{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "3ee4c336",
   "metadata": {},
   "source": [
    "One of the problems with using the results from quantum chemical calculations with the RDKit is that typical QM output formats just include atoms and their positions: since the calculations don't need bond orders, they don't show up in the output.\n",
    "The problem of assigning correct bond orders to the atoms in a molecule based solely on atomic positions (and the overall charge on the molecule) is a non-trivial one, and we've never had a good answer in the RDKit.\n",
    "\n",
    "A few years ago Jan Jensen and his group published `xyz2mol`, an open-source, RDKit-based solution to this problem written in Python: https://github.com/jensengroup/xyz2mol. During this year's Google Summer of Code, Sreya Gogineni, did a C++ port of the Python code and integrated it into the RDKit core for the 2022.09 release. \n",
    "Here's the [project description](https://summerofcode.withgoogle.com/programs/2022/projects/ugO4HoEX) and here's Sreya's [\"final report\"](https://github.com/rdkit/rdkit/pull/5557) which is also the PR where we merged her changes into the RDKit core.\n",
    "\n",
    "This post was originally just going to be a quick introduction to how to use that code. However, since I was having fun with it, I went ahead and did some testing on a bunch of 3D structures from QM9."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1327e840",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.336147Z",
     "start_time": "2022-12-18T06:40:39.250244Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'2022.09.1'"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from rdkit import Chem\n",
    "from rdkit.Chem import Draw\n",
    "from rdkit.Chem.Draw import IPythonConsole\n",
    "IPythonConsole.ipython_3d = True\n",
    "import rdkit\n",
    "rdkit.__version__"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Using rdDetermineBonds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "08fc07a8",
   "metadata": {},
   "source": [
    "To get some testing files, I downloaded some structures from the [QM9 dataset](https://figshare.com/collections/Quantum_chemistry_structures_and_properties_of_134_kilo_molecules/978904). Here's what those look like: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "fe6c18ba",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.446374Z",
     "start_time": "2022-12-18T06:40:39.337014Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "19\r\n",
      "gdb 107313\t2.67642\t1.59305\t1.14971\t3.3443\t81.12\t-0.2359\t-0.0506\t0.1853\t1106.1507\t0.159794\t-385.918216\t-385.909962\t-385.909018\t-385.950934\t31.892\t\r\n",
      "C\t 0.0645055554\t 1.4843171326\t 0.3723315122\t-0.379845\r\n",
      "C\t-0.001915467\t 0.0516984051\t-0.1729357038\t-0.277772\r\n",
      "C\t-1.4001624807\t-0.5304376801\t-0.1487075838\t 0.233551\r\n",
      "C\t-1.9909553844\t-1.0379429662\t 1.1601625215\t-0.307513\r\n",
      "C\t-1.7182271444\t-1.9962888369\t 0.0152208454\t-0.158294\r\n",
      "C\t-2.905416575\t-2.2627721735\t-0.8489696604\t-0.065615\r\n",
      "C\t-3.3347497536\t-1.1525477782\t-1.4661914556\t-0.191532\r\n",
      "C\t-2.4353480328\t-0.0114763902\t-1.1388331005\t 0.336742\r\n",
      "O\t-2.4853518918\t 1.1093228549\t-1.595794586\t-0.340877\r\n",
      "H\t 1.0876615149\t 1.8699729825\t 0.3263064541\t 0.106173\r\n",
      "H\t-0.5836533924\t 2.142053447\t-0.2101812431\t 0.152698\r\n",
      "H\t-0.2626541721\t 1.5210712578\t 1.4170099662\t 0.108877\r\n",
      "H\t 0.3710335675\t 0.0343653078\t-1.2041622283\t 0.107526\r\n",
      "H\t 0.662791197\t-0.6008609283\t 0.4071642198\t 0.091428\r\n",
      "H\t-1.3142481944\t-1.0584396879\t 2.0096409673\t 0.122076\r\n",
