From 9517c0ed3e232d967d2ab102db7ce08f6f288960 Mon Sep 17 00:00:00 2001 From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com> Date: Thu, 16 Nov 2023 09:34:12 -0800 Subject: [PATCH 1/8] Bump pymatgen from 2023.10.11 to 2023.11.12 (#187) Bumps [pymatgen](https://github.com/materialsproject/pymatgen) from 2023.10.11 to 2023.11.12. - [Release notes](https://github.com/materialsproject/pymatgen/releases) - [Changelog](https://github.com/materialsproject/pymatgen/blob/master/docs/CHANGES.md) - [Commits](https://github.com/materialsproject/pymatgen/compare/v2023.10.11...v2023.11.12) --- updated-dependencies: - dependency-name: pymatgen dependency-type: direct:production update-type: version-update:semver-minor ... Signed-off-by: dependabot[bot] Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com> --- requirements.txt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/requirements.txt b/requirements.txt index e6608ddd..9808d433 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,6 +1,6 @@ dgl==1.1.2 torch==2.1.0 pytorch_lightning==2.0.9 -pymatgen==2023.10.11 +pymatgen==2023.11.12 ase==3.22.1 boto3 From 8ddd066a0ae81a199a6b87f210a134f9d0541bad Mon Sep 17 00:00:00 2001 From: Tsz Wai Ko <47970742+kenko911@users.noreply.github.com> Date: Fri, 17 Nov 2023 01:34:29 +0800 Subject: [PATCH 2/8] dEdLat contribution for stress calculations is added and Universal Potentials are updated (#189) * Optimize the Atoms2Graph and fixed the np.meshgrid * put unittests * improve the _three_body.py and test_M3GNetCalculator in test_ase.py * add cpu() in ase.py and compute.py to enable the GPU usage for MatGL-LAMMPS interface * included the unit-test for hessian test_ase.py to improve the coverage score * remove reducdant torch.unique for finding the maximum three_body index and little cleanup in united tests * add united test for trainer.test and description in the example * add option for PES training without stresses * merged the changes and fix errors * add backward compatibility for data_mean in pes.py * An Example for the simple training of M3GNet formation energy model is added * dEdLat for stress contributions in PES is added * Improve the coverage score for training.py * improve coverage/patch for data.py * further improve coverage/patch for training.py, datat.py and ase.py --------- Co-authored-by: Shyue Ping Ong --- ...dictions of Cubic Lattice Parameters.ipynb | 1566 +---------------- ...tial with Property Prediction Models.ipynb | 34 +- ...ctions using MEGNet or M3GNet Models.ipynb | 33 +- ...using the M3GNet Universal Potential.ipynb | 18 +- ... Energy Model with PyTorch Lightning.ipynb | 379 +--- ...Net Potential with PyTorch Lightning.ipynb | 248 ++- ... Energy Model with PyTorch Lightning.ipynb | 59 +- matgl/apps/pes.py | 49 +- matgl/ext/ase.py | 31 +- matgl/ext/pymatgen.py | 38 +- matgl/graph/converters.py | 22 +- matgl/graph/data.py | 82 +- matgl/models/_m3gnet.py | 4 +- matgl/models/_megnet.py | 4 +- matgl/utils/training.py | 51 +- .../M3GNet-MP-2021.2.8-DIRECT-PES/README.md | 178 +- .../M3GNet-MP-2021.2.8-DIRECT-PES/model.json | 11 +- .../M3GNet-MP-2021.2.8-DIRECT-PES/model.pt | Bin 3807 -> 671577 bytes .../M3GNet-MP-2021.2.8-DIRECT-PES/state.pt | Bin 4509961 -> 4543793 bytes .../M3GNet-MP-2021.2.8-PES/README.md | 178 +- .../M3GNet-MP-2021.2.8-PES/model.json | 111 +- .../M3GNet-MP-2021.2.8-PES/model.pt | Bin 3759 -> 672345 bytes .../M3GNet-MP-2021.2.8-PES/state.pt | Bin 1193097 -> 1228529 bytes tests/apps/test_pes.py | 58 +- tests/conftest.py | 5 +- tests/ext/test_ase.py | 17 +- tests/ext/test_pymatgen.py | 9 +- tests/graph/test_compute.py | 47 +- tests/graph/test_data.py | 144 +- tests/models/test_m3gnet.py | 11 + tests/models/test_megnet.py | 8 + tests/utils/test_training.py | 67 +- 32 files changed, 1010 insertions(+), 2452 deletions(-) diff --git a/examples/Benchmarking M3GNet Predictions of Cubic Lattice Parameters.ipynb b/examples/Benchmarking M3GNet Predictions of Cubic Lattice Parameters.ipynb index 280f9f58..57306aad 100644 --- a/examples/Benchmarking M3GNet Predictions of Cubic Lattice Parameters.ipynb +++ b/examples/Benchmarking M3GNet Predictions of Cubic Lattice Parameters.ipynb @@ -59,29 +59,7 @@ "execution_count": null, "id": "8476d506", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Crystal structure a (Å)\n", - "Material \n", - "C (diamond) Diamond (FCC) 3.567000\n", - "Si Diamond (FCC) 5.431021\n", - "Ge Diamond (FCC) 5.658000\n", - "AlAs Zinc blende (FCC) 5.660500\n", - "AlP Zinc blende (FCC) 5.451000\n", - "... ... ...\n", - "Cs BCC 6.050000\n", - "K BCC 5.230000\n", - "Ba BCC 5.020000\n", - "Eu BCC 4.610000\n", - "Cr BCC 2.880000\n", - "\n", - "[89 rows x 2 columns]\n" - ] - } - ], + "outputs": [], "source": [ "data = pd.read_html(\"http://en.wikipedia.org/wiki/Lattice_constant\")[0]\n", "struct_types = [\n", @@ -162,10 +140,8 @@ "\n", "# Load the pre-trained M3GNet Potential\n", "pot = matgl.load_model(\"M3GNet-MP-2021.2.8-PES\")\n", - "\n", "# create the M3GNet Relaxer\n", "relaxer = Relaxer(potential=pot)\n", - "\n", "for formula, v in data.iterrows():\n", " formula = formula.split()[0]\n", " c = Composition(formula)\n", @@ -197,7 +173,6 @@ " predicted.append(0)\n", " mp.append(0)\n", " continue\n", - "\n", " # print(s.composition.reduced_formula)\n", " relax_results = relaxer.relax(s, fmax=0.01)\n", "\n", @@ -243,1511 +218,7 @@ "execution_count": null, "id": "b71312dc", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - 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 Crystal structurea (Å)MP a (Å)Predicted a (Å)% error vs Expt% error vs MP
Material      
AcFCC5.3100005.6962115.6135085.72%-1.45%
AgFCC4.0790004.1043564.1722032.28%1.65%
AlFCC4.0460004.0389304.0469540.02%0.20%
AlAsZinc blende (FCC)5.6605005.6758025.7309041.24%0.97%
AlPZinc blende (FCC)5.4510005.4729675.4893970.70%0.30%
AlSbZinc blende (FCC)6.1355006.1850426.2289381.52%0.71%
ArFCC5.2600005.3631604.145402-21.19%-22.71%
AuFCC4.0650004.1712894.1686132.55%-0.06%
BNZinc blende (FCC)3.6150003.6260023.6151340.00%-0.30%
BPZinc blende (FCC)4.5380004.5321454.5433470.12%0.25%
BaBCC5.0200000.0000004.814511-4.09%inf%
C (diamond)Diamond (FCC)3.5670003.5607453.5905310.66%0.84%
CaFCC5.5800005.5768165.513572-1.19%-1.13%
CaVO3Cubic perovskite3.7670003.8304063.8409651.96%0.28%
CdSZinc blende (FCC)5.8320005.8859075.9222161.55%0.62%
CdSeZinc blende (FCC)6.0500006.1405426.2112452.67%1.15%
CdTeZinc blende (FCC)6.4820006.5642276.6303092.29%1.01%
CeFCC5.1600004.6724294.712238-8.68%0.85%
CrBCC2.8800002.9688992.859300-0.72%-3.69%
CrNHalite4.1490004.1908554.142035-0.17%-1.16%
CsBCC6.0500006.2569305.318184-12.10%-15.00%
CsClCaesium chloride4.1230004.1436984.2114102.14%1.63%
CsFHalite6.0200006.0122796.1353971.92%2.05%
CsICaesium chloride4.5670004.6652124.6793042.46%0.30%
CuFCC3.5970003.5774313.6168860.55%1.10%
EuBCC4.6100004.4876024.496991-2.45%0.21%
EuTiO3Cubic perovskite7.8100003.9038813.932595-49.65%0.74%
FeBCC2.8560002.8630352.838155-0.62%-0.87%
GaAsZinc blende (FCC)5.6530005.7501825.7445021.62%-0.10%
GaPZinc blende (FCC)5.4505005.4516255.4881400.69%0.67%
GaSbZinc blende (FCC)6.0959006.1372096.2286232.18%1.49%
GeDiamond (FCC)5.6580005.6748545.7717852.01%1.71%
HfC0.99Halite4.6400004.6342784.6443920.09%0.22%
HfNHalite4.3920004.5117204.5353713.26%0.52%
InAsZinc blende (FCC)6.0583006.1071236.1981732.31%1.49%
InPZinc blende (FCC)5.8690005.9039535.9617311.58%0.98%
InSbZinc blende (FCC)6.4790006.6332216.6531252.69%0.30%
IrFCC3.8400003.8539293.8726260.85%0.49%
KBCC5.2300005.3951175.3772632.82%-0.33%
KBrHalite6.6000006.5890826.6986311.49%1.66%
KClHalite6.2900006.2837436.3891141.58%1.68%
KFHalite5.3400005.3088275.4253511.60%2.19%
KIHalite7.0700007.0848717.1646881.34%1.13%
KTaO3Cubic perovskite3.9885003.9948814.0352741.17%1.01%
LiBCC3.4900003.4393123.444487-1.30%0.15%
LiBrHalite5.5000005.4453815.5424450.77%1.78%
LiClHalite5.1400005.0842455.137603-0.05%1.05%
LiFHalite4.0300004.0834274.0890191.46%0.14%
LiIHalite6.0100005.9683556.0537740.73%1.43%
MgOHalite (FCC)4.2120004.1940034.2645681.25%1.68%
MoBCC3.1420003.1676183.1667420.79%-0.03%
NaBCC4.2300004.2080544.226155-0.09%0.43%
NaBrHalite5.9700005.9230856.0606491.52%2.32%
NaClHalite5.6400005.5881265.6972091.01%1.95%
NaFHalite4.6300004.5717894.7166071.87%3.17%
NaIHalite6.4700006.4373136.5061010.56%1.07%
NbBCC3.3008003.3176323.3177830.51%0.00%
NbNHalite4.3920004.4524684.4544101.42%0.04%
NeFCC4.4300004.1950204.338519-2.07%3.42%
NiFCC3.4990003.4751463.5033660.12%0.81%
PbFCC4.9200004.9895095.0256982.15%0.73%
PbSHalite (FCC)5.9362000.0000006.0103321.25%inf%
PbTeHalite (FCC)6.4620006.5417946.5603411.52%0.28%
PdFCC3.8590003.9173023.9382612.05%0.54%
PtFCC3.9120003.9431503.9764361.65%0.84%
RbBrHalite6.8900006.9119017.0013771.62%1.29%
RbClHalite6.5900006.6174156.7211741.99%1.57%
RbFHalite5.6500005.6322845.7225911.28%1.60%
RbIHalite7.3500007.3823357.5254922.39%1.94%
RhFCC3.8000003.8059723.8467331.23%1.07%
ScNHalite4.5200004.5109444.516923-0.07%0.13%
SiDiamond (FCC)5.4310215.4437025.4584140.50%0.27%
SrFCC6.0800006.0672066.054884-0.41%-0.20%
SrTiO3Cubic perovskite3.9880503.9127013.944839-1.08%0.82%
SrVO3Cubic perovskite3.8380003.9008913.9118461.92%0.28%
TaBCC3.3058003.3098563.3266600.63%0.51%
TaC0.99Halite4.4560004.4677954.4747080.42%0.15%
ThFCC5.0800005.0472555.055762-0.48%0.17%
TiCHalite4.3280004.3314384.3377830.23%0.15%
TiNHalite4.2490004.2412474.246024-0.07%0.11%
VBCC3.0399002.9823992.985185-1.80%0.09%
VC0.97Halite4.1660004.1619464.145138-0.50%-0.40%
VNHalite4.1360004.1249304.131446-0.11%0.16%
WBCC3.1550003.1703163.1782300.74%0.25%
YbFCC5.4900005.3872575.483943-0.11%1.79%
ZnOHalite (FCC)4.5800004.3388844.334629-5.36%-0.10%
ZnSZinc blende (FCC)5.4200005.3873665.4539560.63%1.24%
ZrC0.97Halite4.6980004.7128664.7176410.42%0.10%
ZrNHalite4.5770004.5885314.6122920.77%0.52%
\n" - ], - "text/plain": [ - "" - ] - }, - "execution_count": null, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "data.sort_index().style.format({\"% error vs Expt\": \"{:,.2%}\", \"% error vs MP\": \"{:,.2%}\"}).background_gradient()" ] @@ -1757,28 +228,7 @@ "execution_count": null, "id": "423e7893", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": null, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "data[\"% error vs MP\"].replace([np.inf, -np.inf], np.nan).dropna().hist(bins=20)" ] @@ -1792,10 +242,10 @@ "source": [ "# This generates a pretty markdown table output.\n", "\n", - "# df = data.sort_values(\"% error vs MP\", key=abs).replace([np.inf, -np.inf], np.nan).dropna()\n", - "# df[\"% error vs MP\"] = [f\"{v*100:.3f}%\" for v in df[\"% error vs MP\"]]\n", - "# df[\"% error vs Expt\"] = [f\"{v*100:.3f}%\" for v in df[\"% error vs Expt\"]]\n", - "# print(df.to_markdown())" + "#df = data.sort_values(\"% error vs MP\", key=abs).replace([np.inf, -np.inf], np.nan).dropna()\n", + "#df[\"% error vs MP\"] = [f\"{v*100:.3f}%\" for v in df[\"% error vs MP\"]]\n", + "#df[\"% error vs Expt\"] = [f\"{v*100:.3f}%\" for v in df[\"% error vs Expt\"]]\n", + "#print(df.to_markdown())" ] } ], @@ -1815,7 +265,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.16" + "version": "3.10.9" }, "vscode": { "interpreter": { diff --git a/examples/Combining the M3GNet Universal Potential with Property Prediction Models.ipynb b/examples/Combining the M3GNet Universal Potential with Property Prediction Models.ipynb index 5a0dd0cb..96c4c014 100644 --- a/examples/Combining the M3GNet Universal Potential with Property Prediction Models.ipynb +++ b/examples/Combining the M3GNet Universal Potential with Property Prediction Models.ipynb @@ -94,7 +94,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f05586e80c904f0c88c3098c61fe535b", + "model_id": "1827af8bbaf94a06a1d620b464e6b6a3", "version_major": 2, "version_minor": 0 }, @@ -144,17 +144,17 @@ "text": [ "Full Formula (Sr1 Ti1 O3)\n", "Reduced Formula: SrTiO3\n", - "abc : 3.944760 3.944760 3.944760\n", - "angles: 89.999998 90.000000 90.000000\n", + "abc : 3.937988 3.937988 3.937988\n", + "angles: 90.000001 90.000000 90.000000\n", "pbc : True True True\n", "Sites (5)\n", - " # SP a b c\n", - "--- ---- ---- ---- ----\n", - " 0 Sr 0 0 0\n", - " 1 Ti 0.5 0.5 0.5\n", - " 2 O 0.5 -0 0.5\n", - " 3 O -0 0.5 0.5\n", - " 4 O 0.5 0.5 -0\n" + " # SP a b c\n", + "--- ---- ---- --- ----\n", + " 0 Sr 0 0 -0\n", + " 1 Ti 0.5 0.5 0.5\n", + " 2 O 0.5 0 0.5\n", + " 3 O -0 0.5 0.5\n", + " 4 O 0.5 0.5 0\n" ] } ], @@ -223,8 +223,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "The predicted formation energy for the unrelaxed SrTiO3 is -2.103 eV/atom.