Protein-Ligand/Examples-JN/IFP_analysis_RAMD_GPCR.ipynb

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    "# **Notebook for exploring ligand dissociation trajectories of GPCR complexes using pre-computed Protein-Ligand Interaction Fingerprints (IFPs)**\n",
    "\n",
    "**Aim**: In this tutorial, you will be explore the dissociation pathways of the three systems under investigation starting from pre-computed RAMD trajecotories ([Kokh et al. 2021](https://pubs.acs.org/doi/10.1021/acs.jctc.1c00641)).\n",
    "\n",
    "**Version** : 1.0 (02.06.2021), 1.1 (06.03.2022) Copyright (c) 2020, Released under the EUPL Licence, v1.2 or any higher version\n",
    "\n",
    "**Authors/Contributors**: 1.0: Daria Kokh, Rebecca Wade (HITS, Heidelberg, Germany); 1.1 Update: Giulia D'Arrigo, Rebecca Wade (HITS, Heidelberg, Germany)\n",
    "\n",
    "**Contact**: mcmsoft@h-its.org\n",
    "\n",
    "**Note**: This notebook has graphical output using nglview. If you use the \"RunAll\" function of the notebook, this graphical output might not appear on your screen. The cell defined to show the output must be visible in the browser during execution. \n This notebook is meant to run on https://lab.ebrains.eu , as the dealing with file locations are different to google colab."
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   "source": [
    "**Setting up your environment**\n",
    "\n",
    "First set up your environment and the needed packages. This might take a while.\n",
    "\n",
    "IMPORTANT NOTE: before to start, please go to \"Settings\" and check \"Show Active File in File Browser\""
   ]
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     "text": [
      "Requirement already satisfied: rdkit-pypi in /opt/app-root/src/.local/lib/python3.8/site-packages (2022.9.1)\n",
      "Requirement already satisfied: numpy in /usr/local/lib/python3.8/dist-packages (from rdkit-pypi) (1.20.3)\n",
      "Requirement already satisfied: Pillow in /usr/local/lib/python3.8/dist-packages (from rdkit-pypi) (9.2.0)\n",
      "Requirement already satisfied: wget in /opt/app-root/src/.local/lib/python3.8/site-packages (3.2)\n"
     ]
    }
   ],
   "source": [
    "try:\n",
    "    import MDAnalysis as mda\n",
    "except:\n",
    "    !pip install MDAnalysis\n",
    "from MDAnalysis.analysis import contacts,align,rms\n",
    "from MDAnalysis.analysis.base import AnalysisFromFunction\n",
    "from MDAnalysis.coordinates.memory import MemoryReader\n",
    "\n",
    "!pip install rdkit-pypi\n",
    "!pip install wget"
   ]
  },
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     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/app-root/src/.local/lib/python3.8/site-packages/MDAnalysis/analysis/hbonds/hbond_autocorrel.py:52: DeprecationWarning: This module was moved to MDAnalysis.analysis.hydrogenbonds.hbond_autocorrel; hbonds.hbond_autocorrel will be removed in 3.0.0.\n",
      "  warnings.warn(wmsg, category=DeprecationWarning)\n"
     ]
    }
   ],
   "source": [
    "#Import python packages needed for the notebook\n",
    "import wget\n",
    "import glob, os\n",
    "import sys\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from pandas import ExcelFile \n",
    "import nglview\n",
    "\n",
    "from matplotlib import *\n",
    "from matplotlib import cm\n",
    "import matplotlib.ticker\n",
    "from matplotlib import gridspec\n",
    "%matplotlib inline\n",
    "import  pylab as plt\n",
    "import seaborn as sns\n",
    "\n",
    "from scipy import stats\n",
    "from scipy.stats import norm\n",
    "\n",
    "from sklearn import linear_model\n",
    "from sklearn import preprocessing\n",
    "from sklearn.cluster import KMeans\n",
    "from scipy.cluster.hierarchy import dendrogram, linkage\n",
    "from scipy.cluster import hierarchy as clust\n",
    "from scipy.spatial.distance import pdist\n",
    "\n",
    "import hashlib\n",
    "from sklearn.datasets import make_blobs\n",
    "from sklearn.metrics import pairwise_distances\n",
    "from sklearn.cluster import KMeans\n",
    "\n",
    "from Scripts.Clustering import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working directory for current use case: /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes\n"
     ]
    }
   ],
   "source": [
    "# Create a local directory\n",
    "\n",
    "try:\n",
    "    homeDir = os.environ['HOME']\n",
    "except:\n",
    "    print(\"Error in environment\")\n",
    "\n",
    "else:\n",
    "    workDir = os.path.join(homeDir, '2nd-tutorial')\n",
    "    if not os.path.isdir(workDir):\n",
    "        try:\n",
    "            os.mkdir(workDir)\n",
    "        except:\n",
    "            print(\"unable to make working directory\")\n",
    "            \n",
    "    # Make a new directory to run the use case in. \n",
    "    # If directory already exists, add a number to make a unique name\n",
    "    baseDir = 'tauRAMD-egressroutes'\n",
    "    dirIter = 0\n",
    "    useCaseDir = os.path.join(workDir, baseDir)\n",
    "    dataDir=os.path.join(useCaseDir,'workshop2022/DATA')\n",
    "    pdbdir=os.path.join(dataDir,'PDB')\n",
    "    \n",
    "    if os.path.exists(useCaseDir):\n",
    "        while os.path.exists(useCaseDir):\n",
    "            dirIter += 1\n",
    "            useCaseDir = os.path.join(workDir, baseDir + '.' + str(dirIter))            \n",
    "    \n",
    "    try:\n",
    "        os.mkdir(useCaseDir)\n",
    "    except:\n",
    "        print(\"Failed to make use case working directory\")\n",
    "    else:\n",
    "        print(\"Working directory for current use case: %s\" % useCaseDir)\n",
    "\n",
    "os.chdir(useCaseDir)   \n",
    "# print(baseDir)"
   ]
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     "text": [
      "Downloading material\n",
      "Sucessfully downloaded\n",
      "Archive:  workshop2022_2.zip\n",
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      "   creating: workshop2022/DATA/Scripts/\n",
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      "  inflating: workshop2022/DATA/PDB/4MQT-IXO-PAM.pdb  \n",
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     ]
    }
   ],
   "source": [
    "# Download the material\n",
    "\n",
    "try:\n",
    "    print(\"Downloading material\")\n",
    "    fileUrl= 'https://mcm.h-its.org/wiki/lib/exe/fetch.php?media=googlecolab:workshop2022_2.zip'\n",