      "H\t-3.0252533013\t-0.8199288984\t 1.4038330438\t 0.125348\r\n",
      "H\t-0.9412329872\t-2.7436632889\t 0.1278385726\t 0.101319\r\n",
      "H\t-3.37329736\t-3.2394582332\t-0.9072563749\t 0.118603\r\n",
      "H\t-4.2004762777\t-1.0463782959\t-2.1061677066\t 0.117109\r\n",
      "88.1998\t132.6788\t204.3282\t214.9254\t283.2151\t320.8425\t354.2003\t451.4683\t471.7609\t631.475\t661.0085\t735.6532\t750.9738\t778.4916\t839.8756\t849.5692\t876.8931\t897.9162\t967.6602\t980.1789\t992.0568\t1026.4327\t1049.1839\t1072.0692\t1075.099\t1111.0662\t1128.3577\t1138.5104\t1233.4573\t1265.5356\t1338.63\t1352.428\t1365.7919\t1389.2764\t1408.176\t1477.5353\t1487.9659\t1495.4859\t1514.6888\t1630.2685\t1799.8365\t3021.0204\t3038.158\t3057.8354\t3101.9102\t3122.4464\t3138.2864\t3177.3129\t3193.7776\t3214.9261\t3232.806\r\n",
      "CCC12CC1C=CC2=O\tCC[C@]12C[C@H]1C=CC2=O\t\r\n",
      "InChI=1S/C8H10O/c1-2-8-5-6(8)3-4-7(8)9/h3-4,6H,2,5H2,1H3\tInChI=1S/C8H10O/c1-2-8-5-6(8)3-4-7(8)9/h3-4,6H,2,5H2,1H3/t6-,8+/m1/s1\r\n"
     ]
    }
   ],
   "source": [
    "!cat ../data/dsgdb9nsd_107313.xyz"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b49d3be8",
   "metadata": {},
   "source": [
    "Sreya also added an XYZ file format parser to the RDKit, but these files include a bunch of additional information that we need to strip out. Here's the code for that:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8b3d7230",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.465614Z",
     "start_time": "2022-12-18T06:40:39.452498Z"
    }
   },
   "outputs": [],
   "source": [
    "# the XYZ files from QM9 aren't really XYZ... clean them up:\n",
    "def cleanup_qm9_xyz(fname):\n",
    "    ind = open(fname).readlines()\n",
    "    nAts = int(ind[0])\n",
    "    # There are two smiles in the data: the one from GDB and the one assigned from the\n",
    "    # 3D coordinates in the QM9 paper using OpenBabel (I think).\n",
    "    gdb_smi,relax_smi = ind[-2].split()[:2]\n",
    "    ind[1] = '\\n'\n",
    "    ind = ind[:nAts+2]\n",
    "    for i in range(2,nAts+2):\n",
    "        l = ind[i]\n",
    "        l = l.split('\\t')\n",
    "        l.pop(-1)\n",
    "        ind[i] = '\\t'.join(l)+'\\n'\n",
    "    ind = ''.join(ind)\n",
    "    return ind,gdb_smi,relax_smi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8ca4107b",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.547937Z",
     "start_time": "2022-12-18T06:40:39.470993Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "19\n",
      "\n",
      "C\t 0.0645055554\t 1.4843171326\t 0.3723315122\n",
      "C\t-0.001915467\t 0.0516984051\t-0.1729357038\n",
      "C\t-1.4001624807\t-0.5304376801\t-0.1487075838\n",
      "C\t-1.9909553844\t-1.0379429662\t 1.1601625215\n",
      "C\t-1.7182271444\t-1.9962888369\t 0.0152208454\n",
      "C\t-2.905416575\t-2.2627721735\t-0.8489696604\n",
      "C\t-3.3347497536\t-1.1525477782\t-1.4661914556\n",
      "C\t-2.4353480328\t-0.0114763902\t-1.1388331005\n",
      "O\t-2.4853518918\t 1.1093228549\t-1.595794586\n",
      "H\t 1.0876615149\t 1.8699729825\t 0.3263064541\n",
      "H\t-0.5836533924\t 2.142053447\t-0.2101812431\n",
      "H\t-0.2626541721\t 1.5210712578\t 1.4170099662\n",
      "H\t 0.3710335675\t 0.0343653078\t-1.2041622283\n",
      "H\t 0.662791197\t-0.6008609283\t 0.4071642198\n",
      "H\t-1.3142481944\t-1.0584396879\t 2.0096409673\n",
      "H\t-3.0252533013\t-0.8199288984\t 1.4038330438\n",
      "H\t-0.9412329872\t-2.7436632889\t 0.1278385726\n",
      "H\t-3.37329736\t-3.2394582332\t-0.9072563749\n",
      "H\t-4.2004762777\t-1.0463782959\t-2.1061677066\n",
      "\n"
     ]
    }
   ],
   "source": [
    "ind,gdb_smi,relax_smi = cleanup_qm9_xyz('../data/dsgdb9nsd_107313.xyz')\n",