\n", - "The predicted formation energy for the relaxed SrTiO3 is -3.571 eV/atom.\n", + "The predicted formation energy for the unrelaxed SrTiO3 is -2.240 eV/atom.\n", + "The predicted formation energy for the relaxed SrTiO3 is -3.495 eV/atom.\n", "The Materials Project formation energy for DFT-relaxed SrTiO3 is -3.552 eV/atom.\n" ] } @@ -270,16 +270,16 @@ "text": [ "PBE band gap\n", "\tUnrelaxed STO = 0.16 eV.\n", - "\tRelaxed STO = 1.67 eV.\n", + "\tRelaxed STO = 1.72 eV.\n", "GLLB-SC band gap\n", "\tUnrelaxed STO = 2.36 eV.\n", - "\tRelaxed STO = 3.13 eV.\n", + "\tRelaxed STO = 3.22 eV.\n", "HSE band gap\n", "\tUnrelaxed STO = 0.53 eV.\n", - "\tRelaxed STO = 2.88 eV.\n", + "\tRelaxed STO = 3.07 eV.\n", "SCAN band gap\n", "\tUnrelaxed STO = 0.72 eV.\n", - "\tRelaxed STO = 2.17 eV.\n", + "\tRelaxed STO = 2.19 eV.\n", "The PBE band gap for STO from Materials Project is 1.77 eV.\n" ] } @@ -329,7 +329,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.16" + "version": "3.10.9" } }, "nbformat": 4, diff --git a/examples/Property Predictions using MEGNet or M3GNet Models.ipynb b/examples/Property Predictions using MEGNet or M3GNet Models.ipynb index d4053c00..93523da2 100644 --- a/examples/Property Predictions using MEGNet or M3GNet Models.ipynb +++ b/examples/Property Predictions using MEGNet or M3GNet Models.ipynb @@ -74,7 +74,15 @@ "execution_count": null, "id": "ce4e9336", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The predicted formation energy for CsCl is -2.272 eV/atom.\n" + ] + } + ], "source": [ "# Load the pre-trained MEGNet formation energy model.\n", "model = matgl.load_model(\"MEGNet-MP-2018.6.1-Eform\")\n", @@ -95,7 +103,15 @@ "execution_count": null, "id": "4aef3fec", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The predicted formation energy for CsCl is -2.220 eV/atom.\n" + ] + } + ], "source": [ "# Load the pre-trained M3GNet formation energy model\n", "model = matgl.load_model(\"M3GNet-MP-2018.6.1-Eform\")\n", @@ -119,7 +135,18 @@ "execution_count": null, "id": "f2ec796f", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The predicted PBE band gap for CsCl is 4.825 eV.\n", + "The predicted GLLB-SC band gap for CsCl is 8.323 eV.\n", + "The predicted HSE band gap for CsCl is 6.317 eV.\n", + "The predicted SCAN band gap for CsCl is 5.965 eV.\n" + ] + } + ], "source": [ "model = matgl.load_model(\"MEGNet-MP-2019.4.1-BandGap-mfi\")\n", "\n", diff --git a/examples/Relaxations and Simulations using the M3GNet Universal Potential.ipynb b/examples/Relaxations and Simulations using the M3GNet Universal Potential.ipynb index dfaae0d0..e9c093c3 100644 --- a/examples/Relaxations and Simulations using the M3GNet Universal Potential.ipynb +++ b/examples/Relaxations and Simulations using the M3GNet Universal Potential.ipynb @@ -77,14 +77,14 @@ "text": [ "Full Formula (Cs1 Cl1)\n", "Reduced Formula: CsCl\n", - "abc : 4.211410 4.211410 4.211410\n", - "angles: 90.000000 90.000000 90.000000\n", + "abc : 4.212023 4.212023 4.212023\n", + "angles: 89.999999 90.000000 90.000000\n", "pbc : True True True\n", "Sites (2)\n", - " # SP a b c\n", - "--- ---- --- ---- ----\n", - " 0 Cs 0 -0 -0\n", - " 1 Cl 0.5 0.5 0.5\n", + " # SP a b c\n", + "--- ---- ---- ---- ----\n", + " 0 Cs -0 -0 -0\n", + " 1 Cl 0.5 0.5 0.5\n", "The final energy is -6.543 eV.\n" ] } @@ -122,7 +122,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "The potential energy of CsCl at 300 K after 100 steps is -6.430 eV.\n" + "The potential energy of CsCl at 300 K after 100 steps is -6.479 eV.\n" ] } ], @@ -159,7 +159,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "The calculated potential energy is -6.430 eV.\n" + "The calculated potential energy is -6.479 eV.\n" ] } ], @@ -188,7 +188,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.16" + "version": "3.10.9" } }, "nbformat": 4, diff --git a/examples/Training a M3GNet Formation Energy Model with PyTorch Lightning.ipynb b/examples/Training a M3GNet Formation Energy Model with PyTorch Lightning.ipynb index 9a2b2339..f4075405 100644 --- a/examples/Training a M3GNet Formation Energy Model with PyTorch Lightning.ipynb +++ b/examples/Training a M3GNet Formation Energy Model with PyTorch Lightning.ipynb @@ -58,15 +58,7 @@ "execution_count": null, "id": "ad359f9f", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "69239it [03:54, 295.16it/s] \n" - ] - } - ], + "outputs": [], "source": [ "def load_dataset() -> tuple[list[Structure], list[str], list[float]]:\n", " \"\"\"Raw data loading function.\n", @@ -81,11 +73,14 @@ " data = pd.read_json(\"mp.2018.6.1.json\")\n", " structures = []\n", " mp_ids = []\n", + " i = 0\n", " for mid, structure_str in tqdm(zip(data[\"material_id\"], data[\"structure\"])):\n", " struct = Structure.from_str(structure_str, fmt=\"cif\")\n", " structures.append(struct)\n", " mp_ids.append(mid)\n", - "\n", + " i=i+1\n", + " if i > 1000:\n", + " break\n", " return structures, mp_ids, data[\"formation_energy_per_atom\"].tolist()\n", "\n", "\n", @@ -124,15 +119,7 @@ "execution_count": null, "id": "52ccef45", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 100/100 [00:00<00:00, 346.60it/s]\n" - ] - } - ], + "outputs": [], "source": [ "# get element types in the dataset\n", "elem_list = get_element_list(structures)\n", @@ -220,344 +207,7 @@ "execution_count": null, "id": "7472d071", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "GPU available: False, used: False\n", - "TPU available: False, using: 0 TPU cores\n", - "IPU available: False, using: 0 IPUs\n", - "HPU available: False, using: 0 HPUs\n", - "\n", - " | Name | Type | Params\n", - "--------------------------------------------\n", - "0 | model | M3GNet | 388 K \n", - "1 | mae | MeanAbsoluteError | 0 \n", - "2 | rmse | MeanSquaredError | 0 \n", - "--------------------------------------------\n", - "388 K Trainable params\n", - "0 Non-trainable params\n", - "388 K Total params\n", - "1.553 Total estimated model params size (MB)\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Sanity Checking: 0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "825082d9d040431f88a924808e602985", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Training: 0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Validation: 0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Validation: 0it 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{}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Validation: 0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Validation: 0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "`Trainer.fit` stopped: `max_epochs=20` reached.\n" - ] - } - ], + "outputs": [], "source": [ "logger = CSVLogger(\"logs\", name=\"M3GNet_training\")\n", "trainer = pl.Trainer(max_epochs=20, accelerator=\"cpu\", logger=logger)\n", @@ -579,18 +229,7 @@ "execution_count": null, "id": "2aa58a7c", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "metrics = pd.read_csv(\"logs/M3GNet_training/version_0/metrics.csv\")\n", "metrics[\"train_MAE\"].dropna().plot()\n", @@ -608,7 +247,7 @@ "source": [ "# This code just performs cleanup for this notebook.\n", "\n", - "for fn in (\"dgl_graph.bin\", \"dgl_line_graph.bin\", \"state_attr.pt\", \"labels.json\"):\n", + "for fn in (\"dgl_graph.bin\", \"lattice.pt\", \"dgl_line_graph.bin\", \"state_attr.pt\", \"labels.json\"):\n", " try:\n", " os.remove(fn)\n", " except FileNotFoundError:\n", diff --git a/examples/Training a M3GNet Potential with PyTorch Lightning.ipynb b/examples/Training a M3GNet Potential with PyTorch Lightning.ipynb index 9d58ec25..4960e01b 100644 --- a/examples/Training a M3GNet Potential with PyTorch Lightning.ipynb +++ b/examples/Training a M3GNet Potential with PyTorch Lightning.ipynb @@ -80,7 +80,29 @@ "outputId": "2252a59c-9a70-4673-926f-9ed8fc69ed0d", "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "67f7a0e8b0d847978c15ecfb2ee6b04b", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Retrieving ThermoDoc documents: 0%| | 0/407 [00:00 tuple[list[Structure], list[str], list[float]]:\n", " \"\"\"Raw data loading function.\n", @@ -74,6 +82,7 @@ " data = pd.read_json(\"mp.2018.6.1.json\")\n", " structures = []\n", " mp_ids = []\n", + "\n", " for mid, structure_str in tqdm(zip(data[\"material_id\"], data[\"structure\"])):\n", " struct = Structure.from_str(structure_str, fmt=\"cif\")\n", " structures.append(struct)\n", @@ -98,15 +107,7 @@ "execution_count": null, "id": "4e5b1c87", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "69239it [02:56, 392.16it/s] \n" - ] - } - ], + "outputs": [], "source": [ "structures = structures[:100]\n", "eform_per_atom = eform_per_atom[:100]" @@ -125,7 +126,15 @@ "execution_count": null, "id": "52ccef45", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|██████████████████████████████████████████████████████████████████████████████████████████████| 100/100 [00:00<00:00, 788.62it/s]\n" + ] + } + ], "source": [ "# get element types in the dataset\n", "elem_list = get_element_list(structures)\n", @@ -133,7 +142,13 @@ "converter = Structure2Graph(element_types=elem_list, cutoff=4.0)\n", "# convert the raw dataset into MEGNetDataset\n", "mp_dataset = MEGNetDataset(\n", - " structures=structures, labels={\"Eform\": eform_per_atom}, converter=converter, initial=0.0, final=5.0, num_centers=100, width=0.5\n", + " structures=structures,\n", + " labels={\"Eform\": eform_per_atom},\n", + " converter=converter,\n", + " initial=0.0,\n", + " final=5.0,\n", + " num_centers=100,\n", + " width=0.5,\n", ")" ] }, @@ -150,15 +165,7 @@ "execution_count": null, "id": "a6f29ef3", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████████████████████████████████████████████████████| 100/100 [00:00<00:00, 680.77it/s]\n" - ] - } - ], + "outputs": [], "source": [ "train_data, val_data, test_data = split_dataset(\n", " mp_dataset,\n", @@ -242,7 +249,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "GPU available: True (mps), used: False\n", + "GPU available: False, used: False\n", "TPU available: False, using: 0 TPU cores\n", "IPU available: False, using: 0 IPUs\n", "HPU available: False, using: 0 HPUs\n", @@ -277,7 +284,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "64cee4560c5944a4848d27af37557e6b", + "model_id": "ee46e6c3313241948a656663acd9ce56", "version_major": 2, "version_minor": 0 }, @@ -600,7 +607,7 @@ "outputs": [ { "data": { - "image/png": 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", 