    "    wget.download(fileUrl, useCaseDir)\n",
    "except:\n",
    "    print(\"Error downloading\")\n",
    "else:\n",
    "    print(\"Sucessfully downloaded\")\n",
    "    \n",
    "!unzip -o workshop2022_2.zip\n",
    "os.chdir(dataDir) "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "# **1. Interaction Fingerprint (IFP) generation**\n",
    "\n",
    "# What is an IFP?  \n",
    "IFP represents a 3D protein–ligand interaction profile as a binary vector of interactions (such as hydrogen- or halogen-bonds, aromatic stacking, salt bridges, or hydrophobic contacts).\n",
    "\n",
    "We considered the following 8 classes of receptor–ligand interactions to define the IFPs in the MD-IFP analysis: hydrophobic (**HY**), aromatic (**AR**), hydrogen bond donor (**HD**) or acceptor (**HA**), salt bridge (**IP/IN**), halogen bonds (**HL**), and water bridge (**WB**).\n",
    "\n",
    "The identification of the protein-ligand interaction fingerprints (PL-**IFPs**) is done using the **RDKit** software and the **MDAnalysis** python library. Prerequisites for the IFP calculation are a structure of a protonated protein–ligand complex and a ligand structure in the mol2 format. For the detection of water bridges, energy minimization of the structure of the protein–ligand complex is desirable. For more details on how IFP is defined, see [Kokh et al. 2019](https://aip.scitation.org/doi/10.1063/5.0019088). Finally, all nonspecific protein–ligand residue contacts (PL-**RE**s) within a threshold of 5 Å between heavy atoms were stored.\n",
    "\n",
    "The IFPs are computed using the **IFP_generation.py** script (found in `DATA/GPCR-09-2020/Scripts/`) that stores both the PL-IFPs and PL-REs for each snapshot as binary vectors with 0/1 values for each individual contact (*i.e.*, residue and type of interaction). The vectors generated from all trajectories for each compound and for each random force applied are then collected in a binary matrix.\n",
    "\n",
    "The IFP_generation.py script, besides PL-IFPs and PL-REs, computes the ligand RMSD from the bound position, and the ligand COM for each snapshot and stores them in a `.pkl` file. Below is an example of how .pkl files containing the IFP and COM information should look like:\n",
    "\n",
    "    AR_PHE162 AR_PHE177 AR_PHE232 AR_TRP137  ... WB_VAL77  COM_x  COM_y  COM_z\n",
    "    0      0         0         0        0   ...        0  46.00  71.09  85.83\n",
    "    1      0         0         0        0   ...        0  46.28  71.29  85.7\n",
    "    2      0         0         0        0   ...        0  46.07  71.13  85.88\n",
    "    ...   ...        ...       ...      ...  ...      ...   ...    ...    ...\n",
    "\n",
    "Both PL-IFPs and PL-REs are generated for the last 700 frames of\n",
    "each RAMD dissociation trajectory, thus discarding most of the frames in which the ligand retains the bound-state position. \n",
    "\n",
    "**Note:** If a dissociation event was not observed because the simulation time allowed was exceeded, the trajectory was discarded from the analysis.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# **2. Read IFP data and prepare them for analysis**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With the next cell we assign variables to the different definitions of IFPs (IFP and/or non specific contacts (RE)) and different simulation tyoes (according to the different force magnitude)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "IFP_all =  [\"AR\",\"HD\",\"HA\",\"HY\",\"WB\",\"IP\",\"IN\",\"WB\"]\n",
    "IFP_RE =  [\"RE\"]\n",
    "IFP_mixed =  [\"AR\",\"HD\",\"HA\",\"HY\",\"WB\",\"IP\",\"IN\",\"WB\",\"RE\"]\n",
    "\n",
    "# naming: forse cambiare 600 con 700\n",
    "# \"*SL-600-RAMD*.pkl\"  - force 14 kcal/mol A\n",
    "# \"*FA-600-RAMD*.pkl\"  - force 16 kcal/mol A\n",
    "# \"*EX-600-RAMD*.pkl\"  - force 12 kcal/mol A\n",
    "# \"*SU-600-RAMD*.pkl\"  - force 10 kcal/mol A\n",
    "# \"IXO-CHL\"   - iperoxo\n",
    "# \"IXO-ALO\"   - iperoxo _PAM\n",
    "# \"ACh-CHL\"   - Ach\n",
    "\n",
    "# choose simulation type\n",
    "simulation_type = {\"f16_\":\"*FA-700-RAMD*.pkl\",\"f14_\":\"*SL-700-RAMD*.pkl\",\"f12_\":\"*EX-700-RAMD*.pkl\",\"f10_\":\"*SU-700-RAMD*.pkl\",}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**2.1 Define system and data location to be analyzed**\n",
    "\n",
    "The working directory `workshop2022/DATA/GPCR-09-2020/` contains all the `*pkl` files necessary for the IFP analysis for all the three ligands (IXO-CHL, IXO-ALO and ACh-CHL) at all the different force magnitudes.\n",
    "\n",
    "With the following cell, you are first requested to choose the force magnitude (`version`) and the ligand of interest (`ligand`). As a result, a directory for storing the IFP analysis results will be created. IXO-CHL and force magnitude 12 kcal mol-1 Å-1 are selected for the analysis.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-Results/\n"
     ]
    }
   ],
   "source": [
    "######################## Select the system to be analized\n",
    "dir_all =  os.path.join(useCaseDir, \"workshop2022/DATA/GPCR-09-2020/\")\n",
    "\n",
    "noLIP = False\n",
    "# Choose a system: either mAChR M2 muscarinic receptor or β2AR - β2-adrenergic receptor \n",
    "M2 = True\n",
    "AR = not M2\n",
    "# choose data computed using a specific RAMD force \n",
    "version = \"f12_\" \n",
    "#############################\n",
    "\n",
    "DIR_in = dir_all\n",
    "if M2: \n",
    "    # choose a ligand:   \n",
    "    #   \"IXO-ALO\" - iperoxo with PAM\n",
    "    #   \"IXO-CHL\" - iperoxo\n",
    "    #   \"ACh-CHL\" - Ach\n",
    "    ligand =\"IXO-CHL\" \n",
    "    name_template = ligand+simulation_type[version] #\"*SL-700-RAMD*.pkl\"  \"*FA-700-RAMD*.pkl\"\n",
    "    DIR_out = DIR_in+ligand+\"-Results/\"\n",
    "    if not os.path.exists(DIR_out): os.mkdir(DIR_out)\n",
    "elif AR:\n",
    "    ligand =  \"b2AR\" \n",
    "    name_template = ligand+simulation_type[version]   #\"*EX-700-RAMD*.pkl\"  \"*SL-700-RAMD*.pkl\"  \"*FA-600-RAMD*.pkl\"\n",
    "    DIR_out = DIR_in+ligand+\"-Results/\"\n",
    "    if not os.path.exists(DIR_out): os.mkdir(DIR_out)\n",
    "print(DIR_out)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "**2.2 Read IFP database for just one ligand**\n",