    "print(ind)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a315eee3",
   "metadata": {},
   "source": [
    "And now we can construct a molecule:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b088bbbb",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.622861Z",
     "start_time": "2022-12-18T06:40:39.552852Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "19 0\n"
     ]
    }
   ],
   "source": [
    "raw_mol = Chem.MolFromXYZBlock(ind)\n",
    "print(raw_mol.GetNumAtoms(),raw_mol.GetNumBonds())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.692056Z",
     "start_time": "2022-12-18T06:40:39.625322Z"
    }
   },
   "outputs": [],
   "source": [
    "import py3Dmol\n",
    "def draw_with_spheres(mol):\n",
    "    v = py3Dmol.view(width=300,height=300)\n",
    "    IPythonConsole.addMolToView(mol,v)\n",
    "    v.zoomTo()\n",
    "    v.setStyle({'sphere':{'radius':0.3},'stick':{'radius':0.2}});\n",
    "    v.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.774814Z",
     "start_time": "2022-12-18T06:40:39.693887Z"
    }
   },
   "outputs": [
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     },
     "metadata": {},
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    }
   ],
   "source": [
    "draw_with_spheres(raw_mol)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6a28c374",
   "metadata": {},
   "source": [
    "Of course that doesn't yet have bonds. Let's fix that."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6f6d9179",
   "metadata": {},
   "source": [
    "Start with `rdDetermineBonds.DetermineConnectivity()`, this uses distances between atoms to determine where there should be bonds, but does not attempt to figure out bond orders."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "7eaad387",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.851095Z",
     "start_time": "2022-12-18T06:40:39.783941Z"
    }
   },
   "outputs": [
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     "data": {
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       "        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n",
       "        </div>\n",
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       "});\n",
       "</script>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from rdkit.Chem import rdDetermineBonds\n",
    "conn_mol = Chem.Mol(raw_mol)\n",
    "rdDetermineBonds.DetermineConnectivity(conn_mol)\n",
    "\n",
    "draw_with_spheres(conn_mol)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "904ae251",
   "metadata": {},
   "source": [
    "Now we can use `rdDetermineBonds.DetermineBondOrders()` to figure out what the bond orders should be.\n",
    "\n",
    "This requires the overall charge on the molecule (the default value of the charge is zero, so it's not technically necessary to provide it here, but we do so to be clear):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "226787e3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:39.957369Z",
     "start_time": "2022-12-18T06:40:39.853149Z"
    }
   },
   "outputs": [
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       "        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n",
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     },
     "metadata": {},
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    }
   ],
   "source": [
    "rdDetermineBonds.DetermineBondOrders(conn_mol,charge=0)\n",
    "draw_with_spheres(conn_mol)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c30265b2",
   "metadata": {},
   "source": [
    "We can do both steps in a single call. This is the easiest way to use the code if you just want to look at the final bond orders:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "38571fd1",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:40.049649Z",