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wWq01PpbHk5F//etf5OTkcP3111e6z+TJk3nmmWc8GJXzNL1XRKT6mjdvDlCnCm2JazRp0sRxf2vKo8nInDlz+Mc//sEXX3xBTExMpfs99thjTJo0yfE6MzOT+Ph4T4RYbVqfRkSk+iwWCy1atCAmJoaioiJvhyMu4ufnV6sWETuPJSNz587ljjvuYN68eVx44YVV7hsQEEBAQICHIqsZrU8jIuI8q9Xqki8vaVg8UvRszpw5jB8/no8++ohLL73UE6d0u2j7mBElIyIiIrXidMtIdnY2u3btcrxOTk4mKSmJyMhIWrduzWOPPcbBgwf54IMPADMRufXWW3n99dcZNGiQY+XAoKAgIiIiXHQZnhfzhzEjhmFoMJaIiEgNOd0ysnbtWnr37u2Yljtp0iR69+7NU089BUBqaiopKSmO/adPn05xcTH33ntvmdUCH3zwQRddgnfYB7AWFtvIzCv2cjQiIiL1l9MtI+edd16VBU5mzZpV5vWSJUucPUW9EOhnJTzQl8z8YtKy8okIVjlfERGRmtBCebVgX5NGg1hFRERqTslILURrfRoREZFaUzJSC6o1IiIiUntKRmrBMaNGJeFFRERqTMlILdjXpzmarWRERESkppSM1IKjm0YtIyIiIjWmZKQWTg1g1ZgRERGRmlIyUgunBrCqZURERKSmlIzUgn19mqz8YvKLSrwcjYiISP2kZKQWwgN9CfA1/wlV+ExERKRmlIzUgsVicaxRo3EjIiIiNaNkpJZUa0RERKR2lIzUkr3WiAaxioiI1IySkVqyz6jRmBEREZGaUTJSS6o1IiIiUjtKRmpJtUZERERqR8lILTnGjGgAq4iISI0oGakl+9ReLZYnIiJSM0pGasneTZOeXUCJzfByNCIiIvWPkpFaigoJwMcCNsNMSERERMQ5SkZqyepjISpUg1hFRERqSsmIC9irsKrWiIiIiPOUjLhAjNanERERqTElIy4QrfVpREREakzJiAtofRoREZGaUzLiAlqfRkREpOaUjLiAxoyIiIjUnJIRF3CMGVHLiIiIiNOUjLjAH8eMGIaqsIqIiDhDyYgL2FtGCottZOYVezkaERGR+kXJiAsE+lkJD/QF4Gi2xo2IiIg4Q8mIi8SEl3bVqNaIiIiIU5SMuEi01qcRERGpESUjLmKvNaLpvSIiIs5RMuIiWixPRESkZpSMuIhKwouIiNSMkhEX0WJ5IiIiNaNkxEVUEl5ERKRmlIy4iBbLExERqRklIy4SXTpmJDO/mPyiEi9HIyIiUn8oGXGR8EBf/H3Nf061joiIiFSfkhEXsVgsGjciIiJSA0pGXEi1RkRERJynZMSFVGtERETEeUpGXMhREl61RkRERKpNyYgLnVosT2NGREREqkvJiAudWixPLSMiIiLVpWTEhexjRjSAVUREpPqUjLiQY30aJSMiIiLVpmTEhexTe9OzCyixGV6ORkREpH5QMuJCUaEB+FjAZpgJiYiIiJyZkhEXsvpYiApVV42IiIgznE5Gli1bxujRo4mLi8NisbBgwYIzfmbp0qX07duXwMBA2rVrx1tvvVWTWOsFVWEVERFxjtPJSE5ODr169eLNN9+s1v7JyclccsklDBs2jA0bNvD444/zwAMP8NlnnzkdbH0QrfVpREREnOLr7AdGjRrFqFGjqr3/W2+9RevWrZkyZQoAXbt2Ze3atbzyyitcc801zp6+znMslqcqrCIiItXi9jEjv/zyCyNHjiyz7aKLLmLt2rUUFRVV+JmCggIyMzPLPOoLR60RDWAVERGpFrcnI4cPHyY2NrbMttjYWIqLizl27FiFn5k8eTIRERGOR3x8vLvDdBmtTyMiIuIcj8ymsVgsZV4bhlHhdrvHHnuMjIwMx2P//v1uj9FVYjRmRERExClOjxlxVvPmzTl8+HCZbWlpafj6+hIVFVXhZwICAggICHB3aG6hKqwiIiLOcXvLyODBg1m8eHGZbd9//z39+vXDz8/P3af3OPuYkbSsAkcLkIiIiFTO6WQkOzubpKQkkpKSAHPqblJSEikpKYDZxXLrrbc69p8wYQL79u1j0qRJbNu2jZkzZzJjxgweeeQR11xBHWNvGSkstpGZX+zlaEREROo+p5ORtWvX0rt3b3r37g3ApEmT6N27N0899RQAqampjsQEoG3btixcuJAlS5Zw1lln8c9//pM33nijQU7rBQj0sxIeaPZ+HdW4ERERkTNyeszIeeedV2X3w6xZs8ptO/fcc1m/fr2zp6q3osMCyMwvJi2zgA4xYd4OR0REpE7T2jRu8MdxIyIiIlI1JSNuYK81ovVpREREzkzJiBuo1oiIiEj1KRlxA9UaERERqT4lI27gGDOikvAiIiJnpGTEDezdNFosT0RE5MyUjLjBqcXyNGZERETkTJSMuEF0aTdNZn4x+UUlXo5GRESkblMy4gbhgb74+5r/tJreKyIiUjUlI25gsVj+ML1XyYiIiEhVlIy4iWMQq2qNiIiIVEnJiJuoJLyIiEj1KBlxE0fhM9UaERERqZKSETdRSXgREZHqUTLiJlosT0REpHqUjLiJxoyIiIhUj5IRN9FieSIiItWjZMRN7GNG0rMLKLEZXo5GRESk7lIy4iZRoQH4WMBmQHpOPWodsdlgzQxI3ejtSEREpJFQMuImVh8LUaH1cHrv5nnwzST44j5vRyIiIo2EkhE3OlWFtR4lIxv+a/5M2wrFhd6NRUREGgUlI24UXd9qjZzYC3uXm89txXBsp1fDERGRxkHJiBvVu5aRpDllX6dt9U4cIiLSqCgZcaN6VWvEZoOkj8znoc3Nn0e2eC8eERFpNJSMuJG9Cmu9GMC6dzlkpEBABAwpHbyqlhEREfEAJSNuFB1aj8aMJM02fyZeDS37mc+PKBkRERH3UzLiRo71abLreMtIfgZs/dJ83vtmiOlqPs88AHknvBeXiIg0CkpG3MgxZiSzAMOow1VYt3wOxXnQrDO07AtBTSC8lfle2javhiYiIg2fkhE3sk/tLSi2kZlf7OVoqrChtIum901gsZjPY7uZPzWIVURE3EzJiBsF+lkJC/QF4GhdHTdydCccWA0WK/S84dT22O7mTw1iFRERN1My4mb2WiN1dkbNxtLpvB1HQFjsqe0xpcmIWkZERMTNlIy4mX3cSJ0cxGorgY0fm8/Puqnse/ZumrRtUJfHu4iISL2nZMTN6nStkd3/g6xUCI6CTheXfS+qI/j4QkEmZOz3TnwiItIoKBlxs5i6vD7Nhg/Nnz2uB1//su/5+puza0D1RkRExK2UjLjZqcXy6ljLSO5x2LHQfN77por3ccyo+c0zMYmISKOkZMTNHGNG6loysvlTKCmE5j3MR0Vi7ONG1DIiIiLuo2TEzWLqastIUmkXzVk3V76PfXqvumlERMSNlIy42akBrHVozMjh3yB1I/j4QY/rKt/P3jKS/jsUF3omNhERaXSUjLhZdKjZTZOZX0x+UYmXoyllXxSv8ygIiap8v4hW5iq+tmI4ttMzsYmISKOjZMTNwoN88fc1/5nrxLiR4kLYNNd83ruKLhowS8OrLLyIiLiZkhE3s1gsdWvcyO+LIDcdQptD+wvOvL9jEKuSERERcQ8lIx5gT0bqxPo09kXxeo0Bq++Z93e0jGgQq4iIuIeSEQ+oM7VGso7A79+bz6uaRfNHsYnmT03vFRERN1Ey4gH2WiNeLwm/aS4YJdCqP0R3qt5nYrqaPzMPQt4J98UmIiKNlpIRDzjVTePFZMQwTs2iOX1RvKoERkBEvPlcXTUiIuIGSkY8wFFrxJtjRg6uh6PbwTcIEq927rOqxCoiIm6kZMQDHN003mwZsVdc7TrabO1whqMSq2bUiIiI6ykZ8QCvD2AtyoPNn5nPK1sUrypKRkRExI2UjHiAfcxIenYBJTbD8wFs/wYKMiCiNbQ5x/nPO7pptpljT0RERFxIyYgHRIUG4GMBmwHpOV5oHdlgXxRvLPjU4JY362iuY1OYBSdTXBubiIg0ekpGPMDqYyEq1L5gnoeTkZP7Yc8S8/lZN9bsGFY/aFY6FViDWEVExMWUjHhIdKiXpvdu/BgwoM0waNqm5sfRuBEREXGTGiUjU6dOpW3btgQGBtK3b1+WL19e5f6zZ8+mV69eBAcH06JFC2677TbS09NrFHB9ZZ/e69FkpKa1RSqiBfNERMRNnE5G5s6dy0MPPcQTTzzBhg0bGDZsGKNGjSIlpeKxBCtWrODWW2/ljjvuYMuWLcybN481a9Zw55131jr4+uTUYnkerDWybyWcSAb/MOh2ee2OFVPaMqJuGhERcTGnk5FXX32VO+64gzvvvJOuXbsyZcoU4uPjmTZtWoX7r1q1ijZt2vDAAw/Qtm1bzj77bO655x7Wrl1b6+DrE6/UGrG3inS/EvxDancse8vIsd+huA6sPiwiIg2GU8lIYWEh69atY+TIkWW2jxw5kpUrV1b4mSFDhnDgwAEWLlyIYRgcOXKETz/9lEsvvbTS8xQUFJCZmVnmUd85ao14agBrQTZsWWA+713NRfGqEt7SLJZmlMCxnbU/noiISCmnkpFjx45RUlJCbGxsme2xsbEcPny4ws8MGTKE2bNnM2bMGPz9/WnevDlNmjTh3//+d6XnmTx5MhEREY5HfHy8M2HWSY71abI9lIxsXQBFORDZHuIH1v54FsuprhqNGxEREReq0QBWi8VS5rVhGOW22W3dupUHHniAp556inXr1vHdd9+RnJzMhAkTKj3+Y489RkZGhuOxf//+moRZp3h8fZoN9oGrN5qJhCtoEKuIiLiBrzM7N2vWDKvVWq4VJC0trVxrid3kyZMZOnQojz76KAA9e/YkJCSEYcOG8dxzz9GiRYtynwkICCAgIMCZ0Oo8x5iRzIIqkzeXSN8NKSvB4gO9xrruuFowT0RE3MCplhF/f3/69u3L4sWLy2xfvHgxQ4YMqfAzubm5+JxW9dNqtQJmi0pjYR8zUlBsIzO/2L0nS/rI/NnufIho6brjxiaaP48oGREREddxuptm0qRJvPvuu8ycOZNt27bx5z//mZSUFEe3y2OPPcatt97q2H/06NHMnz+fadOmsWfPHn7++WceeOABBgwYQFxcnOuupI4L9LMSFmg2RB11Z1eNrQQ2zjGf12RRvKrEdDV/Zh2C3OOuPbaIiDRaTnXTAIwZM4b09HSeffZZUlNTSUxMZOHChSQkJACQmppapubI+PHjycrK4s033+Thhx+mSZMmDB8+nBdffNF1V1FPxIQFkJVfTFpWAR1iwtxzkuSlkHnQnPnSufIZSzUSGG4utpeRYnbVtDnbtccXEZFGyelkBGDixIlMnDixwvdmzZpVbtv999/P/fffX5NTNSgxYYHsPprj3iqs9oGrPa4Dv0DXHz+2m5mMHFEyIiIirqG1aTzIMaPGXbVG8k7C9q/N57Ut/14ZxyBWzagRERHXUDLiQfbF8tw2vfe3z6A430wY4nq75xyOBfM0iFVERFxDyYgHuX2xvD8uiueuqcOxf1ijxmZzzzlERKRRUTLiQW5dnyZtOxxcBz6+0HOM649vF9UBfPygMNscOyIiIlJLSkY86NTKvW5IRpI+NH92vAhCo11/fDurH0R3Np+rq0ZERFxAyYgHnVosz8VjRkqKYONc87mra4tUxNFVo0GsIiJSe0pGPMjeTZOZX0x+UYnrDrzrB8hJg5Bo6DjyzPvXVozWqBEREddRMuJB4UG++Pua/+QuHcS6obSLpucYsxvF3TSjRkREXEjJiAdZLBbXjxvJOQY7vzOfu6u2yOnsLSPpu6DYjQXcRESkUVAy4mH2ZMRl69Ns+gRsxWZdkdhurjnmmYTHQWATMErg6A7PnFNERBosJSMeFh3mwlojhlG2toinWCx/6KrRuBEREakdJSMe5tJaI6kb4chvYA2AHtfW/njOUFl4ERFxESUjHuYYM+KK9WnsrSJdLoWgprU/njPsXUIaxCoiIrWkZMTDHIvl1XbMSHEBbJ5nPvdEbZHTxfyhLLyIiEgtKBnxsGhXzabZsRDyTkBYHLQ73wWROSmmq/kzKxVyj3v+/CIi0mAoGfEw+5iRWg9g3VDaRdPrBvCx1jKqGggMhyatzecaxCoiIrWgZMTD7GNGjmUXUGIzanaQjIOw+0fzuSdn0ZxOXTUiIuICSkY8LCo0AB8L2AxIz6lB60jqJph1KRg2iB8EzTq4PsjqilVZeBERqT0lIx5m9bEQGVLDGTXr/wszRsCJZIiIh8tedUOETohVy4iIiNSer7cDaIxiwgI4ll3A0exqJiOFubDwkVNTeTuOhKumQ3Ck+4Ksjpg/rFFjs4GPclsREXGevj28wD6992h1WkaO7YJ3LzQTEYsPXPAUjJ3r/UQEIKo9WP2hKAdO7vN2NCIiUk8pGfGCU4vlnaHWyJYF8PZ5ZpXTkBi49QsY9nDdaYGw+kGzzuZzddWIiEgN1ZFvtcbljCXhiwvh27/BvHFQmAUJQ2HCcmh7jgejrKbYP3TViIiI1IDGjHhBlYvlZRyAeePhwBrz9dCHYPiTYK2jt8oxo+Y378YhIiL1Vh39hmvYYiqrwrrrB/jsLsg7DoERcOVb0OUSL0ToBNUaERGRWlIy4gXl1qexlcDSF2HpS4ABLXrB9R9A0zZei7Ha7C0j6buhKB/8Ar0bj4iI1DsaM+IFjjEjmQUY2Ufhw6vNZAQD+t0Ot39fPxIRgLAWENgEjBI4tsPb0YiISD2kZMQL7GNGEku2Ybw1DPYsAb9guOptuOy1+tW6YLFAbKL5XINYRUSkBtRN4wWBvj7cG/gdDxmz8ckugWadzG4Z+0q49U1sN9i3QoNYRUSkRpSMeFp+BiyYyKN8DRY42uYyosdOh4BQb0dWczGl40Y0iFVERGpA3TSelLrJLGK2/WuK8eXvRbexsteL9TsRAdUaERGRWlEy4in2Re6O74GIeKa0/jcflowgLavQ25HVnr17Kfsw5KR7NxYREal3lIy4W2EuLJgIX94HxfnmInf3LCM/5iyA6i+WV5cFhEGTBPN52hbvxiIiIvWOkhF3qmKRO0etkcwzrE9TX6irRkREakjJiLts+fwPi9xFl1vk7ozr09Q3jkGsahkRERHnaDaNqxXlw6LHYe0M83XrIXDtTAhvUWa3SkvC11dqGRERkRpSMuJK6bvNlXYPbzZfnz0Jzn+iwkXuqlwsrz6yJyNp28Bmc7QAiYiInImSEVfZ/Cl89SAUZkNwlFlNteOFle5u76bJyCsiv6iEQD+rpyJ1j8j2YA2Aohw4uRci23k7IhERqSf052ttFeXBVw/BZ3eYiUjCUJiwospEBCA8yBd/X/Ofv0G0jlh9IbqT+VxdNSIi4gQlI7Vx7Hdztsy69wALnPMo3PolhMed8aMWi6XhjRuJsXfVKBkREZHqUzdNTW2aB18/VNot0wyufhs6XODUIaLDAjhwIq9htIzAHwaxakaNiIhUn5IRZxXlwbd/hfXvm6/bDIOr3yk3W6Y6YhyDWBtKrZHS6b1KRkRExAlKRpxxdCfMG19aS8MC5/4Fzv0r+NRs8GnDqzVS2jJyfLeZtPkFeTceERGpF5SMVNfGufD1n83ZIiHRZmtI+/NrdUjHmJHMBpKMhDWHoKaQdwKO7oC4s7wdkYiI1AMawHomhbnwxb3w+d1mItJmmDlbppaJCJyqNZLWULppLBaITTSfaxCriIhUk5KRqqRth3eGw4YPAQuc95hZ1j2suUsOb1+fpkEslmcXo3EjIiLiHHXTVCZpDnwzCYpyITTW7JZpd65LT+EYM9JQumlAg1hFRMRpSkZOV5gDCx81V9oFaHeemYiExrj8VPYxI8eyCyixGVh9LC4/h8ep1oiIiDhJycgfpW0zZ8sc3Q4WH7NbZtjDNZ4tcyZRoQH4WMBmQHpOgaOlpF6L6Wr+zD4COccgpJl34xERkTpPY0bsNsyGt883E5HQ5mYl1XP/4rZEBMDqYyEypIEtmBcQCk3bmM/VVSMiItWgZKQgGz6fAF9MhOI8aHe+OVum7TCPnL7BlYQHddWIiIhTGncycmQrvHM+bJxjdssMfxJung+h0R4LwTGjRoNYRUSkkapRMjJ16lTatm1LYGAgffv2Zfny5VXuX1BQwBNPPEFCQgIBAQG0b9+emTNn1ihgl7HZ4LM74dhOCGsB476Gcx4BH8/mZzENrdYInJreq5YRERGpBqcHsM6dO5eHHnqIqVOnMnToUKZPn86oUaPYunUrrVu3rvAz119/PUeOHGHGjBl06NCBtLQ0iouLax18rfj4wJVTYemLcPm/vTbQMjqsgY0ZgT8UPttmJn0eTvBERKR+cToZefXVV7njjju48847AZgyZQqLFi1i2rRpTJ48udz+3333HUuXLmXPnj1ERkYC0KZNm9pF7SpxZ8HYOV4NocGtTwMQ2Q6sAWaNlhPJENXe2xGJiEgd5tSfrIWFhaxbt46RI0eW2T5y5EhWrlxZ4We+/PJL+vXrx0svvUTLli3p1KkTjzzyCHl5eZWep6CggMzMzDKPhqpBDmC1+kJ0Z/O5umpEROQMnEpGjh07RklJCbGxsWW2x8bGcvjw4Qo/s2fPHlasWMFvv/3G559/zpQpU/j000+59957Kz3P5MmTiYiIcDzi4+OdCbNesQ9gbVBjRgBiS2fUHFEyIiIiVatRZ77FUrZSqGEY5bbZ2Ww2LBYLs2fPZsCAAVxyySW8+uqrzJo1q9LWkccee4yMjAzHY//+/TUJs16IDjW7aY5mFWAYhpejcSF7MpKmGTUiIlI1p8aMNGvWDKvVWq4VJC0trVxriV2LFi1o2bIlERERjm1du3bFMAwOHDhAx44dy30mICCAgIAAZ0Krt+wtI/lFNrIKigkP9PNyRC6iBfNERKSanGoZ8ff3p2/fvixevLjM9sWLFzNkyJAKPzN06FAOHTpEdna2Y9vOnTvx8fGhVatWNQi5YQn0sxIWaOaEDWvBvNKWkeN7oKjy8UEiIiJOd9NMmjSJd999l5kzZ7Jt2zb+/Oc/k5KSwoQJEwCzi+XWW2917H/jjTcSFRXFbbfdxtatW1m2bBmPPvoot99+O0FBQa67knqsQdYaCY2FoEgwbGaJfRERkUo4PbV3zJgxpKen8+yzz5KamkpiYiILFy4kISEBgNTUVFJSUhz7h4aGsnjxYu6//3769etHVFQU119/Pc8995zrrqKeiwkLZPfRnIZVa8RiMVtH9i43B7HG9fZ2RCIiUkfVaNXeiRMnMnHixArfmzVrVrltXbp0Kde1I6c0yMJn8IdkRONGRESkciqNWQc0yFoj8Iey8EpGqmQYUOLlisQiIl6kZKQOcNQayWxAY0ZAtUaq64v74MUEOPybtyMREfEKJSN1QIMsCQ8Q3cX8mZMGOce8G0tdlboRkj6EwmxznSQRkUZIyUgd0GDHjASEQtO25nONG6nYkj8kINu+gqM7vReLiIiXKBmpAxrsmBH4Q1eNkpFyUjfCjm/A4lM628iAn1/3dlQiIh6nZKQOsHfTZOQV8euedAqKS7wckQtpEGvllrxg/ky8Fka9bD7f9DFkHPBeTCIiXlCjqb3iWuFBvoQF+JJVUMyYt1cR4OvDWfFNGNg2kv5tI+nTuikhAfX0VsXay8JrEGsZh5Jgx0KzVeScRyG6E7QZZk6FXvkmjHrB2xGKiHhMPf2Ga1gsFgtv3NibT9bsZ83e4xzLLuTX5OP8mnwcAKuPhcS4cAa0jWRA2yj6t2lKk2B/L0ddTbGJ5s+j28FWAj5W78ZTV9gHqyZeayYiAGf/2UxG1r9vJighUd6LT0TEg5SM1BHnd47h/M4xGIbBnmM5rE4+zprShOTgyTw2Hshg44EM3lmeDEDn2DAGlLacDGwbSWx4oJevoBKR7cA3EIpy4cReiGrv7Yi87/RWEbv2w6FFL3Msya9vwfAnvBaiiIgnKRmpYywWC+2jQ2kfHcrYAa0BOHgyz5GYrNl7nF1p2ew4ksWOI1n8d9U+ABKigunfJpIBpclJ68hgLBaLNy/F5GOF6M7mF+yRLUpGoOJWETBL6J89CeaNg9XTYegDEBDmnRhFRDxIyUg90LJJEC17t+TK3i0BOJZdwNq9x1mdfILVe9PZeiiTfem57EvP5dN15uDHmLAAR2LSv20knWLC8PHxUnIS091MRtK2QrfLvRNDXVFZq4hd19EQ1QHSd8Ha98yERESkgVMyUg81Cw3g4sQWXJzYAoCs/CLW7TvB6uTjrE4+zqYDGaRlFfD1plS+3pQKQFSIP6N6NOfyXi3pl9DUs4mJpveeUlmriJ2PFYY+BF/eB7/8BwbeA74BHg1RRMTTlIw0AGGBfpzXOYbzOscAkF9UQtL+k6xJPs7qvcdZt+8E6TmFfLgqhQ9XpRAXEcjoXnGM7hVH97hw93fnOGbUNPJk5NCGU60i5/6l8v16joElkyHzICR9BP1u81yMIiJeoGSkAQr0szKoXRSD2pmzMYpKbPyyO50vNx5i0W+HOZSRz/Rle5i+bA/to0O4vFdLLj8rjrbNQtwTUExpy8jxPVCYC/7B7jlPXWevttrjOmjWsfL9fP1h8H2w6DGzCFrvW8Cq/1VdJjMVvnkY2p8PA+7ydjQiAlgMwzC8HcSZZGZmEhERQUZGBuHh4d4Op17LLyphyY40vtx4iB+2pVFYbHO817NVBJf3iuOynnE0j3Dh7BzDgJfbQ2463PUTtOzjumPXF4c2wNvnma0i966uOhkBKMyB1xIh7zhcMwN6XOuRMBs8mw0+vBr2/GS+vmIq9L7JuzGJNGDV/f5WBdZGJtDPysWJLZh6U1/W/f1C/nVdL87pFI3Vx8KmAxk89802Br/wIze8/Qsf/ZrCydzC2p/UYvlDJdZGWvysuq0idv4hMHCC+XzFFDOhk9pb/fapRATgqwchebn34hERQMlIoxYW6Mc1fVvxwe0D+PXxC/jnFd3pl9AUw4BVe47z+Oeb6f9/P3DHrDV8kXSQnILimp/MXvysMVZiPbQBdn5b+Qyaygy4C/xD4chm+H2x++JrLNK2ww9Pm88veQW6Xw22Iph7Mxzb5d3YRBo5dUQLYM7QuWVwG24Z3IYDJ3L5elMqXyQdYltqJj9uT+PH7WkE+Vm5sFssV/SK45xO0fj7OpHLOgax/uaeC6jLnG0VsQuOhL7j4Zc3YcWr0GmkW8JrFIoLYf6dUJwPHUZA/zuh982QsR8OrIGProM7fzT/zUXE4zRmRKq0Ky2LL5MO8cXGQ+xLz3VsjwjyY1Ricy4/K46BbaOw+lgwDIPCEhv5hTbyikrILyohr/The2g9Pb+7moKAKL4aucx8v7DsPvlFJeQX2cgrPLXNAgzvEsPVfVoRHVYPp7g6O1bkdJmp8HpPKCmE276DhMFuCbPB++EfsOI1CIqEib9AWHNze3YavHsBnEyB1kPg1gWaSi3iQtX9/lYyItViGAabDmTwRdIhvt50iLSsAsd7If5WDMzBsbZK/msKIp8tAXfgYzHomz+NdCKcOr+vj4XhXWIY0z+ecztF42utJz2MH91gdtH0HANXv12zY3z5gLleTceRcNM818bXGOxbCe9dAhgw5kOzsNwfpW2DGSOhIBN6jYUrp5njnESk1pSMiNuU2Ax+TU7ny6RDfPvbYTLyisrtY/WxEORnJdDPSpC/D0F+VmZlTSDOdogXY14kOaw/Qf5WAv18zH1KH4F+VgL9T70+nlvI/PUH2JBy0nHsmLAArunbiuv7xbtvOrIrHFwP75xf2iqyBpp1qNlx0nfDm/3AsMGEFdC8h2vjbMjyM2HaUMhIgbNuhiv/U/F+u36E2deBUQLD/+7c2B4RqZSSEfGIwmIb+9JzCPAtTSxKEwm/ilouPr4Jtn8NFz0Pg+916jw7j2TxyZr9zN9wkOM5p2b4DGgbyZh+8VzSowVB/nVsReCPxsDO76DnDXD19Noda95tsGU+JF5D4ZXv4me11I21h+q6z/8EGz+CJgnwp5+rXutn7Uz4+s/m82tnQuI1nolRpAFTMiJ1z0/Pm+XQq/oL9QwKi238uO0Ic9fuZ9nOo45uobAAX0afFceYfvH0bBXh/S9qV7WK2KVugunDMCw+XMEUAmI78s6t/WgS7O+aeBuirV/AJ7ea9+C2b6H1oDN/ZtET5oBhawCM/xriB7g/TpEGTHVGpO6Jqf2MGn9fH0b1aMGs2wbw89+G88jITrSODCaroJiPfk3hiv/8zKjXlzNjRXKZFhSPs69B0+P62iciAC16kpcwHIth44aiBazZe4Ib3/mV9OyCM3+2Mco6bNYQATj7z9VLRABGPAudL4GSApgzFk7sdVuIInKKkhHxnLje5s/UJNjwYa0P1yIiiPuGd2TJI+fx0V0DufKsOAJ8fdh+OIt/fr2VQc//yL2z17N051FKKhtZ6w4H15vdM87WFalCRl4Rjx8dAcC1vsvoEpLN1tRMxr6zirSsfJeco8EwDPjiXsg7AS16wbl/q/5nfaxw9TvQvCfkHoPZ10PeSbeFKiImJSPiOU0T4JzSBeJcWPnSx8fCkPbNmHJDb1Y/fiH/vKI7iS3DKSyx8c3mVMbNXM2wF//Hq9/vYP/x3DMfsLZc3CpSVGJj4ux1fH48gY2WLvhTzJwe64kJC2DnkWxueHsVhzOUkDiseRd2/QC+gWZi4etkV1ZAKNw4F8JawLEdMG88lJQfpC0irqMxI+JZhgGf3m4OxgxsYhaackU3RgW2HMrgkzX7WZB0qMyMn6Edori+XzwXdW9OoJ+LB726eKyIYRj87bPNzF27n2B/K99ekkvCd7eBfygpt67mhv9u51BGPglRwXx01yBaNgly0YXUU0d3wvRhZnGzUS/BwHtqfqzUjTDzYijKhb63wWWvacqviJM0ZkTqJosFrpwKrfpD/kn46HrIPe6WU3WPi+CZKxL59fELeGNsb87u0AyAn3el8+DHSQx8/kfmrz