    "\n",
    "With the following cell all the IFP `.pkl` files for the chosen ligand and the chosen force magnitude are read and concatenated into the `df_tot` dataset. The resulting dataset is then sorted by residue number and IFP type."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "File:  /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_3.pkl\n",
      "----------  Name:  IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-\n",
      "Trajectory length will be taken from /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_3.dat\n",
      "File:  /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_2.pkl\n",
      "----------  Name:  IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-\n",
      "Trajectory length will be taken from /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_2.dat\n",
      "File:  /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_5.pkl\n",
      "----------  Name:  IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-\n",
      "Trajectory length will be taken from /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_5.dat\n",
      "!!!  Number of trajectories in pkl and dat files are different! -  /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_5.pkl\n",
      "File:  /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_6.pkl\n",
      "----------  Name:  IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-\n",
      "Trajectory length will be taken from /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_6.dat\n",
      "File:  /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_1.pkl\n",
      "----------  Name:  IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-\n",
      "Trajectory length will be taken from /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_1.dat\n",
      "File:  /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_4.pkl\n",
      "----------  Name:  IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-\n",
      "Trajectory length will be taken from /opt/app-root/src/2nd-tutorial/tauRAMD-egressroutes/workshop2022/DATA/GPCR-09-2020/IXO-CHL-lipid14-fixed-cleanBS-unwtapped-WB-EX-700-RAMD_4.dat\n"
     ]
    }
   ],
   "source": [
    "#---- read IFP data set: \n",
    "df_tot_org,ligandsi,directi = read_databases(DIR_in,name_template,name_len =50)\n",
    "#print(df_tot_org.shape)  \n",
    "if df_tot_org.shape[0] == 0:\n",
    "    print(\" Files were not found !!!\")\n",
    "    sys.exit()\n",
    "    \n",
    "#---- sort residues by number\n",
    "resi_list_sorted,resi_name_list_sorted,ifp_list = separate_IFP(df_tot_org.columns.tolist())\n",
    "\n",
    "try:\n",
    "    if(np.unique(df_tot_org.Repl.values) == ''):\n",
    "        Repl = []\n",
    "        R = 0\n",
    "        start = np.argwhere(df_tot_org.time.values == 0).flatten()\n",
    "        for i in range(0,df_tot_org.shape[0]): \n",
    "            if i in start: R += 1\n",
    "            Repl.append(\"Repl_\"+str(R))\n",
    "        df_tot_org.Repl = Repl\n",
    "except:\n",
    "    pass"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**2.3 Check ligand RMSD and dissociation through the membrane**\n",
    "\n",
    "\n",
    "1.   With the following cell, the protein and ligand RMSD at the beginning and at the end of the simulation are checked in order to discard trajectories where the ligand RMSD is too small at the end of the simulation or the protein RMSD is too large.\n",
    "2.   Then the interactions with lipids are verified in order to compute the number of dissociation trajectories going through the membrane. The egress routes through the membrane are defined as follows:\n",
    "   - first frame  where less than 2 non-specific ligand-protein contacts are found.\n",
    "   - if the ligand has contacts with more than 3 lipids in the first frame as the ligand leaves the protein.\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "This is done iteratively for all the RAMD trajectories of each replica."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(14,)\n",
      "    too large protein RMSD (to be discarded):  18.111272996288413\n",
      "    too large protein RMSD (to be discarded):  18.45889359797654\n",
      "    too large protein RMSD (to be discarded):  16.085509563076634\n",
      "    too small ligand RMSD at the end (to be discarded):  1.3466740864968292 1.4249915358608247\n",
      "    too large protein RMSD (to be discarded):  36.90150023583909\n",
      "0  LIPID interaction:  Repl_51 3  Lip sum: 13 Wat sum:  185 Lip max contacts:  6.0\n",
      "    too small ligand RMSD at the end (to be discarded):  1.7700873709081224 1.8804283875506236\n",
      "    too small ligand RMSD at the end (to be discarded):  1.735497230174002 1.7859223804335091\n",
      "    too small ligand RMSD at the end (to be discarded):  1.3042732779448318 1.6852951992818281\n",
      "    too small ligand RMSD at the end (to be discarded):  1.2383288962681473 1.3757881746206146\n",
      "    too small ligand RMSD at the end (to be discarded):  1.3271089881711713 2.2631691751666634\n",
      "    too small ligand RMSD at the end (to be discarded):  0.8282399735337207 0.7285606287300517\n",
      "    too small ligand RMSD at the end (to be discarded):  0.7498638924488085 1.599957118528164\n",
      "    too small ligand RMSD at the end (to be discarded):  1.3546286149379907 1.1856861598791983\n",
      "    too small ligand RMSD at the end (to be discarded):  1.8046694379524892 1.654980246460306\n",
      "    too small ligand RMSD at the end (to be discarded):  1.688586569433422 1.5481773344113368\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Traj to be discarded:  15 from  70\n",
      " trajectories now: 55\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "================ Summary=====================\n",
      "rough estimation of tau =  29.118218774375485 1.9962285073054131 701.0 70\n",
      "Egress into membrane (number of traj):  1 ( 1.4 %)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(414, 45)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(np.unique(df_tot_org.Traj.values.astype(int)).shape)\n",
    "threshold_start_RMSD = 15\n",
    "threshold_end_RMSD = 15\n",
    "threshold_protein_RMSD = 10\n",
    "lipid_interaction = 15\n",
    "\n",
    "trj_to_discard = []\n",