     "start_time": "2022-12-18T06:40:39.962007Z"
    }
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    {
     "data": {
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       "<div id=\"3dmolviewer_1671345640045727\"  style=\"position: relative; width: 300px; height: 300px\">\n",
       "        <p id=\"3dmolwarning_1671345640045727\" style=\"background-color:#ffcccc;color:black\">You appear to be running in JupyterLab (or JavaScript failed to load for some other reason).  You need to install the 3dmol extension: <br>\n",
       "        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n",
       "        </div>\n",
       "<script>\n",
       "\n",
       "var loadScriptAsync = function(uri){\n",
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       "$3Dmolpromise = null;\n",
       "  $3Dmolpromise = loadScriptAsync('https://3dmol.org/build/3Dmol.js');\n",
       "}\n",
       "\n",
       "var viewer_1671345640045727 = null;\n",
       "var warn = document.getElementById(\"3dmolwarning_1671345640045727\");\n",
       "if(warn) {\n",
       "    warn.parentNode.removeChild(warn);\n",
       "}\n",
       "$3Dmolpromise.then(function() {\n",
       "viewer_1671345640045727 = $3Dmol.createViewer($(\"#3dmolviewer_1671345640045727\"),{backgroundColor:\"white\"});\n",
       "viewer_1671345640045727.zoomTo();\n",
       "\tviewer_1671345640045727.addModel(\"\\n     RDKit          3D\\n\\n 19 20  0  0  0  0  0  0  0  0999 V2000\\n    0.0645    1.4843    0.3723 C   0  0  1  0  0  0  0  0  0  0  0  0\\n   -0.0019    0.0517   -0.1729 C   0  0  1  0  0  0  0  0  0  0  0  0\\n   -1.4002   -0.5304   -0.1487 C   0  0  2  0  0  0  0  0  0  0  0  0\\n   -1.9910   -1.0379    1.1602 C   0  0  1  0  0  0  0  0  0  0  0  0\\n   -1.7182   -1.9963    0.0152 C   0  0  1  0  0  0  0  0  0  0  0  0\\n   -2.9054   -2.2628   -0.8490 C   0  0  0  0  0  0  0  0  0  0  0  0\\n   -3.3347   -1.1525   -1.4662 C   0  0  0  0  0  0  0  0  0  0  0  0\\n   -2.4353   -0.0115   -1.1388 C   0  0  0  0  0  0  0  0  0  0  0  0\\n   -2.4854    1.1093   -1.5958 O   0  0  0  0  0  0  0  0  0  0  0  0\\n    1.0877    1.8700    0.3263 H   0  0  0  0  0  0  0  0  0  0  0  0\\n   -0.5837    2.1421   -0.2102 H   0  0  0  0  0  0  0  0  0  0  0  0\\n   -0.2627    1.5211    1.4170 H   0  0  0  0  0  0  0  0  0  0  0  0\\n    0.3710    0.0344   -1.2042 H   0  0  0  0  0  0  0  0  0  0  0  0\\n    0.6628   -0.6009    0.4072 H   0  0  0  0  0  0  0  0  0  0  0  0\\n   -1.3142   -1.0584    2.0096 H   0  0  0  0  0  0  0  0  0  0  0  0\\n   -3.0253   -0.8199    1.4038 H   0  0  0  0  0  0  0  0  0  0  0  0\\n   -0.9412   -2.7437    0.1278 H   0  0  0  0  0  0  0  0  0  0  0  0\\n   -3.3733   -3.2395   -0.9073 H   0  0  0  0  0  0  0  0  0  0  0  0\\n   -4.2005   -1.0464   -2.1062 H   0  0  0  0  0  0  0  0  0  0  0  0\\n  1  2  1  0\\n  1 10  1  1\\n  1 11  1  0\\n  1 12  1  0\\n  2  3  1  0\\n  2 13  1  6\\n  2 14  1  0\\n  3  4  1  0\\n  3  5  1  0\\n  3  8  1  6\\n  4  5  1  0\\n  4 15  1  1\\n  4 16  1  0\\n  5  6  1  0\\n  5 17  1  1\\n  6  7  2  0\\n  6 18  1  0\\n  7  8  1  0\\n  7 19  1  0\\n  8  9  2  0\\nM  END\\n\",\"sdf\");\n",
       "\tviewer_1671345640045727.setStyle({\"stick\": {}});\n",
       "\tviewer_1671345640045727.zoomTo();\n",
       "\tviewer_1671345640045727.setStyle({\"sphere\": {\"radius\": 0.3}, \"stick\": {\"radius\": 0.2}});\n",
       "viewer_1671345640045727.render();\n",
       "});\n",
       "</script>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "conn_mol = Chem.Mol(raw_mol)\n",
    "rdDetermineBonds.DetermineBonds(conn_mol,charge=0)\n",
    "draw_with_spheres(conn_mol)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "24298ded",
   "metadata": {},
   "source": [