/g2pPaW0V6jnFJkvXW0j3MXbsfHwv8e2xvEgZeZZbWL8ym9e7ZzL1nMPGRQexLz+X6t34hJd0DLT91VXEhzL/LTETaD4f+tVyRt0Uvc5FCLLDuPfilZoOuReTMlIyI5/kFwQ0fQURrOL4b5t5ifpG4SaCflct7xfHhnQNZ/pfzeeCCjsRFBJKRV8SkTzYyc0Wya050cJ1Lx4p8symVF7/bDsBTl3Xjgq6xZjJ3dun001XTiA81mHv3YNo2C+HgyTzGvP0Le45m1/rc9dLSF83xSEFNzdV4fVzw663LJeZUdIDv/w7bv6n9MUWkHCUj4h2hMWa/vH8Y7Fth1nfwQI9hfGQwk0Z0Yvlfh3Pn2W0BePbrrbz+w+/UusdyyR9aRaLa1+pQ61NOMOmTJADGD2nD+KFtT73Z7Upo2gbyjsP6D4hrEsTcuwfRISaU1Ix8xry9it+PZNXq/PVOyq/m+j0Al02B8BauO/agP0G/OwADPrsTDiW57tgiAigZEW+K7QbXzTJbEpI+hJ+neOzUVh8LT1zalUkjOgHw2g87+b9vttU8ITm4Dn5f5JJWkf3Hc7nr/bUUFNu4oEsMT17W7bTgfWFo6bTVlf+G4kJiwgP5+O5BdGkextGsAm54exXbUjNrFUe9UZAFn99tVqjtNRa6X+na41ss5viT9sPN8SNzboCMg649h0gjp2REvKvjheYvejAXM9v6hcdObbFYeOCCjjw92vyyf3dFMn/7bHPNpgG7qFUkI6+I22atIT2nkO5x4bwxtjdWnwoGTfa6EUJjIfMgbP4EMFdennPXIBJbhpOeU8jYd1bx28GMGsdSb3z3N7MeSERrGPWie85h9TUT5+iukJUKc8ZAQSPtDhNxAyUj4n0D7oIBpbMe5t9jzkjxoNuGtuXla3viY4G5a/fzwJwNFBbbqn8AF7WK2Kfw7krLpnl4IDPG9SckwLfinf0CT5XUXzEFbCUANA3xZ/adg+gV34STuUWMfWcVG1JO1DimOm/b16U1ayxmyf1A5xZgdEpghNm1GBINhzebXTal/+7iRQVZsGeJW8edifspGZG64aLnocMIKM4rbQZ38SyXM7iuXzxTb+qDn9XCN5tTueuDteQVVvOLxgWtIoZh8PfPf+PnXekE+1uZMb4fzSMCq/5Qv9vNL8j03801f0pFBPnx4R0D6JfQlKz8Ym6ZsZo1e90zY8mrso7AVw+Yz4c+CAlD3H/OpglwwxyzhsnOb81BreI9WUfg3RHwwRXwxlmwahoU5ng7KqkBJSNSN1h9zcXJYrpB9hH46AaPN4NfnNiCGeP6E+RnZenOo4ybuZrM/DMUu3K0ilhr1SoybeluxxTeN2/sTfe4avyFHxAGA+42ny9/tcwA4LBAP96/fQCD20WRXVDMuJmrWbn7WI3jq3PsVVZz081VjM9/wnPnju8PV04zn6+aCqvf8dy53SU/E755xFzMMjvN29FUT8ZBmHUJHN1mvs48aHbZTekBy15W5dx6RsmI1B2B4aXN4DFwZDN8dofHm8HP6RTNf+8YQFigL6v3HufGd1ZVvf7LkhfMn7VoFfl60yFe+m4HAE+P7s7wLrHV//DACeAbZE5p3fNTmbdCAnyZOb4/wzo2I7ewhNveW8OynUdrFGOds3YG7FpsLmhXkyqrtZV4NQx/0nz+7V/h9x88e35XSvkV3job1rxjtrDNGAnH93g7qqqd2AfvjYL0XRARD/euNmdRNW1jJqj/ew5eSzTHodWX5KqRUzIidUuT1jDW3gz+HXz/pMdD6Ncmko/vHkRUiD+/Hczk+um/VFxu/cA6+P370laRR2p0rnX7TjDpk40A3Da0DeOGtHHuACHNoO848/nyV8u9HeRv5Z1b+zG8SwwFxTbufH8t/9t+pEax1hnHfodFpd0jI56BmK7eiWPYw+ZAYqPELBl/ZKt34qipkmL4aTK8dzGc3Gf+v9ckAU4kmwlJXZ3CnL4bZl1qxty0Ldy2EKI7Q7/b4L51cPW7ZgtrYRaseM1sKVn4KJxM8XbkUgUlI1L3tOr3h2bw/8CaGR4PoXtcBJ9MGEyLiEB2H83h2rdWsvfYaX3RS2vXKpKSnsvdH6ylsNjGhV1j+Pul3c78oYoMvg98fGHvcjiwttzbgX5W3rq5Lxd1j6WwxMY9/13Hd78drtm5vK2kqLTKah60O+/UwGdvsFhg9OuQcLb5xffR9eYYhvrg+B4zCVn6gjkluucNMGEF3LHY7PbKOWp+4e/+6czH8qSjO+G9SyBjP0R1NBORJq1PvW/1hZ7XwYSfzbE9LfuaFXlXvw1v9IYFE81jSJ2jZETqpsSrYXjpX78LH4VdP3o8hPbRocybYFY3PXAij+um/8L2w6W1O2rZKpKRW8Rts1Y7pvC+fkMlU3iro0m8mRBBha0jAP6+Prx5Yx9G94qjqMTg3o/W89XGQzU7nzctfQkObTDXNbpymmuqrNaGrz+M+S9Etje/ID8eC0V53o2pKoYBG2bDW8PgwBoIiDBL3ttnIoXFwviF0PYcKMyG2dfB5k+9HbXpyBZzjEj2YbPl47aFEB5X8b4+Pmb13Dt/hFu/hLbngq0YkmbDfwbAJ7fW3ZafRkrJiNRdwx4xi1jZm8HTtns8hFZNg/nknsGOYmJjpq8iaf/JWrWKFBbb+NPsdew+mnPmKbzVNfQhwAI7voG0bRXu4mf1YcqYs7i6d0tKbAYPfrzB9WvzuNP+1bD8FfP5Za9V/kXkacGRcNM8swz9wXXw+QSwOTE13FNyj8O8cfDFRDPRSBgKf/oZelxbdr/AcLjpU+h+FdiKzLFbq6Z5J2a7Q0lmS03OUWjeE8Z9bVZxPhOLBdqdC+O+NBOTzpcChlnP6O1z4cNrYN9Kd0cv1aBkROouezN46yFQkGk2g+d4fkZIdFgAc+8eTO/WTcjIK+KFdz6scauIYRj8fcFmVu5OJ8Tfyszx/c88hbdaQXaCrpeZz1dMqXQ3q4+Fl6/rxQ3947EZ8PC8jcxdUw/60guyYX5pldWeY8yWs7okqj2M+RB8/GDrAnPKcVYd6grbsxSmDTW/hH184YKnYdxXZqtaRXwD4JqZp7rBvvsbLH7aI0s2lHNgLbx/OeSdMLtdxn0JIVHOH6dVPxj7EfzpF+hxvVkXaNcP5kDYmRfD74u9c30CKBmRus43wPwl37StOWDt4xuhqILBpG4WEezHh3cMZGiHKO425gFwKOFyp1tFpi7ZzSdrD5RO4e1Dt7jKl9R22tmTzJ+b55mzDSph9bHw/FU9uGVQAoYBf/1sM//9Za/r4nCHRY+bAysj4uGSl70dTcXanA2Xv2E+3/BfczbH/HsgdaP3YiouMGuhfHA5ZB2CqA5w5w8wbBL4WKv+rI+PWdH2gqfM1z9PMcdclJxhursr7Vtp1hApyID4QXDLArMFqjZiu8E178D966HvbWD1h5RfYPa1MH0YbPlcxey8QMmI1H0hUXDjJ2af9v5f4cv7vPIXTEiALzMv9GG4NYliw4ebd57DF0nVX6Pkq42HeHmROYX3H5d35/wu1WhmdkbLPuagTqPEXLOmCj4+Fp69ojt3lC4W+OQXW3h3eR2dzrl9Iax/H7DAVW+5t8pqbZ11o/nfavwgs4tj08cw/RyYdRns+Naz3Tdp2+HdC079t9D3NrhnGcT1rv4xLBZz1tDlb5otgRs/Mv8g8ERhsT1LzW6UwmxoMwxu/szsQnKVyLYwego8uMkcBO4XYlbWnTfeHFey4UNVdfUgi1HrpUrdLzMzk4iICDIyMggPd+F/jFK/7Fli/nKyFcN5j8F5f/N8DB9eC7sWszriYq4/cisWCzx7RSK3DEqo8mPr9p1g7DurKCy2cdvQNjw9urt74tuz1Pwr2DcQHtp8xn51wzB4edEOpi7ZDcBfLu7MxPM6uCe2mshOg6mDIfcYDLkfRj7n7Yiq78A6czbYlgVmggjmQNdBfzKTFv8Q95zXMGDNu2aLSHE+BEfB5f+GLpfW7rg7vjO/qIvzoGU/M+mqSXdJdfz+A8y9yYy/w4Vm66hfkHvOZZd7HH6dDr++BfknzW3hrWDwRHPmjm+A+f9VVT/P1NrUCFX3+1vJiNQv62bBV6Ur1l4zo/zgO3c6sNb8S9NixXbvGp75OY/3fzG7Q6r6Ek9Jz+XKqT9zPKeQC7vGMP2WfjWfOXMmhmHGeHCd2W1z4dPV+IjB6z/+zpQffgfg/uEd+POFnfBxV4zVZRjm0gA7v4PYRLjrf+Yv/Pom44D5JbfufbO7AczZQP1uMyvounIgbnaaWZn29+/N1+0vgCunQlhz1xx//2pzhk3+SfML+pb5ZafWusL2b8ykp6QQOo2C69/37H0vyDJ/z6z8t1kN2hk+vmdOWHwDza4h30BzjamwFua/YUS8+TO8peeL+LmRkhFpuL7/u/mLwhpgDsJrPdAz5y1tFeGsm+DKqRiGwb++38mbP+0C4E/ntecvF3XGYjn1JZ6RW8TV035m99EcEluGM/fuwbWfOXMm2742/6oMCIc//1btbo2pS3Y5KsGe2ymaV6/vRVSoF7/8174HXz9k/uK+ewnEuqk1yVMKsiHpI7OE/Ilkc5uPL3S/2vzr25nuk4rs+K60RP4x8/+NEc+ayY6rpz8f3QH/vRoyD5hfpDd/5rp7s+Xz0gUIi6HbFWYBM299MRflm91Sv803E5TiArOlxv6zpND8aSt28YktZoJqT06atDYHGjdpba5MHdHKTGLqCSUj0nDZSmDuLeY01uBmcNePZhlod/pDqwj3rSkzcHX60t1M/tacdnzzoNY8e3kiPj4WCottjJu5ml/2pNMiIpAF9w4lNtwDv0RsNpg2GI5uN2dNDJtU7Y9+smY/T37xGwXFNmLDA3jjht4MbOempviqpKyC/14FRbkw8v9gyH2ej8FdbCVma88vU2HfilPbE4bCoInQeZRzzf2FuWaCvra0OGBMd7jmXXOgprtkHDS7TI9uM2uVjJ0DbYbW7pgb58KCCeaMqR7Xm3VkrG5O3F2hpBhKCv6QrOSXT1zK/PzD86Jcc02dkylwcr/5s6SK5SfsQmPLtqY0iTer50bEm8/d1QVYA0pGpGErzDGn4x3eBNFd4I7vXTewMfe4WXI6/Xdz7Yv0XWbzdFaqo1XkdB/9msITCzZjGHDlWXG8fF0vHp+/mXnrDhDib2XehCGunTlzJklzzF/sIdHm2BEn+tu3H87k3tnr2X00Bx8LTBrRiYnndfBMt01RnrmuyC//AQyz+NYtX3i/uJm7HEoyW0p+++zUX9hN25aOK7kJAkKr/nzqRrMl4VhpVdFB95qzXzzxl3PeCXNBy/2rzJaYa2dA19E1O9b6D+DLBwADet9iTulvjOMvbDazlkrGfnP2oD1BySj9eTLFTGDOJLiZmZTE9YHLKi6E6ClKRqThyzwE7ww3k4T2w+HGedX/S6oo32wqP/aHhMP+yE2v+DO+QTBxJUS2q/DtLzceYtLcJIptBu2ahbDnmPllPmNcf9fPnDmTkiJ4ow9kpMAlr8CAu5z6eE5BMU9+8Rvz15uzhYZ1bMar159FdJgbu232r4EFfzKTQDC/jC+eXLdnz7hK5iFz9d+1M08NngyIMNcdGniP2TT/RzYbrHzDTNxsRRDaHK6aZv5/4ElFefDp7bBjoVm345JXoP8dzh1j9TuwsLReT/87YdTLDTf5rC3DMP9YOrnvDwnKaQlLQeap/VsPhtu/8168KBmRxuJQklm0qCgX+t0Bl/7LnI4I5i/szIOlLRy7zUTDnnycTAGq+E8/LA6adTDrMkR1NH+26GWWy67C/7Yf4U8frqeg2JzC+c8runPL4DYuuVSn/fo2fPuo2Yx7/4YaNXnPW2t22+QX2YgOC+D1G85iSPtmro2zKB+WPG+OAzJs5hfr5W9Ap4tce576oDAHNs4xu3COmzOcsFih+5Vmq0ervuaA2M8nmGsRAXS5DEa/4b6ZLWdSUgzfTCqdfo050+3cv576/7AqK9+E758wnw+6Fy76v+p9TiqXd/JUK4pvIHS80KvhKBmRxmPb1zD3ZsAw+5pLCkqTj93mNMTKBISXJhsdoFlHcxxIVEez5eNMzeNV+GV3Ok9/+RuX9YzjgQs61vg4tVaYa65YmnvM7O4Y/hTE93f6ML8fyWLi7PX8npaNjwUevKAT9w3v4JoZQQfWma0hx8yBs/Qaa7aG1LawVX1ns5kzYlb9B5KXndreqr/ZJZOfAX7BcPEL0OdW73+BGwb89Dwse8l83fc28w+Dqrpalr0C//un+XzYwzD8Se9fh7ickhFpXH5+AxY/WX67j59Z3CjKnmzYE48O5niKhv7Lb+PH8MV9ZlM+QKeL4fzHzVYeJ+QWFvP0F1uYt85cy2ZI+yim3HAWMWE1HJtQXABLJsPPr5e2hsSa4wQ6j6rZ8Rqy1E3m2jCb5526j3F9zEGqNVgt2q3WvAvfPAIYZovNNTPKj185PXE5/wk49y8eD1U8w63JyNSpU3n55ZdJTU2le/fuTJkyhWHDhp3xcz///DPnnnsuiYmJJCUlVft8SkbkjAzD/IWdvutUa0dUe3OEeX0Yke9OJ/bC0pfNaYpGaQXQblfAeY9DTBenDjV//QGe+Pw38opKaBZqdtsM7eBkt83B9aVLuZcu6NfjerPseHCkc8dpbLIOmwM9fQPMWTdWP29HVLEtC2D+XebU19ZDzJk2QU3M9wwDFj9ljncBuPAZOPshLwUqnuC2ZGTu3LnccsstTJ06laFDhzJ9+nTeffddtm7dSuvWlRe/ycjIoE+fPnTo0IEjR44oGRHxtGO7zNWGN3+KOV7GAj2vN/v3nfgLe1daNvfOXs+OI1lYLHD/+R148MJOZ+62KS6ApS/BitfMiqQh0XDZlFML/EnDkbzcLBtfkAkx3cxaJGEt4Nu/wurp5j4XvwiDJng3TnE7tyUjAwcOpE+fPkybdmpJ6a5du3LllVcyefLkSj93ww030LFjR6xWKwsWLFAyIuItR7aaA0a3fWW+tljN8uTn/qXa1TTzi0p45qstzFm9H4CBbSN5Y2zvyuuoHEoyx4akbTVfJ15jzprw1qBLcb/Dm81aJNlHzPoXrQeZXU1Y4LLXzAq00uBV9/vbqflThYWFrFu3jpEjR5bZPnLkSFauXFnp59577z12797N00+fuTQ1QEFBAZmZmWUeIuIisd3MtT7uXgIdR5qtFBv+a04F/uYRyEw94yEC/axMvronr99wFiH+Vn5NPs4lry9n6c6jZXcsLjTHB7wz3ExEgpvB9R/AtTOViDR0zXvAHYvNLtOM/WYiYvEx6/QoEZHTOJWMHDt2jJKSEmJjy05vjI2N5fDhwxV+5vfff+dvf/sbs2fPxte3en33kydPJiIiwvGIj493JkwRqY643nDTPLj9e3O2ja0I1rwDb5wFi56AnGNnPMQVZ7Xkq/vPpmuLcNJzChk3czUvfbed4hKbOfDyneGw9EUz4el+Fdz7qzleRRqHpglw+yJoNcAsjHb1O2YrnMhpalRZxnLaDATDMMptAygpKeHGG2/kmWeeoVOnTtU+/mOPPUZGRobjsX///pqEKSLV0XqgucbPuK8gfqBZqvqXN2FKT/jxn2alzSq0iw7l84lDuGmg2cXz9pIdfPba/RjvnA9HNkNQJFz7Hlw3C0JcXKNE6r6QZmaF5L/s9uzCllKvODVmpLCwkODgYObNm8dVV13l2P7ggw+SlJTE0qVLy+x/8uRJmjZtitV6aq65zWbDMAysVivff/89w4efuWKgxoyIeIhhwK4fzfoPqUnmtoAIGHK/OdgwIKzKjy9Z9hMxP/6ZbhZzIbi0ViOJueE/EOrhCrQiUie4ZcyIv78/ffv2ZfHixWW2L168mCFDhpTbPzw8nM2bN5OUlOR4TJgwgc6dO5OUlMTAgR5abVVEqsdiMSs23r0Exsw2Z0IUZMBPz5ktJT+/YRZTO11JESx9mfOWXEc3SzKZljDuL7yPAbvGMXl5OkUlNo9fiojUH04XYJg0aRK33HIL/fr1Y/Dgwbz99tukpKQwYYI5Reuxxx7j4MGDfPDBB/j4+JCYmFjm8zExMQQGBpbbLiJ1iMViTrntfAlsmW8WKEvfZRaW++VNGPaIuW6Kb4A5O2fBn061pHS+FP+LX6HpsuPwyz6mL93D2r0neGNsb1o2qf6CfSLSeDidjIwZM4b09HSeffZZUlNTSUxMZOHChSQkJACQmppKSkqKywMVES/w8TH7+btdCZvmmnVKTqaYa978/Lq5fsyG/5oFrgKbwCUvQ4/rCLRYePaKOAa1i+Kvn25i3b4TXPrGcl66picjuzf39lWJSB2jcvAiUn3FhWbysewVyDp0anunUTB6CoSVTzRS0nO5b856Nh3IAGB4lxgev6QrHWJqvv6PiNQPWptGRNynKB/WvQdbvzQXaut1Q5Xr/BQUl/Cv73cyc0UyxTYDXx8LNw9K4KELO9Ik2N+DgYuIJykZEZE6Z/fRbJ7/Zhs/bk8DICLIj4cu7MjNgxLws9ao0oCI1GFKRkSkzlrx+zH++fVWdhzJAqBddAhPXNKV4V1iKqxZJCL1k5IREanTiktszF27n1e/30l6TiEAwzo24++XdqNz86rrmYhI/aBkRETqhcz8Iv7z0y7eW7GXwhIbPhYYO6A1k0Z0Iio0wNvhiUgtKBkRkXolJT2Xyd9u49vfzHWuwgJ8uW94B8YPbUOAr/UMnxaRukjJiIjUS6v2pPPPr7ey5ZC5WnfryGAev6QLF3VvrvEkIvWMkhERqbdsNoPP1h/gpUU7OJpVAMDAtpE8eVk3EltGeDk6EakuJSMiUu/lFBTz1tLdvL1sDwXFNiwWuLZPKx69qDMx4YFuP39xiY3UjHyy8otpFx1CoJ+6i0ScoWRERBqMgyfzePHb7Xy50az6GuxvZeJ57blzWLtaJQiGYXAsu5D9J3LZf9z+yDNfn8jl0Ml8Smzmr0gfC7SPDqVbXDjdWoTTtUU43eLCaaZBtiKVUjIiIg3Oun0n+OfXW0nafxKAlk2C+OuoLozu2aLS8SRZ+UWnEgx7wnEij/3HczlwIo+8opIqz+lv9SHI30pGXlGF78eEBZRLUNpEhWD10fgWESUjItIg2WwGX206xIvfbudQRj4AfVo34Y6z23Ei94+tHGYCcjK34iTCzmKBFuGBtIoMJr5pMK0jg4mPDCK+9HVMWAAWC6RlFbD1UCZbU83HtkOZJKfnUNFv0CA/K11ahJVJULo0DyPY3+m1SRuVguISTuYWcTK3iObhgUQE+3k7JKklJSMi0qDlFZbwzvI9TFuy+4ytG5Eh/sQ3DSqfcDQNJq5JEP6+NStFn1NQzPbDWWZykprJ1kOZbD+cSX6Rrdy+Fgu0bRZSJkHp3iKc6LCABjdLyDAMsgqKOZlTxIncQk7kFnIyt4jjOYWczC3kRG6RY9sff+YWnrqPFgt0aR7OwLaRDGgbSf82kUSHqUusvlEyIiKNwpHMfF5bvJNNBzKIaxJIq6bBpa0aQbSOCqZV02BCAzzXIlFiM0g+llMmQdmamumYFXS6iCA/RzJkT0nsuYmldMup1/b3TyUvjvcq+YzVx4Kfjw9WHwu+Vku5174+Fqw+Pvie4bVf6Wftr60+lEs4TuQWcbI0uSi21eyrxepjITTAt8JusfbRIQxoG8XAtpEMbBdJi4igGp1DPEfJiIhIHZKWlc+21Cy2HipNUlIz2XM0mxp+Z9cLgX4+NA32p0mwP5EhfjQJ9qdpsJ9j26nnfkSGmNvCAnzx8bFwNKuA1cnHWZ2czq/Jx9l+OKvc8eMjgxjQJoqB7SIZ2DaS1pHBDa6Vqb5TMiIiUsflFZaQcjwXm2E4xp4YmE9O/81sGOXfMxzvGae9dnyK4hKDEptBsc2g2GZzvC6yGZSUvi4ufb+kxHbquc2gqMR26rOl75nbzc+GBvjRNNiPJiH+RJYmF02C/WkaYiYZrpwKfTK3kDV7T7A6OZ3Vycf57VCmY6aTXfPwQAaUdusMbBtJh5hQJSdepmREREQarOyCYtbtM5OTX/ccZ+OBkxSVlP06iwzxZ0Cb0uSkXSRdmodrlpOHKRkREZFGI7+ohA0pJ/m1tOVkfcqJcgOJwwJ96d8mkr4JTenZKoKeLZtoxo6bKRkREZFGq7DYxuaDJ/k1+Tirk4+zdu8JsguKy+2XEBVMj5YRZnLSqgmJLSM8OuC5oVMyIiIiUqq4xMa21Cx+TU5n44EMNh04yb703HL7WSzQrlkIPVs1KU1QIujWIoIgfy0FUBNKRkRERKpwMreQ3w5msungSTbtz2DzwQwOnswrt5/Vx0LHmFB6toqgR6sm9GwZQZcWYQT4KkE5EyUjIiIiTjqWXcDmAxlsOpDB5oMn2Xggo8IaMX5WC12ah9OjVQQ9W5pdPB1jQ/Gz1qyAXkOlZERERMQFDmfks+nASTYfzGDjgQw2HzjJiQqWGQjw9SGxZQR9E5o6Ho19IUUlIyIiIm5gGAYHTuSVJicn2Xwgg80HMsiqYIBs22YhjsSkX0JT2keH4tOIphcrGREREfEQm81gb3oOG1JOsnbfCdbtO87OI9nl9msS7Eef1qeSk17xTVxaHK6uUTIiIiLiRRm5RaxPOcHafebU4o0HTparfeJntdA9LoJ+9q6dNk2JCQv0UsSup2RERESkDikqsbH1UKaj5WTt3hOkVTA4tnVksJmctGlKv4RIOsbU364dJSMiIiJ1mH3sydp9x1m37wRr955gx5GscusShQf60iehKUPbN+OGAfGEBdafqrFKRkREROqZzPwiNqScZN3e46zdd4Kk/SfJLSxxvN802I8J57bn1sFt6kUhNiUjIiIi9VxxiY3th7NYnXycD3/dx56jOQBEhwVw3/kduGFAfJ0uvqZkREREpAEpLrGxIOkQU37YyYETZqXYlk2CeOCCDlzdp1WdLLimZERERKQBKiy28cna/fz7f79zJNMcANsmKpiHLuzE6F5xWOvQYFclIyIiIg1YflEJH67ax7Qlu0nPKQSgU2wok0Z04qLuzbFYvJ+UKBkRERFpBHIKipm1ci/Tl+4mM9+sApvYMpyHR3bmvE7RXk1KlIyIiIg0Ihl5Rby7fA8zVySTUzoDp19CUx4e2ZnB7aO8EpOSERERkUYoPbuA6cv28P7KvRQUmxVfh3aI4uGRnenTuqlHY1EyIiIi0ogdycznzf/t4uM1KRSVmF/1F3SJYdLITnSPi/BIDEpGREREhP3Hc/n3/37n03UHsJV+41/aowV/HtGRDjFhbj23khERERFx2HM0myk//M5Xmw5hGOBjgSt7t+ShCzrROirYLedUMiIiIiLlbD+cyavf7+T7rUcA8PWxcH3/eO4f3oEWEUEuPVd1v7/rXrk2ERERcZsuzcN5+9Z+fHHvUM7pFE2xzeCjX1NYsOGQ12Ly9dqZRURExGt6xTfhg9sHsDr5ODNXJDNuSILXYlEyIiIi0ogNaBvJgLaRXo1B3TQiIiLiVUpGRERExKuUjIiIiIhXKRkRERERr1IyIiIiIl6lZERERES8SsmIiIiIeJWSEREREfEqJSMiIiLiVTVKRqZOnUrbtm0JDAykb9++LF++vNJ958+fz4gRI4iOjiY8PJzBgwezaNGiGgcsIiIiDYvTycjcuXN56KGHeOKJJ9iwYQPDhg1j1KhRpKSkVLj/smXLGDFiBAsXLmTdunWcf/75jB49mg0bNtQ6eBEREan/LIZhGM58YODAgfTp04dp06Y5tnXt2pUrr7ySyZMnV+sY3bt3Z8yYMTz11FPV2r+6SxCLiIhI3VHd72+nWkYKCwtZt24dI0eOLLN95MiRrFy5slrHsNlsZGVlERlZ+aI8BQUFZGZmlnmIiIhIw+TUqr3Hjh2jpKSE2NjYMttjY2M5fPhwtY7xr3/9i5ycHK6//vpK95k8eTLPPPNMue1KSkREROoP+/f2mTphnEpG7CwWS5nXhmGU21aROXPm8I9//IMvvviCmJiYSvd77LHHmDRpkuP1wYMH6datG/Hx8TUJV0RERLwoKyuLiIiISt93Khlp1qwZVqu1XCtIWlpaudaS082dO5c77riDefPmceGFF1a5b0BAAAEBAY7XoaGh7N+/n7CwsGolPdWVmZlJfHw8+/fvb9BjUXSdDYuus+FoDNcIus6GxpnrNAyDrKws4uLiqtzPqWTE39+fvn37snjxYq666irH9sWLF3PFFVdU+rk5c+Zw++23M2fOHC699FJnTgmAj48PrVq1cvpz1RUeHt6g/8Ox03U2LLrOhqMxXCPoOhua6l5nVS0idk5300yaNIlbbrmFfv36MXjwYN5++21SUlKYMGECYHaxHDx4kA8++AAwE5Fbb72V119/nUGDBjlaVYKCgqoVoIiIiDRsTicjY8aMIT09nWeffZbU1FQSExNZuHAhCQkJAKSmppapOTJ9+nSKi4u59957uffeex3bx40bx6xZs2p/BSIiIlKv1WgA68SJE5k4cWKF752eYCxZsqQmp/CIgIAAnn766TLjUxoiXWfDoutsOBrDNYKus6Fxx3U6XfRMRERExJW0UJ6IiIh4lZIRERER8SolIyIiIuJVSkZERETEqxp1MjJ16lTatm1LYGAgffv2Zfny5d4OyaX+8Y9/YLFYyjyaN2/u7bBqbdmyZYwePZq4uDgsFgsLFiwo875hGPzjH/8gLi6OoKAgzjvvPLZs2eKdYGvhTNc5fvz4cvd30KBB3gm2hiZPnkz//v0JCwsjJiaGK6+8kh07dpTZpyHcz+pcZ32/n9OmTaNnz56OQliDBw/m22+/dbzfEO4jnPk66/t9rMzkyZOxWCw89NBDjm2uvKeNNhmZO3cuDz30EE888QQbNmxg2LBhjBo1qkyNlIage/fupKamOh6bN2/2dki1lpOTQ69evXjzzTcrfP+ll17i1Vdf5c0332TNmjU0b96cESNGkJWV5eFIa+dM1wlw8cUXl7m/Cxcu9GCEtbd06VLuvfdeVq1axeLFiykuLmbkyJHk5OQ49mkI97M61wn1+362atWKF154gbVr17J27VqGDx/OFVdc4fhyagj3Ec58nVC/72NF1qxZw9tvv03Pnj3LbHfpPTUaqQEDBhgTJkwos61Lly7G3/72Ny9F5HpPP/200atXL2+H4VaA8fnnnzte22w2o3nz5sYLL7zg2Jafn29EREQYb731lhcidI3Tr9MwDGPcuHHGFVdc4ZV43CUtLc0AjKVLlxqG0XDv5+nXaRgN8342bdrUePfddxvsfbSzX6dhNLz7mJWVZXTs2NFYvHixce655xoPPvigYRiu/3+zUbaMFBYWsm7dOkaOHFlm+8iRI1m5cqWXonKP33//nbi4ONq2bcsNN9zAnj17vB2SWyUnJ3P48OEy9zYgIIBzzz23wd1bMIsKxsTE0KlTJ+666y7S0tK8HVKtZGRkABAZGQk03Pt5+nXaNZT7WVJSwscff0xOTg6DBw9usPfx9Ou0ayj3EeDee+/l0ksvLbfAravvaY0qsNZ3x44do6SkpNxKw7GxseVWJK7PBg4cyAcffECnTp04cuQIzz33HEOGDGHLli1ERUV5Ozy3sN+/iu7tvn37vBGS24waNYrrrruOhIQEkpOTefLJJxk+fDjr1q2rlxUgDcNg0qRJnH322SQmJgIN835WdJ3QMO7n5s2bGTx4MPn5+YSGhvL555/TrVs3x5dTQ7mPlV0nNIz7aPfxxx+zfv161qxZU+49V/+/2SiTETuLxVLmtWEY5bbVZ6NGjXI879GjB4MHD6Z9+/a8//77TJo0yYuRuV9Dv7dgrhNll5iYSL9+/UhISOCbb77h6quv9mJkNXPfffexadMmVqxYUe69hnQ/K7vOhnA/O3fuTFJSEidPnuSzzz5j3LhxLF261PF+Q7mPlV1nt27dGsR9BNi/fz8PPvgg33//PYGBgZXu56p72ii7aZo1a4bVai3XCpKWllYuy2tIQkJC6NGjB7///ru3Q3Eb+2yhxnZvAVq0aEFCQkK9vL/3338/X375JT/99BOtWrVybG9o97Oy66xIfbyf/v7+dOjQgX79+jF58mR69erF66+/3uDuY2XXWZH6eB8B1q1bR1paGn379sXX1xdfX1+WLl3KG2+8ga+vr+O+ueqeNspkxN/fn759+7J48eIy2xcvXsyQIUO8FJX7FRQUsG3bNlq0aOHtUNymbdu2NG/evMy9LSwsZOnSpQ363gKkp6ezf//+enV/DcPgvvvuY/78+fzvf/+jbdu2Zd5vKPfzTNdZkfp4P09nGAYFBQUN5j5Wxn6dFamv9/GCCy5g8+bNJCUlOR79+vXjpptuIikpiXbt2rn2ntZqmG099vHHHxt+fn7GjBkzjK1btxoPPfSQERISYuzdu9fbobnMww8/bCxZssTYs2ePsWrVKuOyyy4zwsLC6v01ZmVlGRs2bDA2bNhgAMarr75qbNiwwdi3b59hGIbxwgsvGBEREcb8+fONzZs3G2PHjjVatGhhZGZmejly51R1nVlZWcbDDz9srFy50khOTjZ++uknY/DgwUbLli3r1XX+6U9/MiIiIowlS5YYqampjkdubq5jn4ZwP890nQ3hfj722GPGsmXLjOTkZGPTpk3G448/bvj4+Bjff/+9YRgN4z4aRtXX2RDuY1X+OJvGMFx7TxttMmIYhvGf//zHSEhIMPz9/Y0+ffqUmWbXEIwZM8Zo0aKF4efnZ8TFxRlXX321sWXLFm+HVWs//fSTAZR7jBs3zjAMc8rZ008/bTRv3twICAgwzjnnHGPz5s3eDboGqrrO3NxcY+TIkUZ0dLTh5+dntG7d2hg3bpyRkpLi7bCdUtH1AcZ7773n2Kch3M8zXWdDuJ+333674/dpdHS0ccEFFzgSEcNoGPfRMKq+zoZwH6tyejLiyntqMQzDqEELjoiIiIhLNMoxIyIiIlJ3KBkRERERr1IyIiIiIl6lZERERES8SsmIiIiIeJWSEREREfEqJSMiIiLiVUpGRERExKuUjIiIiIhXKRkRERERr1IyIiIiIl6lZERERES86v8BjVnOolHf71sAAAAASUVORK5CYII=\n", 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" ] @@ -626,7 +633,7 @@ "source": [ "# This code just performs cleanup for this notebook.\n", "\n", - "for fn in (\"dgl_graph.bin\", \"dgl_line_graph.bin\", \"state_attr.pt\", \"labels.json\"):\n", + "for fn in (\"dgl_graph.bin\", \"lattice.pt\", \"dgl_line_graph.bin\", \"state_attr.pt\", \"labels.json\"):\n", " try:\n", " os.remove(fn)\n", " except FileNotFoundError:\n", @@ -652,7 +659,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.16" + "version": "3.10.9" } }, "nbformat": 4, diff --git a/matgl/apps/pes.py b/matgl/apps/pes.py index 1b98e0da..4167e1d5 100644 --- a/matgl/apps/pes.py +++ b/matgl/apps/pes.py @@ -31,6 +31,7 @@ def __init__( calc_stresses: bool = True, calc_hessian: bool = False, calc_site_wise: bool = False, + debug_mode: bool = False, ): """Initialize Potential from a model and elemental references. @@ -43,6 +44,7 @@ def __init__( calc_stresses: Enable stress calculations. calc_hessian: Enable hessian calculations. calc_site_wise: Enable site-wise property calculation. + debug_mode: return gradient of total energy with respect to atomic positions and lattices for checking """ super().__init__() self.save_args(locals()) @@ -52,6 +54,7 @@ def __init__( self.calc_hessian = calc_hessian self.calc_site_wise = calc_site_wise self.element_refs: AtomRef | None + self.debug_mode = debug_mode if element_refs is not None: self.element_refs = AtomRef(property_offset=torch.tensor(element_refs, dtype=matgl.float_th)) else: @@ -63,16 +66,31 @@ def __init__( self.register_buffer("data_std", torch.tensor(data_std, dtype=matgl.float_th)) def forward( - self, g: dgl.DGLGraph, state_attr: torch.Tensor | None = None, l_g: dgl.DGLGraph | None = None + self, + g: dgl.DGLGraph, + lat: torch.Tensor, + state_attr: torch.Tensor | None = None, + l_g: dgl.DGLGraph | None = None, ) -> tuple[torch.Tensor, ...]: """Args: g: DGL graph + lat: lattice state_attr: State attrs l_g: Line graph. Returns: (energies, forces, stresses, hessian) or (energies, forces, stresses, hessian, site-wise properties) """ + # st (strain) for stress calculations + st = lat.new_zeros([g.batch_size, 3, 3]) + if self.calc_stresses: + st.requires_grad_(True) + lattice = lat @ (torch.eye(3) + st) + g.edata["lattice"] = torch.repeat_interleave(lattice, g.batch_num_edges(), dim=0) + g.edata["pbc_offshift"] = (g.edata["pbc_offset"].unsqueeze(dim=-1) * g.edata["lattice"]).sum(dim=1) + g.ndata["pos"] = ( + g.ndata["frac_coords"].unsqueeze(dim=-1) * torch.repeat_interleave(lattice, g.batch_num_nodes(), dim=0) + ).sum(dim=1) if self.calc_forces: g.ndata["pos"].requires_grad_(True) @@ -91,10 +109,12 @@ def forward( stresses = torch.zeros(1) hessian = torch.zeros(1) + grad_vars = [g.ndata["pos"], st] if self.calc_stresses else [g.ndata["pos"]] + if self.calc_forces: grads = grad( total_energies, - [g.ndata["pos"], g.edata["bond_vec"]], + grad_vars, grad_outputs=torch.ones_like(total_energies), create_graph=True, retain_graph=True, @@ -111,26 +131,15 @@ def forward( hessian[iatom] = tmp.view(-1) if self.calc_stresses: - f_ij = -grads[1] - sts: list = [] - count_edge = 0 - count_node = 0 - for graph_id in range(g.batch_size): - num_edges = g.batch_num_edges()[graph_id] - num_nodes = 0 - sts.append( - -160.21766208 - * torch.matmul( - g.edata["bond_vec"][count_edge : count_edge + num_edges].T, - f_ij[count_edge : count_edge + num_edges], - ) - / g.ndata["volume"][count_node + num_nodes] - ) - count_edge = count_edge + num_edges - num_nodes = g.batch_num_nodes()[graph_id] - count_node = count_node + num_nodes + volume = torch.det(lattice) + sts = -grads[1] + scale = 1.0 / volume * -160.21766208 + sts = [i * j for i, j in zip(sts, scale)] if sts.dim() == 3 else [sts * scale] stresses = torch.cat(sts) + if self.debug_mode: + return total_energies, grads[0], grads[1] + if self.calc_site_wise: return total_energies, forces, stresses, hessian, site_wise diff --git a/matgl/ext/ase.py b/matgl/ext/ase.py index 0437298e..0d516e78 100644 --- a/matgl/ext/ase.py +++ b/matgl/ext/ase.py @@ -14,7 +14,6 @@ import numpy as np import pandas as pd import scipy.sparse as sp -import torch from ase import Atoms, units from ase.calculators.calculator import Calculator, all_changes from ase.constraints import ExpCellFilter @@ -27,11 +26,11 @@ from pymatgen.io.ase import AseAtomsAdaptor from pymatgen.optimization.neighbors import find_points_in_spheres -import matgl from matgl.graph.converters import GraphConverter if TYPE_CHECKING: import dgl + import torch from ase.io import Trajectory from ase.optimize.optimize import Optimizer @@ -69,7 +68,7 @@ def __init__( self.element_types = tuple(element_types) self.cutoff = cutoff - def get_graph(self, atoms: Atoms) -> tuple[dgl.DGLGraph, list]: + def get_graph(self, atoms: Atoms) -> tuple[dgl.DGLGraph, torch.Tensor, list]: """Get a DGL graph from an input Atoms. Args: @@ -82,8 +81,7 @@ def get_graph(self, atoms: Atoms) -> tuple[dgl.DGLGraph, list]: numerical_tol = 1.0e-8 pbc = np.array([1, 1, 1], dtype=int) element_types = self.element_types - lattice_matrix = np.array(atoms.get_cell()) if atoms.pbc.all() else np.zeros((1, 3, 3)) - volume = atoms.get_volume() if atoms.pbc.all() else 0.0 + lattice_matrix = np.array(atoms.get_cell()) if atoms.pbc.all() else np.expand_dims(np.identity(3), axis=0) cart_coords = atoms.get_positions() if atoms.pbc.all(): src_id, dst_id, images, bond_dist = find_points_in_spheres( @@ -107,18 +105,18 @@ def get_graph(self, atoms: Atoms) -> tuple[dgl.DGLGraph, list]: adj = adj.tocoo() src_id = adj.row dst_id = adj.col - g, state_attr = super().get_graph_from_processed_structure( + g, lat, state_attr = super().get_graph_from_processed_structure( atoms, src_id, dst_id, images if atoms.pbc.all() else np.zeros((len(adj.row), 3)), [lattice_matrix] if atoms.pbc.all() else lattice_matrix, element_types, - cart_coords, + atoms.get_scaled_positions(False) if atoms.pbc.all() else cart_coords, is_atoms=True, ) - g.ndata["volume"] = torch.tensor([volume] * g.num_nodes(), dtype=matgl.float_th) - return g, state_attr + + return g, lat, state_attr class M3GNetCalculator(Calculator): @@ -140,7 +138,7 @@ def __init__( potential (Potential): m3gnet.models.Potential state_attr (tensor): State attribute compute_stress (bool): whether to calculate the stress - stress_weight (float): the stress weight. + stress_weight (float): conversion factor from GPa to eV/A^3, if it is set to 1.0, the unit is in GPa **kwargs: Kwargs pass through to super().__init__(). """ super().__init__(**kwargs) @@ -171,11 +169,12 @@ def calculate( properties = properties or ["energy"] system_changes = system_changes or all_changes super().calculate(atoms=atoms, properties=properties, system_changes=system_changes) - graph, state_attr_default = Atoms2Graph(self.element_types, self.cutoff).get_graph(atoms) # type: ignore + graph, lattice, state_attr_default = Atoms2Graph(self.element_types, self.cutoff).get_graph(atoms) + # type: ignore if self.state_attr is not None: - energies, forces, stresses, hessians = self.potential(graph, self.state_attr) + energies, forces, stresses, hessians = self.potential(graph, lattice, self.state_attr) else: - energies, forces, stresses, hessians = self.potential(graph, state_attr_default) + energies, forces, stresses, hessians = self.potential(graph, lattice, state_attr_default) self.results.update( energy=energies.detach().cpu().numpy(), free_energy=energies.detach().cpu().numpy(), @@ -196,7 +195,7 @@ def __init__( state_attr: torch.Tensor | None = None, optimizer: Optimizer | str = "FIRE", relax_cell: bool = True, - stress_weight: float = 0.01, + stress_weight: float = 1 / 160.21766208, ): """ Args: @@ -206,7 +205,7 @@ def __init__( optimizer (str or ase Optimizer): the optimization algorithm. Defaults to "FIRE" relax_cell (bool): whether to relax the lattice cell - stress_weight (float): the stress weight for relaxation. + stress_weight (float): conversion factor from GPa to eV/A^3. """ self.optimizer: Optimizer = OPTIMIZERS[optimizer.lower()].value if isinstance(optimizer, str) else optimizer self.calculator = M3GNetCalculator( @@ -333,6 +332,7 @@ def __init__( atoms: Atoms, potential: Potential, state_attr: torch.Tensor | None = None, + stress_weight: float = 1 / 160.21766208, ensemble: Literal["nvt", "nvt_langevin", "nvt_andersen", "npt", "npt_berendsen", "npt_nose_hoover"] = "nvt", temperature: int = 300, timestep: float = 1.0, @@ -359,6 +359,7 @@ def __init__( potential (Potential): potential for calculating the energy, force, stress of the atoms state_attr (torch.Tensor): State attr. + stress_weight (float): conversion factor from GPa to eV/A^3 ensemble (str): choose from 'nvt' or 'npt'. NPT is not tested, use with extra caution temperature (float): temperature for MD simulation, in K diff --git a/matgl/ext/pymatgen.py b/matgl/ext/pymatgen.py index