    "start_RMSD = []\n",
    "end_RMSD = []\n",
    "times = []\n",
    "#tot_traj1 = 0\n",
    "tot_traj = 0\n",
    "k = 0\n",
    "\n",
    "LIP_list = [r for r in df_tot_org.columns.values \n",
    "            if (r[:5] in ['RE_CH','RE_OL','RE_PA','RE_PE','RE_PC']) or  r.find('RE_PH-') >=0]\n",
    "RE_list = [r for r in df_tot_org.columns.values \n",
    "            if ( not (r in LIP_list)  and r.find('RE_') >=0 )]\n",
    "CHL_list = [r for r in df_tot_org.columns.values \n",
    "            if (r[:5] in ['RE_CH'])]\n",
    "\n",
    "# loop over replicas\n",
    "Lip_egress = 0\n",
    "for j in np.unique(df_tot_org.Repl.values):\n",
    "    df_tot_Repl = df_tot_org[df_tot_org.Repl == j]\n",
    "    # loop over trajectories\n",
    "    for i in np.unique(df_tot_Repl.Traj.values.astype(int)):\n",
    "        tot_traj +=1\n",
    "        df_tot_Repl_Traj = df_tot_Repl[df_tot_Repl.Traj == str(i)]\n",
    "        start_RMSD.append(df_tot_Repl_Traj.RMSDl.values[0])\n",
    "        end_RMSD.append(df_tot_Repl_Traj.RMSDl.values[-1])\n",
    "        try:\n",
    "            times.append(np.unique(df_tot_Repl_Traj.length.values)[0])\n",
    "        except:\n",
    "            print(\"ERROR---------------------------\")\n",
    "            print(np.unique(df_tot_Repl_Traj.length.values)[0])\n",
    "        if(df_tot_Repl_Traj.RMSDl.values[0] > threshold_start_RMSD) :\n",
    "            print(\"    too large ligand RMSD in the first frame : \",df_tot_Repl_Traj.RMSDl.values[0],df_tot_Repl_Traj.RMSDl.values[-1])\n",
    "        elif (df_tot_Repl_Traj.RMSDl.values[-1] < threshold_end_RMSD) :  \n",
    "            trj_to_discard.append((j,i))\n",
    "            print(\"    too small ligand RMSD at the end (to be discarded): \",df_tot_Repl_Traj.RMSDl.values[0],df_tot_Repl_Traj.RMSDl.values[-1])\n",
    "            continue\n",
    "        elif (df_tot_Repl_Traj.RMSDp.max() > threshold_protein_RMSD) :  \n",
    "            trj_to_discard.append((j,i))\n",
    "            print(\"    too large protein RMSD (to be discarded): \",df_tot_Repl_Traj.RMSDp.max())\n",
    "            #continue\n",
    "        elif \"LIP\" in  df_tot_Repl_Traj.columns.values:\n",
    "            # select  frames where less than 2 non-scpecific ligand-protein contact found\n",
    "            df_tot_diss = df_tot_Repl_Traj[df_tot_Repl_Traj[RE_list].sum(axis=1) < 1 ] \n",
    "            #  select frames  where lipids  contact with the ligand\n",
    "            LIP_contacts = df_tot_diss[LIP_list].sum(axis=1).values \n",
    "            # only if ligand has contacts with more than 3 lipid in the first frame as ligand left the protein\n",
    "            if len(LIP_contacts) > 0:\n",
    "                if LIP_contacts[0] > 3 and len(LIP_contacts[LIP_contacts > 0]) > 1: \n",
    "                    print(k,\" LIPID interaction: \",j,i,\" Lip sum:\",df_tot_diss.LIP.values[-20:].sum(),\n",
    "                      \"Wat sum: \",df_tot_diss.WAT.values[-20:].sum(),\"Lip max contacts: \",np.max(LIP_contacts))\n",
    "                    Lip_egress += 1\n",
    "                    if noLIP: \n",
    "                        trj_to_discard.append((j,i))\n",
    "                        k += 1\n",
    "                        continue\n",
    "        plt.plot(df_tot_Repl_Traj.RMSDl,marker='o', linestyle=\"\",markersize=1)\n",
    "\n",
    "plt.ylabel(\"ligand RMSD, Angstr.\",fontsize=10)\n",
    "plt.xlabel(\"trajectory frame\",fontsize=10)\n",
    "plt.title(\"Ligand RMSD in all trajectories included in the analysis\")\n",
    "plt.show()\n",
    "print(\"Traj to be discarded: \", len(trj_to_discard), \"from \",tot_traj)\n",
    "#print(\"Original data size: \",df_tot_org.shape)\n",
    "for j,i in trj_to_discard:\n",
    "#    print(\"To discard:\",i,j)\n",
    "    df_tot_org = df_tot_org[~((df_tot_org.Traj == str(i)) & (df_tot_org.Repl == j))]\n",
    "#print(\"Final data size: \",df_tot_org.shape)\n",
    "print(\" trajectories now:\",df_tot_org[df_tot_org.time == 0].shape[0])\n",
    "\n",
    "plt.hist(start_RMSD,bins=50, label= \"first frame\")\n",
    "plt.hist(end_RMSD,bins=50, label= \"final frame\")\n",
    "plt.xlabel(\"ligand RMSD, Angstr.\",fontsize=10)\n",
    "plt.legend(fontsize = 10)\n",
    "plt.title(\"Distribution of ligand RMSD in the first and in the last frame\")\n",
    "plt.show()\n",
    "\n",
    "bt2 = bootstrapp(times, rounds=50000)\n",
    "mu, std = norm.fit(bt2)\n",
    "print(\"================ Summary=====================\")\n",
    "print(\"rough estimation of tau = \",mu,std,max(times),len(times))\n",
    "print(\"Egress into membrane (number of traj): \",  Lip_egress,\"(\",np.round(100*Lip_egress/tot_traj,1),\"%)\")\n",
    "df_tot_org[LIP_list].loc[(df_tot_org[LIP_list]!=0).any(1)].shape"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# **3. Finding dissociation pathways and metastable states using kmeans clustering**\n",
    "\n",
    "**3.1 Change residue numbering and extract a list of columns that corresponds to IFP only or any contacts(IFP_RE)**\n",
    "\n",
    "The next cell is needed to renumber the residues according to the crystal structure numbering to ease the analysis and interpretation. As a result, a new list with the renumbered IFPs will be produced."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# --- Select IFP only-\n",
    "ifp_all_list = IFP_all\n",
    "\n",
    "ifp_list = IFP_RE  # will do clustering on unspecific contacts \n",
    "\n",
    "# we will re-number residues to X-ray numbering a for convenience and select only contacts from the ifp_list\n",
    "shift = 0\n",
    "columns_IFP = []\n",
    "columns_IFP_all = []\n",
    "columns_IFP_renamed = {}\n",
    "for c in df_tot_org.columns.values:\n",
    "    if c in LIP_list: continue  # we will not use ligand-lipid contacts for clustering\n",
    "    if c[0:2] in IFP_mixed :   \n",
    "        if M2:\n",
    "            if int(c[6:]) < 215: shift = 18\n",
    "            else:     shift= 164 \n",
    "        elif AR:\n",
    "            if int(c[6:]) < 200: shift = 31\n",
    "            elif int(c[6:]) < 360: shift = 800\n",
    "            else: shift = -97\n",
    "        if c[0:2] in ifp_list: \n",
    "            columns_IFP.append(c[:6]+str(int(c[6:])+shift))\n",
    "        if c[0:2] in ifp_all_list: \n",