    "See if the SMILES we got agrees with the what QM9 says it should be:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "b5acecdb",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:40.123401Z",
     "start_time": "2022-12-18T06:40:40.051965Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CC[C@]12C[C@H]1C=CC2=O CC[C@]12C[C@H]1C=CC2=O\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cm = Chem.RemoveHs(conn_mol)\n",
    "osmi = Chem.MolToSmiles(cm)\n",
    "smi = Chem.CanonSmiles(relax_smi)\n",
    "print(osmi,smi)\n",
    "osmi==smi"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "194fe24f",
   "metadata": {},
   "source": [
    "Yep... that's all good."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e3ebec0",
   "metadata": {},
   "source": [
    "Let's do another example:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "d970f330",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:40.193888Z",
     "start_time": "2022-12-18T06:40:40.124116Z"
    }
   },
   "outputs": [
    {
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       "        <p id=\"3dmolwarning_16713456401917276\" style=\"background-color:#ffcccc;color:black\">You appear to be running in JupyterLab (or JavaScript failed to load for some other reason).  You need to install the 3dmol extension: <br>\n",
       "        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n",
       "        </div>\n",
       "<script>\n",
       "\n",
       "var loadScriptAsync = function(uri){\n",
       "  return new Promise((resolve, reject) => {\n",
       "    var tag = document.createElement('script');\n",
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       "$3Dmolpromise = null;\n",
       "  $3Dmolpromise = loadScriptAsync('https://3dmol.org/build/3Dmol.js');\n",
       "}\n",
       "\n",
       "var viewer_16713456401917276 = null;\n",
       "var warn = document.getElementById(\"3dmolwarning_16713456401917276\");\n",
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       "$3Dmolpromise.then(function() {\n",
       "viewer_16713456401917276 = $3Dmol.createViewer($(\"#3dmolviewer_16713456401917276\"),{backgroundColor:\"white\"});\n",
       "viewer_16713456401917276.zoomTo();\n",
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       "\tviewer_16713456401917276.setStyle({\"stick\": {}});\n",
       "\tviewer_16713456401917276.zoomTo();\n",
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       "});\n",
       "</script>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ind,gdb_smi,relax_smi = cleanup_qm9_xyz('../data/dsgdb9nsd_127185.xyz')\n",
    "raw_mol = Chem.MolFromXYZBlock(ind)\n",
    "conn_mol = Chem.Mol(raw_mol)\n",
    "rdDetermineBonds.DetermineBonds(conn_mol,charge=0)\n",
    "conn_mol\n",
    "draw_with_spheres(conn_mol)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Again, make sure we got it right:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "20d830c9",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:40.272552Z",
     "start_time": "2022-12-18T06:40:40.195534Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CN(C=O)c1ccon1 CN(C=O)c1ccon1\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cm = Chem.RemoveHs(conn_mol)\n",
    "osmi = Chem.MolToSmiles(cm)\n",
    "smi = Chem.CanonSmiles(relax_smi)\n",
    "print(osmi,smi)\n",
    "osmi==smi"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10ad573f",
   "metadata": {},
   "source": [
    "Since this method needs the Hs to be there, it unfortunately won't be useful in assigning bond orders to the ligands from PDB structures... ah well."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Testing the functionality on a bunch of molecules\n",
    "\n",
