ref_card_deck, []) + d_comparison_report = file_comp(input_dict['comparison_report'], ref_comparison_report, []) + cleanup_tmp() + +def test_hsmrg(): + create_tmp() + input_dict = {} + input_dict['data_deck'] = 'ensdf_processing/hsmrg/ref_hsmrg_data.tst' + input_dict['card_deck'] = 'ensdf_processing/hsmrg/ref_hsmrg_cards.new' + input_dict['merged_data_deck'] = tmp_path + '/tmp_out_cards.mrg' + output_dict = ensdf_processing.hsmrg(input_dict) + ref_deck = 'ensdf_processing/hsmrg/ref_cards.mrg' + d_report = file_comp(input_dict['merged_data_deck'], ref_deck, []) + cleanup_tmp() + +def test_seqhst(): + create_tmp() + input_dict = {} + input_dict['binary_table_input_file'] = 'ensdf_processing/seqhst/ref_seqhst_icctbl.dat' + input_dict['sequential_output_file'] = tmp_path + '/tmp_out_iccseq.dat' + output_dict = ensdf_processing.seqhst(input_dict) + ref_sequence = 'ensdf_processing/seqhst/ref_iccseq.dat' + d_report = file_comp(input_dict['sequential_output_file'], ref_sequence, []) + cleanup_tmp() + def test_logft(): create_tmp() input_dict = {} @@ -131,6 +201,11 @@ def file_comp(file_out, file_ref, exceptions): if __name__ == "__main__": alphad = test_alphad() gabs = test_gabs() + delta = test_delta() + gtol = test_gtol() + hsicc = test_hsicc() + hsmrg = test_hsmrg() + seqhst = test_seqhst() logft = test_logft() radd = test_radd() ruler = test_ruler()