    "            columns_IFP_all.append(c[:6]+str(int(c[6:])+shift))\n",
    "        columns_IFP_renamed.update( {c : c[:6]+str(int(c[6:])+shift)} )\n",
    "df_tot = df_tot_org.rename(columns_IFP_renamed, axis='columns')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3.2 Re-organize the  IFP dataframe df_ext and prepare IFP matrix Xt for clustering**\n",
    "\n",
    "In the next cell, a matrix `Xt` containing the IFP_RE (nonspecific contacts will be used for clustering) will be generated. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "unpickled_df=df_tot        \n",
    "\n",
    "#remove rare contacts\n",
    "df_ext_tmp = unpickled_df[columns_IFP]        \n",
    "#print(\"Original \", df_ext_tmp.shape)\n",
    "columns_IFP_reduced = np.asarray(columns_IFP)[df_ext_tmp.sum(axis=0).values > 0]\n",
    "df_ext = df_ext_tmp[columns_IFP_reduced]   \n",
    "columns_IFP = columns_IFP_reduced\n",
    "#print(\"Reduced\", df_ext_tmp.shape)\n",
    "        \n",
    "X = df_ext_tmp.values\n",
    "    \n",
    "#print(X.shape)\n",
    "if \"Auxi_2\" in unpickled_df.columns: # column Auxi-2 containes RMSD of the PAM\n",
    "    add_columns = [\"Repl\",\"ligand\",\"Traj\",\"RMSDl\",\"time\",\"length\",\"WAT\",\"RGyr\",\"COM_x\",\"COM_y\",\"COM_z\",\"COM\",\"Auxi_2\" ]\n",
    "elif \"WAT\" in unpickled_df.columns: # add water analysis if it is included in the DataFrame\n",
    "    add_columns = [\"Repl\",\"ligand\",\"Traj\",\"RMSDl\",\"time\",\"length\",\"WAT\",\"RGyr\",\"COM_x\",\"COM_y\",\"COM_z\",\"COM\"]\n",
    "else:\n",
    "    add_columns = [\"Repl\",\"ligand\",\"Traj\",\"RMSDl\",\"time\",\"length\",\"RGyr\",\"COM_x\",\"COM_y\",\"COM_z\",\"COM\"]\n",
    "df_ext[add_columns] = unpickled_df[add_columns]\n",
    "\n",
    "#count = df_tot_org[columns_IFP_renamed].sum(axis=1).values\n",
    "#count = count.reshape(count.shape[0],1)\n",
    "# Xt(i,j) is a numpy matrix containing IFPs (j) for all frammes (i) that well be used fro clustering\n",
    "Xt = X #np.concatenate((X,10*count/np.amax(count)),axis =1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3.3  Clustering**\n",
    "\n",
    "With the following cell, we are going to perform the clustering of the IFP_RE matrix `Xt`. We employ k-means clustering using the `scikit-learn` package with default parameters.\n",
    "\n",
    "**Important Note:** The scikit-learn version used in this tutorial is the latest (v. [`1.0.2`](https://scikit-learn.org/stable/whats_new/v1.0.html)), and is different from the one used in [Kokh et al. 2021](https://pubs.acs.org/doi/10.1021/acs.jctc.1c00641) (v. `0.22.1`) . This leads to small changes in the visualization of the clustering. Choosing different seeds for the clustering also results in small differences in the clustering.\n",
    "\n",
    "**Also note** that different clustering methods can be used.\n",
    "\n",
    "To decide the number of clusters to generate, we employed the `Silhouette` method and selected 10 clusters, which is a compromise considering the high variation of Silhouette plots for the systems studied (as shown in Fig. S2 of [Kokh et al. 2021](https://pubs.acs.org/doi/10.1021/acs.jctc.1c00641)). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# different clustering procedures can be used\n",
    "#from kmodes.kmodes import KModes\n",
    "kmodes = False #to use kmode, one has to instal KModes package and uncomment line above\n",
    "\n",
    "GM  = False\n",
    "Optics = False\n",
    "Frame_clusters = 10\n",
    "\n",
    "if GM: \n",
    "    from sklearn import mixture\n",
    "    gmm = mixture.GaussianMixture(n_components=Frame_clusters, covariance_type='full').fit(Xt)\n",
    "    labels_ = gmm.predict(Xt)\n",
    "elif kmodes:\n",
    "    km = KModes(n_clusters=Frame_clusters, init='Huang', n_init=2, verbose=0).fit_predict(Xt) \n",
    "    labels_ = km.labels_\n",
    "elif Optics:\n",
    "    from sklearn.cluster import OPTICS\n",
    "    km = OPTICS(min_samples=2).fit(Xt)\n",
    "    labels_ = km.labels_\n",
    "else:\n",
    "    km = KMeans(n_clusters=Frame_clusters, algorithm =\"full\" , random_state=0).fit(Xt)\n",
    "    labels_list = np.unique(km.labels_)\n",
    "    labels_ = km.labels_\n",
    "\n",
    "labels_rename = labels_\n",
    "\n",
    "# we will rename labels to make another  position of the cluster plot (to put clusters more distantly) \n",
    "# this is needed to exactly reproduce plots from the paper, otherwise, it is not nessesary\n",
    "if AR:\n",
    "    #\n",
    "    labels_rename = []\n",
    "    for l in labels_:\n",
    "        if l == 4: labels_rename.append(7)\n",
    "        elif l == 7:  labels_rename.append(4)\n",
    "        else: labels_rename.append(l)\n",
    "elif M2 and ( version == \"f12_\")  :\n",
    "    labels_rename = []\n",
    "    for l in labels_:\n",
    "        if ligand == \"IXO-CHL\" :\n",
    "            if l == 2: labels_rename.append(8)\n",
    "            elif l == 8:  labels_rename.append(2)\n",
    "            else: labels_rename.append(l)\n",
    "        else:\n",
    "            labels_rename = labels_\n",
    "else: labels_rename = labels_\n",
    "    \n",
    "    \n",
    "# we add cluster labels to the data frame\n",
    "df_ext[\"label\"] = labels_rename\n",
    "\n",
    "#print(df_ext.shape,Xt.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    " **3.4 Find and visualize metastable states from clustering (using nonspecific contacts IFP-REs)**\n",
    "\n",
    "The following cell will dispaly the clustering plot where each cluster is shown by a node with the size indicating the cluster population. Nodes C*i* are positioned on an increasing logarithmic scale of the average ligand COM displacement in the cluster from the starting snapshot, and the node color denotes the averaged ligand RMSD in the cluster from the starting structure (initial bound position). \n",
    "\n",
    "The gray arrows indicate the total flow between two nodes [i.e., transitions (C*i* → C*j*) − (C*j* ← C*i*)] with their thickness proportional to the flux magnitude in alignment with the corresponding Flow heatmap."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1500x1050 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "out_name = \"cluster-traj.png\"\n",