    "Here's a little test to see how well the new functionality does on a randomly selected subset of [QM9](https://figshare.com/collections/Quantum_chemistry_structures_and_properties_of_134_kilo_molecules/978904)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Start by getting 10K random files from my local copy of QM9 (these, for obvious reasons, aren't in the gitub repo for this notebook) and preprocessing them:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:40.575532Z",
     "start_time": "2022-12-18T06:40:40.274106Z"
    }
   },
   "outputs": [],
   "source": [
    "import glob\n",
    "import random\n",
    "random.seed(0xf00d)\n",
    "\n",
    "fns = list(glob.glob('/local/QM9/*.xyz'))\n",
    "random.shuffle(fns)\n",
    "fns = fns[:10000]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:40.828592Z",
     "start_time": "2022-12-18T06:40:40.578524Z"
    }
   },
   "outputs": [],
   "source": [
    "qm9_data = []\n",
    "for fn in fns:\n",
    "    d,gdb_smi,relax_smi = cleanup_qm9_xyz(fn)\n",
    "    qm9_data.append((fn,d,gdb_smi,relax_smi))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "I believe that QM9 doesn't have double bond stereo indicated in the SMILES, verify that:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:40.834201Z",
     "start_time": "2022-12-18T06:40:40.829559Z"
    }
   },
   "outputs": [],
   "source": [
    "has_dbl_bond_stereo=[]\n",
    "for tpl in qm9_data:\n",
    "    smi = tpl[-1]\n",
    "    if smi.find('/') != -1 or smi.find('\\\\') != -1:\n",
    "        print(tpl)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here's the testing code. \n",
    "\n",
    "For each molecule we have two SMILES to compare to: \n",
    "1. `gdb_smi`: the SMILES from GDB that the QM9 authors used as input \n",
    "2. `relax_smi`: the SMILES generated by OpenBabel(?) from the optimized structure.\n",
    "\n",
    "We'll start by seeing if we match `relax_smi` and, if that fails, compare to `gdb_smi`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:44.477276Z",
     "start_time": "2022-12-18T06:40:40.835150Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Could not parse /local/QM9/dsgdb9nsd_112773.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_071817.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_024513.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_057755.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_005005.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_132540.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_002091.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_025366.xyz\n",
      "Could not parse /local/QM9/dsgdb9nsd_104557.xyz\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(909, 27)"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from rdkit import RDLogger\n",
    "RDLogger.DisableLog('rdApp.*')\n",
    "relax_fails = []\n",
    "gdb_fails = []\n",
    "for fn,ind,gdb_smi,relax_smi in qm9_data:\n",
    "    # the RDKit can't parse some of the SMILES from QM9... skip those mols\n",
    "    try:\n",
    "        smi = Chem.CanonSmiles(relax_smi)\n",
    "    except:\n",
    "        continue\n",
    "    mol = Chem.MolFromXYZBlock(ind)\n",
    "    if mol is None:\n",
    "        print(f'Could not parse {fn}')\n",
    "        continue\n",
    "    rdDetermineBonds.DetermineBonds(mol,charge=0)\n",
    "    # remove double bond stereo:\n",
    "    for bond in mol.GetBonds():\n",
    "        if bond.GetBondType() == Chem.BondType.DOUBLE:\n",
    "            bond.SetStereo(Chem.BondStereo.STEREONONE)\n",
    "        elif bond.GetBondType() == Chem.BondType.SINGLE:\n",
    "            bond.SetBondDir(Chem.BondDir.NONE)\n",
    "    osmi = Chem.MolToSmiles(Chem.RemoveAllHs(mol))\n",
    "    # compare to relax_smi:\n",