d6343567..8bbbd0e1 100644 --- a/matgl/ext/pymatgen.py +++ b/matgl/ext/pymatgen.py @@ -5,7 +5,6 @@ import numpy as np import scipy.sparse as sp -import torch from pymatgen.core import Element, Molecule, Structure from pymatgen.optimization.neighbors import find_points_in_spheres @@ -13,6 +12,7 @@ if TYPE_CHECKING: import dgl + import torch def get_element_list(train_structures: list[Structure | Molecule]) -> tuple[str, ...]: @@ -47,11 +47,14 @@ def __init__( self.element_types = tuple(element_types) self.cutoff = cutoff - def get_graph(self, mol: Molecule) -> tuple[dgl.DGLGraph, list]: + def get_graph(self, mol: Molecule) -> tuple[dgl.DGLGraph, torch.Tensor, list]: """Get a DGL graph from an input molecule. :param mol: pymatgen molecule object - :return: (dgl graph, state features) + :return: + g: DGL graph + lat: default lattice for molecular systems (np.ones) + state_attr: state features """ natoms = len(mol) R = mol.cart_coords @@ -63,17 +66,17 @@ def get_graph(self, mol: Molecule) -> tuple[dgl.DGLGraph, list]: nbonds /= natoms adj = sp.csr_matrix(dist <= self.cutoff) - sp.eye(natoms, dtype=np.bool_) adj = adj.tocoo() - g, _ = super().get_graph_from_processed_structure( - structure=mol, - src_id=adj.row, - dst_id=adj.col, - images=np.zeros((len(adj.row), 3)), - lattice_matrix=np.zeros((1, 3, 3)), - element_types=element_types, - cart_coords=R, + g, lat, _ = super().get_graph_from_processed_structure( + mol, + adj.row, + adj.col, + np.zeros((len(adj.row), 3)), + np.expand_dims(np.identity(3), axis=0), + element_types, + R, ) state_attr = [weight, nbonds] - return g, state_attr + return g, lat, state_attr class Structure2Graph(GraphConverter): @@ -93,19 +96,19 @@ def __init__( self.element_types = tuple(element_types) self.cutoff = cutoff - def get_graph(self, structure: Structure) -> tuple[dgl.DGLGraph, list]: + def get_graph(self, structure: Structure) -> tuple[dgl.DGLGraph, torch.Tensor, list]: """Get a DGL graph from an input Structure. :param structure: pymatgen structure object :return: g: DGL graph + lat: lattice for periodic systems state_attr: state features """ numerical_tol = 1.0e-8 pbc = np.array([1, 1, 1], dtype=int) element_types = self.element_types lattice_matrix = structure.lattice.matrix - volume = structure.volume cart_coords = structure.cart_coords src_id, dst_id, images, bond_dist = find_points_in_spheres( cart_coords, @@ -122,14 +125,13 @@ def get_graph(self, structure: Structure) -> tuple[dgl.DGLGraph, list]: images[exclude_self], bond_dist[exclude_self], ) - g, state_attr = super().get_graph_from_processed_structure( + g, lat, state_attr = super().get_graph_from_processed_structure( structure, src_id, dst_id, images, [lattice_matrix], element_types, - cart_coords, + structure.frac_coords, ) - g.ndata["volume"] = torch.tensor([volume] * g.num_nodes()) - return g, state_attr + return g, lat, state_attr diff --git a/matgl/graph/converters.py b/matgl/graph/converters.py index 4454066a..5868b115 100644 --- a/matgl/graph/converters.py +++ b/matgl/graph/converters.py @@ -14,7 +14,7 @@ class GraphConverter(metaclass=abc.ABCMeta): """Abstract base class for converters from input crystals/molecules to graphs.""" @abc.abstractmethod - def get_graph(self, structure) -> tuple[dgl.DGLGraph, list]: + def get_graph(self, structure) -> tuple[dgl.DGLGraph, torch.Tensor, list]: """Args: structure: Input crystals or molecule. @@ -30,9 +30,9 @@ def get_graph_from_processed_structure( images, lattice_matrix, element_types, - cart_coords, + frac_coords, is_atoms: bool = False, - ) -> tuple[dgl.DGLGraph, list]: + ) -> tuple[dgl.DGLGraph, torch.Tensor, list]: """Construct a dgl graph from processed structure and bond information. Args: @@ -42,7 +42,7 @@ def get_graph_from_processed_structure( images: the periodic image offsets for the bonds. lattice_matrix: lattice information of the structure. element_types: Element symbols of all atoms in the structure. - cart_coords: Cartisian coordinates of all atoms in the structure. + frac_coords: Fractional coordinates of all atoms in the structure. Note: Cartesian coordinates for molecule is_atoms: whether the input structure object is ASE atoms object or not. Returns: @@ -51,11 +51,12 @@ def get_graph_from_processed_structure( """ u, v = torch.tensor(src_id), torch.tensor(dst_id) g = dgl.graph((u, v), num_nodes=len(structure)) - pbc_offset = torch.tensor(images, dtype=torch.float64) - g.edata["pbc_offset"] = pbc_offset.to(matgl.int_th) + # TODO: Need to check if the variable needs to be double or float, now use float + pbc_offset = torch.tensor(images, dtype=matgl.float_th) + g.edata["pbc_offset"] = pbc_offset + # TODO: Need to check if the variable needs to be double or float, now use float + lattice = torch.tensor(np.array(lattice_matrix), dtype=matgl.float_th) # Note: pbc_ offshift and pos needs to be float64 to handle cases where bonds are exactly at cutoff - g.edata["pbc_offshift"] = torch.matmul(pbc_offset, torch.tensor(lattice_matrix[0])) - g.edata["lattice"] = torch.tensor(np.repeat(lattice_matrix, g.num_edges(), axis=0), dtype=matgl.float_th) element_to_index = {elem: idx for idx, elem in enumerate(element_types)} node_type = ( np.array([element_types.index(site.specie.symbol) for site in structure]) @@ -63,6 +64,7 @@ def get_graph_from_processed_structure( else np.array([element_to_index[elem] for elem in structure.get_chemical_symbols()]) ) g.ndata["node_type"] = torch.tensor(node_type, dtype=matgl.int_th) - g.ndata["pos"] = torch.tensor(cart_coords, dtype=torch.float64) + # TODO: Need to check if the variable needs to be double or float, now use float + g.ndata["frac_coords"] = torch.tensor(frac_coords, dtype=matgl.float_th) state_attr = np.array([0.0, 0.0]).astype(matgl.float_np) - return g, state_attr + return g, lattice, state_attr diff --git a/matgl/graph/data.py b/matgl/graph/data.py index b5311098..67cbdaec 100644 --- a/matgl/graph/data.py +++ b/matgl/graph/data.py @@ -24,21 +24,22 @@ def collate_fn(batch, include_line_graph: bool = False): """Merge a list of dgl graphs to form a batch.""" if include_line_graph: - graphs, line_graphs, state_attr, labels = map(list, zip(*batch)) + graphs, lattices, line_graphs, state_attr, labels = map(list, zip(*batch)) else: - graphs, state_attr, labels = map(list, zip(*batch)) + graphs, lattices, state_attr, labels = map(list, zip(*batch)) g = dgl.batch(graphs) labels = torch.tensor([next(iter(d.values())) for d in labels], dtype=matgl.float_th) # type: ignore state_attr = torch.stack(state_attr) + lat = lattices[0] if g.batch_size == 1 else torch.squeeze(torch.stack(lattices)) if include_line_graph: l_g = dgl.batch(line_graphs) - return g, l_g, state_attr, labels - return g, labels, state_attr + return g, lat, l_g, state_attr, labels + return g, lat, state_attr, labels def collate_fn_efs(batch, include_stress: bool = True): """Merge a list of dgl graphs to form a batch.""" - graphs, line_graphs, state_attr, labels = map(list, zip(*batch)) + graphs, lattices, line_graphs, state_attr, labels = map(list, zip(*batch)) g = dgl.batch(graphs) l_g = dgl.batch(line_graphs) e = torch.tensor([d["energies"] for d in labels]) # type: ignore @@ -49,7 +50,8 @@ def collate_fn_efs(batch, include_stress: bool = True): else torch.tensor(np.zeros(e.size(dim=0)), dtype=matgl.float_th) ) state_attr = torch.stack(state_attr) - return g, l_g, state_attr, e, f, s + lat = torch.stack(lattices) + return g, torch.squeeze(lat), l_g, state_attr, e, f, s def MGLDataLoader( @@ -88,7 +90,9 @@ class MEGNetDataset(DGLDataset): def __init__( self, filename: str = "dgl_graph.bin", + filename_lattice: str = "lattice.pt", filename_state_attr: str = "state_attr.pt", + filename_labels: str = "labels.json", structures: list | None = None, labels: dict[str, list] | None = None, converter: GraphConverter | None = None, @@ -103,7 +107,9 @@ def __init__( """ Args: filename: file name for storing dgl graphs and target properties + filename_lattice: file name for storing lattice matrixs filename_state_attr: file name for storing state attributes + filename_labels: file name for storing target properties structures: Pymatgen structure labels: targets, as a dict of {name: list of values}. converter: Transformer for converting structures to DGL graphs, e.g., Pmg2Graph. @@ -118,7 +124,9 @@ def __init__( Setting this to True will delete the structures from memory. """ self.filename = filename + self.filename_lattice = filename_lattice self.filename_state_attr = filename_state_attr + self.filename_labels = filename_labels self.converter = converter self.structures = structures or [] self.labels = labels or {} @@ -136,12 +144,18 @@ def has_cache(self) -> bool: Returns: True if file exists. """ - return os.path.exists(self.filename) and os.path.exists(self.filename_state_attr) + return ( + os.path.exists(self.filename) + and os.path.exists(self.filename_lattice) + and os.path.exists(self.filename_state_attr) + and os.path.exists(self.filename_labels) + ) def process(self): """Convert Pymatgen structure into dgl graphs.""" num_graphs = len(self.structures) graphs = [] + lattices = [] state_attrs = [] bond_expansion = BondExpansion( rbf_type="Gaussian", @@ -152,7 +166,10 @@ def process(self): ) for idx in trange(num_graphs): structure = self.structures[idx] # type: ignore - graph, state_attr = self.converter.get_graph(structure) # type: ignore + graph, lattice, state_attr = self.converter.get_graph(structure) # type: ignore + lattices.append(lattice) + graph.edata["pbc_offshift"] = torch.matmul(graph.edata["pbc_offset"], lattice[0]) + graph.ndata["pos"] = graph.ndata["frac_coords"] @ lattice[0] bond_vec, bond_dist = compute_pair_vector_and_distance(graph) graph.edata["edge_attr"] = bond_expansion(bond_dist) graphs.append(graph) @@ -168,25 +185,34 @@ def process(self): del self.structures self.structures = [] self.graphs = graphs + self.lattices = lattices self.state_attr = state_attrs - return self.graphs, self.state_attr + return self.graphs, self.lattices, self.state_attr def save(self): """Save dgl graphs and labels.""" - save_graphs(self.filename, self.graphs, self.labels) + save_graphs(self.filename, self.graphs) + torch.save(self.lattices, self.filename_lattice) torch.save(self.state_attr, self.filename_state_attr) + if self.labels: + with open(self.filename_labels, "w") as f: + json.dump(self.labels, f) def load(self): """Load dgl graphs and labels.""" self.graphs, self.labels = load_graphs(self.filename) + self.lattices = torch.load(self.filename_lattice) self.state_attr = torch.load(self.filename_state_attr) + with open(self.filename_labels) as f: + self.labels = json.load(f) def __getitem__(self, idx: int): """Get graph and label with idx.""" return ( self.graphs[idx], + self.lattices[idx], self.state_attr[idx], - {k: torch.tensor(v[idx]) for k, v in self.labels.items()}, + {k: torch.tensor(v[idx], dtype=matgl.float_th) for k, v in self.labels.items()}, ) # type: ignore def __len__(self): @@ -200,6 +226,7 @@ class M3GNetDataset(DGLDataset): def __init__( self, filename: str = "dgl_graph.bin", + filename_lattice: str = "lattice.pt", filename_line_graph: str = "dgl_line_graph.bin", filename_state_attr: str = "state_attr.pt", filename_labels: str = "labels.json", @@ -214,6 +241,7 @@ def __init__( """ Args: filename: file name for storing dgl graphs + filename_lattice: file name for storing lattice matrixs filename_line_graph: file name for storing dgl line graphs filename_state_attr: file name for storing state attributes filename_labels: file name for storing labels. @@ -229,6 +257,7 @@ def __init__( Setting this to True will delete the structures from memory. """ self.filename = filename + self.filename_lattice = filename_lattice self.filename_line_graph = filename_line_graph self.filename_state_attr = filename_state_attr self.filename_labels = filename_labels @@ -246,26 +275,38 @@ def has_cache(self) -> bool: """Check if the dgl_graph.bin exists or not.""" return all( os.path.exists(f) - for