    "arg_Label_list = plot_graph_COM_v1(df_ext,DIR_out+out_name,ligand=[],draw_round = False,water=False,edges_show=False,diss_show=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3.5 Cluster components**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3.5.1 Show IFP contribution to each cluster**\n",
    "\n",
    "With the following cell, PL-IFPs contribution to each cluster showing the population of specific protein-ligand interactions is computed together with the PL-RE (unspecific contacts) composition. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# threshold used to discard some IFPs (less populated) from the image plot \n",
    "threshold = 0.05\n",
    "\n",
    "sorted_labels = labels_list[arg_Label_list]\n",
    "\n",
    "file_save = DIR_out+\"cluster_traj-population-img.png\"\n",
    "df_ext_ligand = df_ext[df_ext.ligand.isin([ligand])]\n",
    "\n",
    "p = []\n",
    "for c in columns_IFP: p.append(c[6:])\n",
    "indx = np.argsort(np.asarray(p).astype(float))  \n",
    "\n",
    "p_ifp = []\n",
    "for c in columns_IFP_all: p_ifp.append(c[6:])\n",
    "indx_ifp = np.argsort(np.asarray(p_ifp).astype(float))  \n",
    "\n",
    "ar = np.zeros((len(sorted_labels),indx.shape[0]), dtype = float)\n",
    "ar_ifp = np.zeros((len(sorted_labels),indx_ifp.shape[0]), dtype = float)\n",
    "for i,l in enumerate(sorted_labels):\n",
    "    ar[i] = df_ext[df_ext.label == l][columns_IFP].mean().values[indx]\n",
    "    ar_ifp[i] = unpickled_df[df_ext.label == l][columns_IFP_all].mean().values[indx_ifp]\n",
    "    \n",
    "br = np.max(ar,axis=0)\n",
    "indx_threshold = np.where(br > threshold)[0]\n",
    "col_threshold = np.asarray(columns_IFP)[indx][indx_threshold]\n",
    "\n",
    "RE_col_threshold = []\n",
    "IFP_col_threshold = []\n",
    "RE_indx_threshold = []\n",
    "IFP_indx_threshold = []\n",
    "\n",
    "for i,c in enumerate(col_threshold):\n",
    "    if c[:2] == \"RE\": \n",
    "        RE_col_threshold.append(c[3:])\n",
    "        RE_indx_threshold.append(i)\n",
    "    else: \n",
    "        IFP_col_threshold.append(c)\n",
    "        IFP_indx_threshold.append(i)\n",
    "IFP_indx_threshold = np.asarray(IFP_indx_threshold)\n",
    "IFP_col_threshold = np.asarray(IFP_col_threshold)\n",
    "RE_col_threshold = np.asarray(RE_col_threshold)\n",
    "RE_indx_threshol = np.asarray(RE_indx_threshold)\n",
    "\n",
    "\n",
    "# show IFP composition of the generated clusters\n",
    "if len(ifp_list) > 1:\n",
    "    file_save = DIR_out+\"cluster_traj-population-IFP-img.png\"\n",
    "    fig = plt.figure(figsize = (12, int(Frame_clusters/4.1)),facecolor='w',dpi=150)\n",
    "    ax = plt.subplot(1,1,1)\n",
    "    max_ar = np.amax(ar[:,indx_threshold][:,IFP_indx_threshold])\n",
    "    ec=plt.imshow(ar[:,indx_threshold][:,IFP_indx_threshold],cmap='Blues',aspect = \"auto\")\n",
    "    plt.xticks(range(0,col_threshold[IFP_indx_threshold].shape[0]),col_threshold[IFP_indx_threshold] ,rotation=90,fontsize=6)\n",
    "    plt.yticks(range(0,len(sorted_labels)),range(1,len(sorted_labels)+1),fontsize=8,rotation=90)\n",
    "    ax.set_title(\"IFP \")\n",
    "    cbar = plt.colorbar(ec)\n",
    "    cbar.set_label('population',fontsize=12)\n",
    "\n",
    "    # if file_save !=\"\":plt.savefig(file_save,format='png', dpi=300, bbox_inches='tight',transparent=True)  \n",
    "    # else: \n",
    "    plt.show()\n",
    "\n",
    "# show unspecific contact contribution is they are included in clustering\n",
    "if \"RE\" in ifp_list: \n",
    "    fig_l = 10\n",
    "    if M2 : fig_l = 8\n",
    "    file_save = DIR_out+\"cluster_traj-population-RE-img.png\"\n",
    "    fig = plt.figure(figsize = (12, int(Frame_clusters/5.)),facecolor='w',dpi=150)\n",
    "    ax = plt.subplot(1,1,1)\n",
    "    ec=plt.imshow(ar[:,indx_threshold][:,RE_indx_threshold],cmap='Oranges',aspect = \"auto\")\n",
    "    plt.xticks(range(0,col_threshold[RE_indx_threshold].shape[0]),RE_col_threshold ,rotation=90,fontsize=6)\n",
    "    plt.yticks(range(0,len(sorted_labels)),range(1,len(sorted_labels)+1),rotation=90,fontsize=10)\n",
    "    ax.set_title(\"Unspecific contacts\",fontsize=12)\n",
    "    cbar = plt.colorbar(ec)\n",
    "    cbar.set_label('population',fontsize=12)\n",
    "    \n",
    "    if file_save !=\"\":plt.savefig(file_save,format='png', dpi=300, bbox_inches='tight',transparent=True)  \n",
    "    else: plt.show()\n",
    "    if len(ifp_list) == 1:\n",
    "        threshold_ifp = 0.5\n",
    "        file_save = DIR_out+\"cluster_traj-population-IFP-img.png\"\n",
    "        fig = plt.figure(figsize = (fig_l, int(Frame_clusters/5.)),facecolor='w',dpi=150)\n",
    "        ax = plt.subplot(1,1,1)\n",
    "        ec=plt.imshow(ar_ifp[:,np.sum(ar_ifp,axis=0)> threshold_ifp],cmap='Blues',aspect = \"auto\")\n",
    "        ax.set_title(\"IFPs in clusters generated based on Unspecific contacts only\",fontsize=10)\n",
    "        plt.xticks(range(0,np.array(columns_IFP_all)[np.sum(ar_ifp,axis=0)> threshold_ifp].shape[0]),np.array(columns_IFP_all)[indx_ifp][np.sum(ar_ifp,axis=0)> threshold_ifp],rotation=90,fontsize=8)\n",
    "        plt.yticks(range(0,len(sorted_labels)),range(1,len(sorted_labels)+1),rotation=90,fontsize=8)\n",
    "        cbar = plt.colorbar(ec)\n",
    "        cbar.set_label('population',fontsize=12)\n",
    "        if file_save !=\"\":plt.savefig(file_save,format='png', dpi=300, bbox_inches='tight',transparent=True)  \n",
    "        else: plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3.5.2 Save clusters on a 3D grid; use COM of just one ligand**\n",
    "\n",
    "With the following function, the metastable states associated with each cluster are shown by the COM distribution and mapped onto a 3D grid. \n",
    "\n",
    "These files will be saved in `DIR_out` accessible from the 'File' icon on the left. If uploaded in Pymol together with the reference pdb, they can be displayed using the following command line:\n",
    "\n",
    "*e.g.*, for metastable state of cluster 5:\n",
    "\n",
    " `isosurface clust5, cluster-10RE-FV-f12_5, 0.1, 4QMT-IXO`\n",
    "\n",
    " Note: The reference PDB files can be found in `pdbdir`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "for k in np.unique(df_ext.label.values):\n",
    "    df_cl = df_ext\n",
    "    d_cluster = df_cl[df_cl.label == k]\n",
    "    if d_cluster.shape[0] > 10:\n",
    "        Map_3D_grid(d_cluster,DIR_out+\"cluster-\"+str(Frame_clusters)+\"RE-FV-\"+version+str(k)+\".dx\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# **3.7 Hierarchical clustering of the last P-L contacts to find the main egress routes**\n",
    "\n",
    "**3.7.1 Collection of the pre-dissociation frames for clustering**\n",
    "\n",
    "Different dissociation paths can be distinguished using hierarchical clustering of the PL-IFPs for the last protein-ligand contacts in the trajectory (pre-dissociation frame). A pre-dissociation frame is defined as the last frame where more than 3 (parameter contacts) IFP values are non-zero.\n",
    "\n",
    "With the next cell, the last frames before complete unbinding are collected for all the trajectories and IFP is assigned."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[]"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1600x200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def last_frames_by_contact(df_tot,columns_IFP,contacts=3):\n",
    "    r_t_f = []\n",
    "    com_tot = []\n",
    "    diss = []\n",
    "    for r in df_tot.Repl.unique():  \n",
    "        df_repl = df_tot[df_tot.Repl == r]\n",
    "        for t in df_repl.Traj.unique():\n",
    " #           print(r,t)\n",
    "            df_traj = df_repl[df_repl.Traj == t]\n",
    "            sum_IFP = df_traj[columns_IFP].sum(1).values\n",
    "            last_frame = np.max(np.argwhere(sum_IFP > contacts))\n",
    "            r_t_f.append((r,t,last_frame))\n",
    "            \n",
    "    df = pd.DataFrame(columns = df_tot.columns)        \n",
    "    for (r,t,f) in r_t_f:  \n",
    "        df_repl = df_tot[df_tot.Repl == r]\n",
    "        df_traj = df_repl[df_repl.Traj == t]\n",
    "        df = df.append(df_traj[df_traj.time == f], ignore_index = True)\n",
    "        com_tot.append(df_traj[df_traj.time == f][[\"COM_x\",\"COM_y\",\"COM_z\"]].values)\n",
    "        diss.append(df_traj[df_traj.time == f][\"length\"].values)\n",
    "    ar = df[columns_IFP].values\n",
    "    return(ar,r_t_f,df,np.asarray(com_tot),np.asarray(diss))\n",
    "     \n",
    "ifp_list = [\"AR\",\"HD\",\"HA\",\"HY\",\"WB\",\"IP\",\"IN\"]\n",
    "#ifp_list = [\"RE\"]\n",
    "columns_IFP = []  # standard IFP\n",
    "for c in df_tot.columns.tolist():\n",
    "    if c[0:2] in ifp_list: columns_IFP.append(c)\n",
    "\n",
    "#--------------- cluster by the last frame IFP\n",
    "ar,r_t_f,df,com,time = last_frames_by_contact(df_tot,columns_IFP,4)\n",
    "ar_nonzero = ar[:,(np.array(ar).sum(0) > 0)]  # remove empty columns\n",
    "columns_IFP_nonzero = np.asarray(columns_IFP)[np.argwhere((np.array(ar).sum(0)>0)).flatten()]\n",
    "#print(ar.shape,ar_nonzero.shape,ar_nonzero.sum(0),columns_IFP_nonzero)\n",
    "\n",
    "\n",
    "fig = plt.figure(figsize = (16,2),facecolor='w')\n",
    "plt.imshow(ar_nonzero.astype(float),cmap='Blues',aspect = \"auto\")\n",
    "plt.xticks(range(0,len(columns_IFP_nonzero)),columns_IFP_nonzero,rotation=90,fontsize=12)\n",
    "plt.title(\"the last frame in each trajectory where protein-ligand contacts are observed\")\n",
    "plt.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3.7.2 Clustering of egress routes**\n",
    "\n",
    "Here hierarchical clustering is perfomed to identify the main egress routes. For each of them, residence times (ns) and populations (number of trajectories) are given."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1 44 ['AR_TRP422' 'AR_TRP99' 'AR_TYR177' 'AR_TYR426' 'AR_TYR80' 'AR_TYR83'\n",
      " 'HD_ASN410' 'HD_ASN419' 'HD_ILE178' 'HD_TRP422' 'HD_TYR403' 'HD_TYR426'\n",
      " 'HD_TYR430' 'HD_TYR80' 'HY_ASP103' 'HY_CYS429' 'HY_ILE178' 'HY_LEU100'\n",
      " 'HY_TRP422' 'HY_TRP99' 'HY_TYR177' 'HY_TYR403' 'HY_TYR426' 'HY_TYR430'\n",
      " 'HY_TYR80' 'HY_TYR83' 'HY_TYR104' 'IP_ASP103' 'IP_GLU175' 'WB_ASN404'\n",
      " 'WB_ASN419' 'WB_ASP103' 'WB_CYX176' 'WB_GLU172' 'WB_GLU175' 'WB_ILE178'\n",
      " 'WB_LEU100' 'WB_THR423' 'WB_TRP422' 'WB_TYR177' 'WB_TYR403' 'WB_TYR426'\n",
      " 'WB_TYR430' 'WB_TYR80' 'WB_TYR83' 'WB_TYR104' 'AR_TRP89' 'HY_CYX176'\n",
      " 'HY_TRP89' 'HY_GLU175' 'HD_CYX176' 'HD_TYR83' 'WB_GLY174' 'WB_TRP89']\n",
      "1 ............... 44 [ 20.765  20.004  30.215  47.317  41.017  28.893   4.314  29.091  31.008\n",
      " 701.    701.    701.    701.    701.    700.    701.    701.     30.262\n",
      "   1.558   6.443  18.882   3.258  30.935   3.468  42.76   15.37   12.282\n",
      "  12.494   5.603  30.552   2.885   8.541   5.933   6.455  39.231   2.114\n",
      "  33.111   6.806  11.886  17.276   8.623  32.742  23.729   3.637]\n",
      "Residence time: 1 44 23.008657314629257\n",
      "2 8 ['AR_TRP422' 'AR_TYR177' 'AR_TYR426' 'HD_ASN410' 'HD_ASN419' 'HY_ALA414'\n",
      " 'HY_ASN419' 'HY_ILE178' 'HY_PHE180' 'HY_PHE181' 'HY_TRP422' 'HY_TYR177'\n",
      " 'HY_VAL407' 'WB_ALA414' 'WB_ASN410' 'WB_ILE178' 'WB_TYR80' 'IP_GLU172'\n",
      " 'WB_CYX413' 'WB_ILE417' 'HD_THR411' 'HD_TYR177' 'HY_THR187' 'HY_ASN410']\n",
      "2 ............... 8 [ 32.076  39.075 701.      8.252   4.869  13.366  28.383  11.126]\n",
      "Residence time: 2 8 20.43813426853707\n",
      "3 1 ['HY_PHE180' 'AR_TRP155' 'HY_VAL186' 'WB_ASN183' 'WB_PHE180']\n",
      "4 1 ['HD_ARG216' 'HY_TRP207' 'HD_ILE217' 'HD_TRP207' 'WB_TRP207']\n",
      "5 1 ['HD_SER210' 'HY_ARG216' 'HY_THR386' 'WB_GLU382' 'WB_THR386']\n",
      "res.times  [23.00865731 20.43813427]\n",
      "Res.times: [23.00865731 20.43813427] re-ordered: [20.43813427 23.00865731]\n",
      "Population: [44  8] re-ordered: [ 8 44]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(array([1, 2, 3, 4, 5], dtype=int32), array([44,  8,  1,  1,  1]))"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 2000x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2000x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.cluster import hierarchy\n",
    "#######################\n",
    "# estimation of the residence time for each cluster \n",
    "#\n",
    "####################\n",
    "def bootstrapp(t):\n",
    "    max_shuffle = 500\n",
    "    alpha = 0.9\n",
    "    sub_set = int(alpha*len(t))        \n",
    "    tau_bootstr = []\n",
    "    if sub_set > 3: #( if the sub_set size is above 3, otherwise bootstrapping does not make sense)\n",