f in (self.filename, self.filename_line_graph, self.filename_state_attr, self.filename_labels) + for f in ( + self.filename, + self.filename_lattice, + self.filename_line_graph, + self.filename_state_attr, + self.filename_labels, + ) ) def process(self): """Convert Pymatgen structure into dgl graphs.""" num_graphs = len(self.structures) # type: ignore graphs = [] + lattices = [] line_graphs = [] state_attrs = [] for idx in trange(num_graphs): structure = self.structures[idx] # type: ignore - graph, state_attr = self.converter.get_graph(structure) # type: ignore + graph, lattice, state_attr = self.converter.get_graph(structure) # type: ignore graphs.append(graph) + lattices.append(lattice) state_attrs.append(state_attr) + graph.ndata["pos"] = torch.tensor(structure.cart_coords) + graph.edata["pbc_offshift"] = torch.matmul(graph.edata["pbc_offset"], lattice[0]) bond_vec, bond_dist = compute_pair_vector_and_distance(graph) graph.edata["bond_vec"] = bond_vec graph.edata["bond_dist"] = bond_dist line_graph = create_line_graph(graph, self.threebody_cutoff) # type: ignore for name in ["bond_vec", "bond_dist", "pbc_offset"]: line_graph.ndata.pop(name) + graph.ndata.pop("pos") + graph.edata.pop("pbc_offshift") line_graphs.append(line_graph) if self.graph_labels is not None: state_attrs = torch.tensor(self.graph_labels).long() @@ -277,10 +318,11 @@ def process(self): self.structures = [] self.graphs = graphs + self.lattices = lattices self.line_graphs = line_graphs self.state_attr = state_attrs - return self.graphs, self.line_graphs, self.state_attr + return self.graphs, self.lattices, self.line_graphs, self.state_attr def save(self): """Save dgl graphs.""" @@ -288,27 +330,27 @@ def save(self): with open(self.filename_labels, "w") as f: json.dump(self.labels, f) save_graphs(self.filename, self.graphs) + torch.save(self.lattices, self.filename_lattice) save_graphs(self.filename_line_graph, self.line_graphs) torch.save(self.state_attr, self.filename_state_attr) def load(self): """Load dgl graphs from files.""" self.graphs, _ = load_graphs(self.filename) + self.lattices = torch.load(self.filename_lattice) self.line_graphs, _ = load_graphs(self.filename_line_graph) self.state_attr = torch.load(self.filename_state_attr) - if os.path.exists(self.filename_labels): - with open(self.filename_labels) as f: - self.labels = json.load(f) - else: - self.labels = {} + with open(self.filename_labels) as f: + self.labels = json.load(f) def __getitem__(self, idx: int): """Get graph and label with idx.""" return ( self.graphs[idx], + self.lattices[idx], self.line_graphs[idx], self.state_attr[idx], - {k: torch.tensor(v[idx]) for k, v in self.labels.items()}, + {k: torch.tensor(v[idx], dtype=matgl.float_th) for k, v in self.labels.items()}, ) def __len__(self): diff --git a/matgl/models/_m3gnet.py b/matgl/models/_m3gnet.py index 0ea981e0..8e7c6cf6 100644 --- a/matgl/models/_m3gnet.py +++ b/matgl/models/_m3gnet.py @@ -282,7 +282,9 @@ def predict_structure( from matgl.ext.pymatgen import Structure2Graph graph_converter = Structure2Graph(element_types=self.element_types, cutoff=self.cutoff) # type: ignore - g, state_feats_default = graph_converter.get_graph(structure) + g, lat, state_feats_default = graph_converter.get_graph(structure) + g.edata["pbc_offshift"] = torch.matmul(g.edata["pbc_offset"], lat[0]) + g.ndata["pos"] = g.ndata["frac_coords"] @ lat[0] if state_feats is None: state_feats = torch.tensor(state_feats_default) return self(g=g, state_attr=state_feats).detach() diff --git a/matgl/models/_megnet.py b/matgl/models/_megnet.py index a8ce8a45..8c414263 100644 --- a/matgl/models/_megnet.py +++ b/matgl/models/_megnet.py @@ -214,7 +214,9 @@ def predict_structure( from matgl.ext.pymatgen import Structure2Graph graph_converter = Structure2Graph(element_types=self.element_types, cutoff=self.cutoff) - g, state_feats_default = graph_converter.get_graph(structure) + g, lat, state_feats_default = graph_converter.get_graph(structure) + g.edata["pbc_offshift"] = torch.matmul(g.edata["pbc_offset"], lat[0]) + g.ndata["pos"] = g.ndata["frac_coords"] @ lat[0] if state_feats is None: state_feats = torch.tensor(state_feats_default) bond_vec, bond_dist = compute_pair_vector_and_distance(g) diff --git a/matgl/utils/training.py b/matgl/utils/training.py index 7efc5edd..6a762898 100644 --- a/matgl/utils/training.py +++ b/matgl/utils/training.py @@ -189,11 +189,18 @@ def __init__( self.optimizer = optimizer self.scheduler = scheduler self.sync_dist = sync_dist - self.save_hyperparameters() + self.save_hyperparameters(ignore=["model"]) - def forward(self, g: dgl.DGLGraph, l_g: dgl.DGLGraph | None = None, state_attr: torch.Tensor | None = None): + def forward( + self, + g: dgl.DGLGraph, + lat: torch.Tensor | None = None, + l_g: dgl.DGLGraph | None = None, + state_attr: torch.Tensor | None = None, + ): """Args: g: dgl Graph + lat: lattice l_g: Line graph state_attr: State attribute. @@ -201,11 +208,16 @@ def forward(self, g: dgl.DGLGraph, l_g: dgl.DGLGraph | None = None, state_attr: Model prediction. """ if isinstance(self.model, M3GNet): + g.edata["lattice"] = torch.repeat_interleave(lat, g.batch_num_edges(), dim=0) + g.edata["pbc_offshift"] = (g.edata["pbc_offset"].unsqueeze(dim=-1) * g.edata["lattice"]).sum(dim=1) + g.ndata["pos"] = ( + g.ndata["frac_coords"].unsqueeze(dim=-1) * torch.repeat_interleave(lat, g.batch_num_nodes(), dim=0) + ).sum(dim=1) return self.model(g=g, l_g=l_g, state_attr=state_attr) node_feat = g.ndata["node_type"] edge_feat = g.edata["edge_attr"] - return self.model(g, edge_feat.float(), node_feat.long(), state_attr) + return self.model(g, edge_feat, node_feat, state_attr) def step(self, batch: tuple): """Args: @@ -215,10 +227,10 @@ def step(self, batch: tuple): results, batch_size """ if isinstance(self.model, M3GNet): - g, l_g, state_attr, labels = batch - preds = self(g=g, l_g=l_g, state_attr=state_attr) + g, lat, l_g, state_attr, labels = batch + preds = self(g=g, lat=lat, l_g=l_g, state_attr=state_attr) else: - g, labels, state_attr = batch + g, lat, state_attr, labels = batch preds = self(g=g, state_attr=state_attr) results = self.loss_fn(loss=self.loss, preds=preds, labels=labels) # type: ignore batch_size = preds.numel() @@ -322,11 +334,18 @@ def __init__( self.optimizer = optimizer self.scheduler = scheduler self.sync_dist = sync_dist - self.save_hyperparameters() + self.save_hyperparameters(ignore=["model"]) - def forward(self, g: dgl.DGLGraph, l_g: dgl.DGLGraph | None = None, state_attr: torch.Tensor | None = None): + def forward( + self, + g: dgl.DGLGraph, + lat: torch.Tensor, + l_g: dgl.DGLGraph | None = None, + state_attr: torch.Tensor | None = None, + ): """Args: g: dgl Graph + lat: lattice l_g: Line graph state_attr: State attr. @@ -334,11 +353,11 @@ def forward(self, g: dgl.DGLGraph, l_g: dgl.DGLGraph | None = None, state_attr: energy, force, stress, h """ if self.model.calc_site_wise: - e, f, s, h, m = self.model(g=g, l_g=l_g, state_attr=state_attr) - return e, f.float(), s, h, m + e, f, s, h, m = self.model(g=g, lat=lat, l_g=l_g, state_attr=state_attr) + return e, f, s, h, m - e, f, s, h = self.model(g=g, l_g=l_g, state_attr=state_attr) - return e, f.float(), s, h + e, f, s, h = self.model(g=g, lat=lat, l_g=l_g, state_attr=state_attr) + return e, f, s, h def step(self, batch: tuple): """Args: @@ -352,13 +371,13 @@ def step(self, batch: tuple): torch.set_grad_enabled(True) if self.model.calc_site_wise: - g, l_g, state_attr, energies, forces, stresses, site_wise = batch - e, f, s, _, m = self(g=g, state_attr=state_attr, l_g=l_g) + g, lat, l_g, state_attr, energies, forces, stresses, site_wise = batch + e, f, s, _, m = self(g=g, lat=lat, state_attr=state_attr, l_g=l_g) preds = (e, f, s, m) labels = (energies, forces, stresses, site_wise) else: - g, l_g, state_attr, energies, forces, stresses = batch - e, f, s, _ = self(g=g, state_attr=state_attr, l_g=l_g) + g, lat, l_g, state_attr, energies, forces, stresses = batch + e, f, s, _ = self(g=g, lat=lat, state_attr=state_attr, l_g=l_g) preds = (e, f, s) labels = (energies, forces, stresses) diff --git a/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/README.md b/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/README.md index a9c00bff..97cf0d08 100644 --- a/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/README.md +++ b/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/README.md @@ -17,8 +17,8 @@ MP-2021.2.8-DIRECT: Materials Project structure relaxations as of 2021.2.8 combi ## Training and validation errors MAEs of energies, forces and stresses, respectively -- Training: 27.185 meV/atom, 0.056 eV/A, 0.246 GPa -- Validation: 37.254 meV/atom, 0.089 eV/A, 0.558 GPa +- Training: 21.848 meV/atom, 0.049 eV/A, 0.257 GPa +- Validation: 33.547 meV/atom, 0.087 eV/A, 0.593 GPa ## Cubic crystals benchmark @@ -27,96 +27,94 @@ new implementation and the old version. It should be noted that the large deviat is attributed to the poor initialization. If the initial lattice constant is set to less than 4.3 Å, it gets down to 1 % - | Material | Crystal structure | a (Å) | MP a (Å) | Predicted a (Å) | % error vs Expt | % error vs MP | |:------------|:--------------------|--------:|-----------:|------------------:|:------------------|:----------------| -| ScN | Halite | 4.52 | 4.51094 | 4.51017 | -0.218% | -0.017% | -| Mo | BCC | 3.142 | 3.16762 | 3.16587 | 0.760% | -0.055% | -| TaC0.99 | Halite | 4.456 | 4.4678 | 4.47214 | 0.362% | 0.097% | -| Eu | BCC | 4.61 | 4.4876 | 4.48287 | -2.758% | -0.105% | -| BN | Zinc blende (FCC) | 3.615 | 3.626 | 3.62992 | 0.413% | 0.108% | -| ZrC0.97 | Halite | 4.698 | 4.71287 | 4.71856 | 0.438% | 0.121% | -| EuTiO3 | Cubic perovskite | 7.81 | 3.90388 | 3.91029 | -49.932% | 0.164% | -| LiF | Halite | 4.03 | 4.08343 | 4.09049 | 1.501% | 0.173% | -| Ca | FCC | 5.58 | 5.57682 | 5.58657 | 0.118% | 0.175% | -| TiN | Halite | 4.249 | 4.24125 | 4.23383 | -0.357% | -0.175% | -| V | BCC | 3.0399 | 2.9824 | 2.98789 | -1.711% | 0.184% | -| BP | Zinc blende (FCC) | 4.538 | 4.53214 | 4.52317 | -0.327% | -0.198% | -| Au | FCC | 4.065 | 4.17129 | 4.17972 | 2.822% | 0.202% | -| RbBr | Halite | 6.89 | 6.9119 | 6.92641 | 0.528% | 0.210% | -| KI | Halite | 7.07 | 7.08487 | 7.09979 | 0.421% | 0.211% | -| Sr | FCC | 6.08 | 6.06721 | 6.05396 | -0.428% | -0.218% | -| KF | Halite | 5.34 | 5.30883 | 5.32066 | -0.362% | 0.223% | -| GaAs | Zinc blende (FCC) | 5.653 | 5.75018 | 5.76565 | 1.993% | 0.269% | -| CsI | Caesium chloride | 4.567 | 4.66521 | 4.67786 | 2.427% | 0.271% | -| CaVO3 | Cubic perovskite | 3.767 | 3.83041 | 3.8409 | 1.962% | 0.274% | -| Nb | BCC | 3.3008 | 3.31763 | 3.3268 | 0.788% | 0.276% | -| RbI | Halite | 7.35 | 7.38233 | 7.3619 | 0.162% | -0.277% | -| VC0.97 | Halite | 4.166 | 4.16195 | 4.15025 | -0.378% | -0.281% | -| C (diamond) | Diamond (FCC) | 3.567 | 3.56075 | 3.57077 | 0.106% | 0.282% | -| Th | FCC | 5.08 | 5.04725 | 5.03259 | -0.933% | -0.291% | -| TiC | Halite | 4.328 | 4.33144 | 4.34674 | 0.433% | 0.353% | -| SrTiO3 | Cubic perovskite | 3.98805 | 3.9127 | 3.92659 | -1.541% | 0.355% | -| InSb | Zinc blende (FCC) | 6.479 | 6.63322 | 6.65725 | 2.751% | 0.362% | -| NbN | Halite | 4.392 | 4.45247 | 4.4356 | 0.993% | -0.379% | -| W | BCC | 3.155 | 3.17032 | 3.18331 | 0.897% | 0.410% | -| SrVO3 | Cubic perovskite | 3.838 | 3.90089 | 3.91735 | 2.067% | 0.422% | -| Al | FCC | 4.046 | 4.03893 | 4.02163 | -0.602% | -0.428% | -| HfC0.99 | Halite | 4.64 | 4.63428 | 4.65743 | 0.376% | 0.499% | -| PbTe | Halite (FCC) | 6.462 | 6.54179 | 6.57573 | 1.760% | 0.519% | -| Si | Diamond (FCC) | 5.43102 | 5.4437 | 5.4728 | 0.769% | 0.534% | -| Pt | FCC | 3.912 | 3.94315 | 3.96494 | 1.353% | 0.553% | -| Ta | BCC | 3.3058 | 3.30986 | 3.32933 | 0.712% | 0.588% | -| RbF | Halite | 5.65 | 5.63228 | 5.66891 | 0.335% | 0.650% | -| Ir | FCC | 3.84 | 3.85393 | 3.87954 | 1.030% | 0.664% | -| VN | Halite | 4.136 | 4.12493 | 4.09623 | -0.962% | -0.696% | -| Fe | BCC | 2.856 | 2.86304 | 2.84213 | -0.486% | -0.730% | -| Pd | FCC | 3.859 | 3.9173 | 3.95178 | 2.404% | 0.880% | -| Na | BCC | 4.23 | 4.20805 | 4.1689 | -1.445% | -0.931% | -| AlSb | Zinc blende (FCC) | 6.1355 | 6.18504 | 6.24323 | 1.756% | 0.941% | -| MgO | Halite (FCC) | 4.212 | 4.194 | 4.23513 | 0.549% | 0.981% | -| InP | Zinc blende (FCC) | 5.869 | 5.90395 | 5.96218 | 1.588% | 0.986% | -| ZrN | Halite | 4.577 | 4.58853 | 4.63425 | 1.251% | 0.996% | -| Ce | FCC | 5.16 | 4.67243 | 4.72024 | -8.522% | 1.023% | -| CdS | Zinc blende (FCC) | 5.832 | 5.88591 | 5.94639 | 1.961% | 1.028% | -| NaCl | Halite | 5.64 | 5.58813 | 5.64691 | 0.122% | 1.052% | -| Cu | FCC | 3.597 | 3.57743 | 3.61593 | 0.526% | 1.076% | -| Yb | FCC | 5.49 | 5.38726 | 5.44536 | -0.813% | 1.079% | -| Rh | FCC | 3.8 | 3.80597 | 3.84798 | 1.263% | 1.104% | -| AlAs | Zinc blende (FCC) | 5.6605 | 5.6758 | 5.73893 | 1.386% | 1.112% | -| Ni | FCC | 3.499 | 3.47515 | 3.51492 | 0.455% | 1.145% | -| ZnO | Halite (FCC) | 4.58 | 4.33888 | 4.39046 | -4.138% | 1.189% | -| KBr | Halite | 6.6 | 6.58908 | 6.67326 | 1.110% | 1.278% | -| CsF | Halite | 6.02 | 6.01228 | 6.0925 | 1.204% | 1.334% | -| GaP | Zinc blende (FCC) | 5.4505 | 5.45162 | 5.52573 | 1.380% | 1.359% | -| Ac | FCC | 5.31 | 5.69621 | 5.61402 | 5.725% | -1.443% | -| Pb | FCC | 4.92 | 4.98951 | 5.06252 | 2.897% | 1.463% | -| ZnS | Zinc blende (FCC) | 5.42 | 5.38737 | 5.46637 | 0.856% | 1.466% | -| CdSe | Zinc blende (FCC) | 6.05 | 6.14054 | 6.23124 | 2.996% | 1.477% | -| RbCl | Halite | 6.59 | 6.61741 | 6.71582 | 1.909% | 1.487% | -| Ge | Diamond (FCC) | 5.658 | 5.67485 | 5.75956 | 1.795% | 1.493% | -| AlP | Zinc blende (FCC) | 5.451 | 5.47297 | 5.38931 | -1.132% | -1.529% | -| InAs | Zinc blende (FCC) | 6.0583 | 6.10712 | 6.20406 | 2.406% | 1.587% | -| CrN | Halite | 4.149 | 4.19086 | 4.12346 | -0.616% | -1.608% | -| Ag | FCC | 4.079 | 4.10436 | 4.17358 | 2.319% | 1.687% | -| CdTe | Zinc blende (FCC) | 6.482 | 6.56423 | 6.67554 | 2.986% | 1.696% | -| KTaO3 | Cubic perovskite | 3.9885 | 3.99488 | 4.06825 | 1.999% | 1.836% | -| GaSb | Zinc blende (FCC) | 6.0959 | 6.13721 | 6.257 | 2.643% | 1.952% | -| K | BCC | 5.23 | 5.39512 | 5.28761 | 1.102% | -1.993% | -| HfN | Halite | 4.392 | 4.51172 | 4.61078 | 4.981% | 2.196% | -| LiI | Halite | 6.01 | 5.96835 | 6.11641 | 1.771% | 2.481% | -| Ne | FCC | 4.43 | 4.19502 | 4.30647 | -2.789% | 2.657% | -| NaBr | Halite | 5.97 | 5.92308 | 6.11725 | 2.466% | 3.278% | -| NaI | Halite | 6.47 | 6.43731 | 6.65961 | 2.931% | 3.453% | -| CsCl | Caesium chloride | 4.123 | 4.1437 | 4.28721 | 3.983% | 3.463% | -| KCl | Halite | 6.29 | 6.28374 | 6.50232 | 3.375% | 3.478% | -| Cr | BCC | 2.88 | 2.9689 | 2.85108 | -1.004% | -3.968% | -| Ar | FCC | 5.26 | 5.36316 | 5.65291 | 7.470% | 5.403% | -| NaF | Halite | 4.63 | 4.57179 | 4.83623 | 4.454% | 5.784% | -| Cs | BCC | 6.05 | 6.25693 | 5.81752 | -3.843% | -7.023% | -| LiCl | Halite | 5.14 | 5.08424 | 4.05333 | -21.141% | -20.277% | -| LiBr | Halite | 5.5 | 5.44538 | 4.3005 | -21.809% | -21.025% | -| Li | BCC | 3.49 | 3.43931 | 6.36292 | 82.319% | 85.006% | +| Mo | BCC | 3.142 | 3.16762 | 3.1674 | 0.808% | -0.007% | +| CdS | Zinc blende (FCC) | 5.832 | 5.88591 | 5.88501 | 0.909% | -0.015% | +| Au | FCC | 4.065 | 4.17129 | 4.17062 | 2.598% | -0.016% | +| Th | FCC | 5.08 | 5.04725 | 5.04823 | -0.625% | 0.019% | +| Al | FCC | 4.046 | 4.03893 | 4.03703 | -0.222% | -0.047% | +| NbN | Halite | 4.392 | 4.45247 | 4.45549 | 1.446% | 0.068% | +| GaAs | Zinc blende (FCC) | 5.653 | 5.75018 | 5.75423 | 1.791% | 0.070% | +| Nb | BCC | 3.3008 | 3.31763 | 3.32034 | 0.592% | 0.081% | +| RbI | Halite | 7.35 | 7.38233 | 7.38836 | 0.522% | 0.082% | +| TiC | Halite | 4.328 | 4.33144 | 4.33513 | 0.165% | 0.085% | +| BN | Zinc blende (FCC) | 3.615 | 3.626 | 3.6299 | 0.412% | 0.108% | +| VC0.97 | Halite | 4.166 | 4.16195 | 4.15722 | -0.211% | -0.113% | +| Li | BCC | 3.49 | 3.43931 | 3.44346 | -1.334% | 0.120% | +| ZrC0.97 | Halite | 4.698 | 4.71287 | 4.71858 | 0.438% | 0.121% | +| KTaO3 | Cubic perovskite | 3.9885 | 3.99488 | 4.00024 | 0.294% | 0.134% | +| RbCl | Halite | 6.59 | 6.61741 | 6.60661 | 0.252% | -0.163% | +| InSb | Zinc blende (FCC) | 6.479 | 6.63322 | 6.6465 | 2.585% | 0.200% | +| BP | Zinc blende (FCC) | 4.538 | 4.53214 | 4.5426 | 0.101% | 0.231% | +| ScN | Halite | 4.52 | 4.51094 | 4.5233 | 0.073% | 0.274% | +| Si | Diamond (FCC) | 5.43102 | 5.4437 | 5.45948 | 0.524% | 0.290% | +| TaC0.99 | Halite | 4.456 | 4.4678 | 4.48137 | 0.569% | 0.304% | +| C (diamond) | Diamond (FCC) | 3.567 | 3.56075 | 3.57236 | 0.150% | 0.326% | +| PbTe | Halite (FCC) | 6.462 | 6.54179 | 6.567 | 1.625% | 0.385% | +| TiN | Halite | 4.249 | 4.24125 | 4.25808 | 0.214% | 0.397% | +| Ta | BCC | 3.3058 | 3.30986 | 3.32345 | 0.534% | 0.411% | +| Sr | FCC | 6.08 | 6.06721 | 6.04087 | -0.644% | -0.434% | +| V | BCC | 3.0399 | 2.9824 | 2.99554 | -1.459% | 0.441% | +| Eu | BCC | 4.61 | 4.4876 | 4.46714 | -3.099% | -0.456% | +| RbF | Halite | 5.65 | 5.63228 | 5.65835 | 0.148% | 0.463% | +| Ir | FCC | 3.84 | 3.85393 | 3.8758 | 0.932% | 0.568% | +| Fe | BCC | 2.856 | 2.86304 | 2.84658 | -0.330% | -0.575% | +| Ca | FCC | 5.58 | 5.57682 | 5.5438 | -0.649% | -0.592% | +| ZrN | Halite | 4.577 | 4.58853 | 4.61825 | 0.901% | 0.648% | +| HfC0.99 | Halite | 4.64 | 4.63428 | 4.66432 | 0.524% | 0.648% | +| W | BCC | 3.155 | 3.17032 | 3.19123 | 1.148% | 0.660% | +| Ac | FCC | 5.31 | 5.69621 | 5.65697 | 6.534% | -0.689% | +| SrTiO3 | Cubic perovskite | 3.98805 | 3.9127 | 3.94006 | -1.203% | 0.699% | +| VN | Halite | 4.136 | 4.12493 | 4.09218 | -1.059% | -0.794% | +| AlSb | Zinc blende (FCC) | 6.1355 | 6.18504 | 6.23425 | 1.610% | 0.796% | +| CrN | Halite | 4.149 | 4.19086 | 4.15581 | 0.164% | -0.836% | +| Pt | FCC | 3.912 | 3.94315 | 3.97787 | 1.684% | 0.881% | +| LiF | Halite | 4.03 | 4.08343 | 4.04621 | 0.402% | -0.911% | +| InP | Zinc blende (FCC) | 5.869 | 5.90395 | 5.95826 | 1.521% | 0.920% | +| Pd | FCC | 3.859 | 3.9173 | 3.95384 | 2.458% | 0.933% | +| Ni | FCC | 3.499 | 3.47515 | 3.50847 | 0.271% | 0.959% | +| Pb | FCC | 4.92 | 4.98951 | 5.03854 | 2.409% | 0.983% | +| CsI | Caesium chloride | 4.567 | 4.66521 | 4.7131 | 3.199% | 1.027% | +| AlAs | Zinc blende (FCC) | 5.6605 | 5.6758 | 5.73449 | 1.307% | 1.034% | +| CdTe | Zinc blende (FCC) | 6.482 | 6.56423 | 6.63255 | 2.323% | 1.041% | +| CaVO3 | Cubic perovskite | 3.767 | 3.83041 | 3.8712 | 2.766% | 1.065% | +| Cu | FCC | 3.597 | 3.57743 | 3.61612 | 0.532% | 1.082% | +| Ce | FCC | 5.16 | 4.67243 | 4.72297 | -8.470% | 1.082% | +| Rh | FCC | 3.8 | 3.80597 | 3.84876 | 1.283% | 1.124% | +| ZnS | Zinc blende (FCC) | 5.42 | 5.38737 | 5.44799 | 0.516% | 1.125% | +| GaP | Zinc blende (FCC) | 5.4505 | 5.45162 | 5.51446 | 1.173% | 1.153% | +| CdSe | Zinc blende (FCC) | 6.05 | 6.14054 | 6.21525 | 2.731% | 1.217% | +| EuTiO3 | Cubic perovskite | 7.81 | 3.90388 | 3.95191 | -49.399% | 1.230% | +| Ge | Diamond (FCC) | 5.658 | 5.67485 | 5.74952 | 1.618% | 1.316% | +| ZnO | Halite (FCC) | 4.58 | 4.33888 | 4.39772 | -3.980% | 1.356% | +| GaSb | Zinc blende (FCC) | 6.0959 | 6.13721 | 6.22085 | 2.050% | 1.363% | +| SrVO3 | Cubic perovskite | 3.838 | 3.90089 | 3.95497 | 3.048% | 1.386% | +| InAs | Zinc blende (FCC) | 6.0583 | 6.10712 | 6.19643 | 2.280% | 1.462% | +| HfN | Halite | 4.392 | 4.51172 | 4.57948 | 4.269% | 1.502% | +| Na | BCC | 4.23 | 4.20805 | 4.14451 | -2.021% | -1.510% | +| Ag | FCC | 4.079 | 4.10436 | 4.16927 | 2.213% | 1.582% | +| KI | Halite | 7.07 | 7.08487 | 7.19969 | 1.834% | 1.621% | +| Yb | FCC | 5.49 | 5.38726 | 5.48158 | -0.153% | 1.751% | +| MgO | Halite (FCC) | 4.212 | 4.194 | 4.26745 | 1.317% | 1.751% | +| KBr | Halite | 6.6 | 6.58908 | 6.71154 | 1.690% | 1.858% | +| KCl | Halite | 6.29 | 6.28374 | 6.41075 | 1.920% | 2.021% | +| AlP | Zinc blende (FCC) | 5.451 | 5.47297 | 5.3591 | -1.686% | -2.080% | +| K | BCC | 5.23 | 5.39512 | 5.2723 | 0.809% | -2.277% | +| Ne | FCC | 4.43 | 4.19502 | 4.29091 | -3.140% | 2.286% | +| NaF | Halite | 4.63 | 4.57179 | 4.68341 | 1.154% | 2.442% | +| KF | Halite | 5.34 | 5.30883 | 5.44154 | 1.902% | 2.500% | +| NaBr | Halite | 5.97 | 5.92308 | 6.09528 | 2.098% | 2.907% | +| NaI | Halite | 6.47 | 6.43731 | 6.66885 | 3.073% | 3.597% | +| NaCl | Halite | 5.64 | 5.58813 | 5.80867 | 2.991% | 3.947% | +| Cr | BCC | 2.88 | 2.9689 | 2.8498 | -1.049% | -4.012% | +| Cs | BCC | 6.05 | 6.25693 | 6.00337 | -0.771% | -4.052% | +| CsF | Halite | 6.02 | 6.01228 | 6.3087 | 4.796% | 4.930% | +| Ar | FCC | 5.26 | 5.36316 | 5.67732 | 7.934% | 5.858% | +| CsCl | Caesium chloride | 4.123 | 4.1437 | 4.39261 | 6.539% | 6.007% | +| LiCl | Halite | 5.14 | 5.08424 | 4.14286 | -19.400% | -18.516% | +| LiBr | Halite | 5.5 | 5.44538 | 4.25633 | -22.612% | -21.836% | + # References diff --git a/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/model.json b/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/model.json index 37b2bd13..0d1459db 100644 --- a/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/model.json +++ b/pretrained_models/M3GNet-MP-2021.2.8-DIRECT-PES/model.json @@ -100,7 +100,7 @@ "Np", "Pu" ], - "dim_state_embedding": null, + "dim_state_embedding": 0, "ntypes_state": null, "max_n": 3, "max_l": 3, @@ -125,11 +125,12 @@ "units": 128 } }, - "data_mean": "tensor([0.], device='cuda:0')", - "data_std": "tensor(15.78801683, device='cuda:0')", - "element_refs": "[ -3.33782027 -5.91757582 -2.58398956 -3.25588022 -6.38291869\n -8.48374135 -7.50326861 -6.0449359 -4.0757257 -0.02688998\n -1.47859716 -1.21398782 -3.93588883 -5.36604349 -6.13857453\n -4.20840751 -2.02947652 -0.06271691 -1.81591639 -3.0583711\n -6.89822299 -9.06408357 -9.28631489 -9.79693503 -9.26359177\n -8.04605969 -6.92340193 -5.75804585 -3.90164595 -1.29966733\n -3.41419237 -4.67825069 -4.5074175 -3.55996578 -2.35804741\n 2.60091645 -1.58517238 -2.59909543 -8.26023331 -9.70554845\n -10.52540254 -10.60775481 -10.32226946 -8.34603239 -5.71238036\n -5.37797688 -2.84379207 -0.71242328 -2.96938837 -4.22048579\n -4.47503664 -2.91746242 -1.93476046 7.93592782 -2.65335351\n -3.34054956 -7.44544281 -7.61260322 -7.70961478 -5.72538962\n -5.12716952 -6.31288776 -11.53349974 -17.03571207 -6.06528974\n -7.09982655 -6.45492251 -5.74400739 -5.1981318 -1.73441137\n -6.25712752 -10.39949211 -12.28065843 -12.84864597 -12.47485695\n -11.32931418 -8.56378404 -6.49864592 -3.52886501 -0.11141964\n -2.8264423 -4.18530728 -4.29480991 -6.29437671 -9.56858162\n -8.81445615 -14.414422 -13.93038376 -14.81400039]", + "data_mean": "tensor(0.)", + "data_std": "tensor(15.78801727, device='cuda:0')", + "element_refs": "tensor([ -3.33781767, -5.91757536, -2.58398914, -3.25588012, -6.38292217,\n -8.48374176, -7.50327015, -6.04493618, -4.07572603, -0.02688910,\n -1.47859716, -1.21398807, -3.93588805, -5.36604118, -6.13857317,\n -4.20840693, -2.02947545, -0.06271698, -1.81591749, -3.05837011,\n -6.89822388, -9.06408405, -9.28631496, -9.79693508, -9.26359177,\n -8.04605675, -6.92340136, -5.75804758, -3.90164495, -1.29966712,\n -3.41419101, -4.67825174, -4.50741768, -3.55996418, -2.35804605,\n 2.60093141, -1.58517349, -2.59909678, -8.26023388, -9.70555115,\n -10.52540207, -10.60775948, -10.32227421, -8.34604073, -5.71238327,\n -5.37797642, -2.84379220, -0.71242303, -2.96938944, -4.22048664,\n -4.47503853, -2.91746163, -1.93476045, 7.93592310, -2.65335321,\n -3.34054947, -7.44544125, -7.61260319, -7.70961428, -5.72539043,\n -5.12717438, -6.31288862, -11.53350163, -17.03571320, -6.06529188,\n -7.09982729, -6.45492411, -5.74400377, -5.19813633, -1.73440909,\n -6.25712776, -10.39949512, -12.28065681, -12.84864616, -12.47485447,\n -11.32931614, -8.56378365, -6.49864340, -3.52886295, -0.11141863,\n -2.82644320, -4.18530560, -4.29480982, -6.29438210, -9.56858635,\n -8.81445599, -14.41442490, -13.93038368, -14.81400299],\n device='cuda:0')", "calc_forces": true, "calc_stresses": true, - "calc_hessian": false + "calc_hessian": false, + "calc_site_wise": false } } diff --git 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