    "        for i in range(1,max_shuffle):\n",
    "            numpy.random.shuffle(t)\n",
    "            t_b = t[:sub_set]\n",
    "            t_b_sorted_50 = (np.sort(t_b)[int(len(t_b)/2.0-0.5)]+np.sort(t_b)[int(len(t_b)/2)])/2.0\n",
    "            tau_bootstr.append(t_b_sorted_50)\n",
    "    return(tau_bootstr)\n",
    "\n",
    "\n",
    "X = ar_nonzero.astype(float)\n",
    "\n",
    "Z= linkage(X, method = 'average', metric='correlation', optimal_ordering=True)\n",
    "threshold =1.02\n",
    "\n",
    "plt.figure(figsize=(20,3))\n",
    "plt.axhline(y=threshold, c='grey', lw=1, linestyle='dashed')\n",
    "hierarchy.set_link_color_palette(['r', 'b', 'orange', 'y', 'green', 'm','gray'])\n",
    "den = dendrogram(Z, 0.25, color_threshold=threshold, above_threshold_color='k', leaf_font_size=9)\n",
    "\n",
    "plt.savefig(DIR_out+\"dendagram-ifp.png\",dpi=300)    \n",
    " \n",
    "clusters = clust.fcluster(Z,threshold, criterion='distance')\n",
    "\n",
    "cl, count = np.unique(clusters,return_counts=True )\n",
    "t_cluster = []\n",
    "t_std_cluster = []\n",
    "ifps_cluster = []\n",
    "count_cluster = []\n",
    "cl_cluster = []\n",
    "\n",
    "# estimate residence time and population for each cluster \n",
    "for k,c in zip(cl,count):\n",
    "    ind = np.argwhere(clusters==k).flatten() # trajectories in the cluster k\n",
    "    ifps_mean = np.mean(X[ind,:],axis=0)\n",
    "    print(k,c, columns_IFP_nonzero[np.argwhere(ifps_mean > 0)].flatten())\n",
    "    if c > 1:\n",
    "        print(k,\"...............\",c,time[ind].flatten())\n",
    "        tb = np.asarray(bootstrapp(time[ind].flatten()))\n",
    "        if (len(tb) > 0):\n",
    "            t_cluster.append(np.mean(tb))\n",
    "            t_std_cluster.append(np.std(tb))\n",
    "        else:\n",
    "            t_cluster.append(0)\n",
    "            t_std_cluster.append(0)\n",
    "        cl_cluster.append(k)\n",
    "        count_cluster.append(c)\n",
    "        ifps_cluster.append(np.sum(ar_nonzero.astype(float)[ind,:],axis=0))\n",
    "        if(t_cluster[-1] > 0): print(\"Residence time:\",k,c,t_cluster[-1])\n",
    "\n",
    "# order clusters by the decrease of the  residence time           \n",
    "count_cluster = np.array(count_cluster)\n",
    "cl_cluster = np.array(cl_cluster)\n",
    "t_cluster = np.array(t_cluster)\n",
    "t_std_cluster = np.array(t_std_cluster)\n",
    "index_tau = np.argsort(t_cluster)\n",
    "\n",
    "#select IFP to show\n",
    "index = []\n",
    "for a in columns_IFP_nonzero:\n",
    "    index.append(int(a[6:]))\n",
    "index = np.argsort(index)\n",
    "ifp_subset_large = (np.max(np.asarray(ifps_cluster)[index_tau][:,index],axis=0) > 2)\n",
    "\n",
    "index = index[ifp_subset_large]\n",
    "fig = plt.figure(figsize = (20,3),facecolor='w') \n",
    "gs = gridspec.GridSpec(1,3, width_ratios=[6, 1,1],wspace=0.08) \n",
    "\n",
    "\n",
    "ax = plt.subplot(gs[0])\n",
    "ax.imshow(np.asarray(ifps_cluster)[np.flip(index_tau)][:,index],cmap='Blues',aspect = \"auto\",vmin=0, vmax=10)\n",
    "plt.yticks(range(0,cl_cluster[np.flip(index_tau)].shape[0]),cl_cluster[np.flip(index_tau)],fontsize=10)\n",
    "plt.xticks(range(0,len(columns_IFP_nonzero[index])),columns_IFP_nonzero[index],rotation=45,fontsize=8)\n",
    "#---------- plot residence times in clusters\n",
    "ax = plt.subplot(gs[1])\n",
    "ax.errorbar(y=range(0,len(t_cluster[index_tau])),x=t_cluster[index_tau],xerr=t_std_cluster[index_tau],color = 'k', marker='o',lw=1)\n",
    "plt.yticks(range(0,len(cl_cluster[index_tau])),cl_cluster[index_tau],fontsize=14)\n",
    "#plt.xlim((0.2,1.2*max(t_cluster)))\n",
    "plt.xticks(fontsize=14)\n",
    "plt.title(\"residence time\",fontsize=14)\n",
    "print(\"res.times \",t_cluster)\n",
    "#plt.ylim((1,len(t_cluster)+1))\n",
    "#--------------- plot cluster population\n",
    "ax = plt.subplot(gs[2])\n",
    "ax.scatter(y=range(0,len(t_cluster[index_tau])),x=count_cluster[index_tau],color = 'k')\n",
    "#plt.yticks(range(0,np.max(cl_cluster)),np.flip(cl_cluster),fontsize=14)\n",
    "plt.yticks(range(0,len(cl_cluster[index_tau])),cl_cluster[index_tau],fontsize=14)\n",
    "plt.xticks(fontsize=14)\n",
    "plt.xlim((0,1.2*np.max(count_cluster)))\n",
    "plt.title(\"population\",fontsize=14)\n",
    "#plt.ylim((1,np.max(cl)))\n",
    "plt.savefig(DIR_out+\"clusters-ifp.png\",dpi=300,bbox_inches = 'tight')    \n",
    "\n",
    "print(\"Res.times:\", t_cluster,\"re-ordered:\",t_cluster[index_tau])\n",
    "print(\"Population:\", count_cluster,\"re-ordered:\",count_cluster[index_tau])\n",
    "cl, count"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3.7.3 Visualization of engress routes on 3D grid**\n",
    "\n",
    "With the following cell, a ligand COM distribution for each cluster is generated by summing over all the snapshots assigned to the cluster.\n",
    "\n",
    "These files will be saved in `DIR_out` accessible from the 'File' icon on the left. If uploaded in Pymol together with the reference pdb, they can be displayed using the following command line:\n",
    "\n",
    "*e.g.*, for egress route 1:\n",
    "\n",
    " `isosurface egress1, densityFV1--10-f12_1, 1, 4MQT-IXO,`\n",
    "\n",
    " Note: The reference PDB files can be found in `pdbdir`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Cluster numbers: [1 2 3 4 5]\n",
      "Cluster populations: [44  8  1  1  1]\n",
      "save cluster  1\n",
      "save cluster  2\n"
     ]
    }
   ],
   "source": [
    "print(\"Cluster numbers:\",cl)\n",
    "print(\"Cluster populations:\",count)\n",
    "for k in cl[count>1]:\n",
    "    print(\"save cluster \",k)\n",
    "    ind = np.argwhere(clusters==k).flatten() # trajectories in the cluster k\n",
    "    channel = np.asarray(r_t_f)[ind]\n",
    "    for i,ch in enumerate(channel):\n",
    "        d = df_tot[(df_tot.Repl == ch[0]) & (df_tot.Traj == ch[1])] # & (df_tot.time == int(ch[2]))]\n",
    "        if i == 0: d_channel = d\n",
    "        else: d_channel = pd.concat([d_channel,d])\n",
    "    if(i > 1):\n",
    "        #print(channel)\n",
    "        Map_3D_grid( d_channel,DIR_out+\"densityFV1-\"+\"-\"+str(int(threshold*10))+\"-\"+version+str(k)+\".dx\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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