    "    if smi!=osmi:\n",
    "        relax_fails.append((fn,smi,osmi))\n",
    "        # that failed, so next we are going to compare to gdb_smi;\n",
    "        try:\n",
    "            smi = Chem.CanonSmiles(gdb_smi)\n",
    "        except:\n",
    "            continue\n",
    "        # the GDB smiles don't have any stereo at all, so get rid of atomic stereo\n",
    "        for atom in mol.GetAtoms():\n",
    "            atom.SetChiralTag(Chem.ChiralType.CHI_UNSPECIFIED)\n",
    "        osmi = Chem.MolToSmiles(Chem.RemoveAllHs(mol))\n",
    "        if smi != osmi:\n",
    "            gdb_fails.append((fn,smi,osmi))\n",
    "RDLogger.EnableLog('rdApp.*')\n",
    "\n",
    "len(relax_fails),len(gdb_fails)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:44.480944Z",
     "start_time": "2022-12-18T06:40:44.478243Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('/local/QM9/dsgdb9nsd_130414.xyz', '[NH][C]1C=NOC(CN)=N1', 'N=c1cnoc(CN)n1')"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "relax_fails[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:44.678134Z",
     "start_time": "2022-12-18T06:40:44.482006Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('/local/QM9/dsgdb9nsd_130861.xyz', 'O=Cc1cc(=O)nno1', 'N#N.O=C=CC(=O)C=O')"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gdb_fails[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's start by looking at some of the failures based on `relax_smi`.\n",
    "\n",
    "In the output we have pairs of molecules where the first is constructed from `relax_smi` and the second is what we perceived"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:44.913265Z",
     "start_time": "2022-12-18T06:40:44.681548Z"
    },
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import os\n",
    "failmols = []\n",
    "nms = []\n",
    "for fn,ismi,osmi in relax_fails:\n",
    "    im = Chem.MolFromSmiles(ismi)\n",
    "    om = Chem.MolFromSmiles(osmi)\n",
    "    failmols.append(im)\n",
    "    failmols.append(om)\n",
    "    nms.append(f'{os.path.basename(fn)} relax_smi')\n",
    "    nms.append('rdkit_smi')\n",
    "Draw.MolsToGridImage(failmols[:20],molsPerRow=4,legends=nms)        "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T05:31:29.573236Z",
     "start_time": "2022-12-18T05:31:29.570463Z"
    }
   },
   "source": [
    "Those seem to be cases where we've assigned a multiple bond while the SMILES in the publication has a single bond with radicals on either side."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "What about some of the 27 cases where we haven't reproduced the input GDB SMILES?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:44.974390Z",
     "start_time": "2022-12-18T06:40:44.914068Z"
    },
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import os\n",
    "failmols = []\n",
    "nms = []\n",
    "for fn,ismi,osmi in gdb_fails:\n",
    "    im = Chem.MolFromSmiles(ismi)\n",
    "    om = Chem.MolFromSmiles(osmi)\n",
    "    failmols.append(im)\n",
    "    failmols.append(om)\n",
    "    nms.append(f'{os.path.basename(fn)} relax_smi')\n",
    "    nms.append('rdkit_smi')\n",
    "Draw.MolsToGridImage(failmols[:20],molsPerRow=4,legends=nms)        "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's look at a couple of those:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:45.092015Z",
     "start_time": "2022-12-18T06:40:44.975201Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n",
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   ],
   "source": [
    "ind,gdb_smi,relax_smi = cleanup_qm9_xyz('/local/QM9/dsgdb9nsd_129106.xyz')\n",
    "raw_mol = Chem.MolFromXYZBlock(ind)\n",
    "conn_mol = Chem.Mol(raw_mol)\n",
    "rdDetermineBonds.DetermineBonds(conn_mol,charge=0)\n",
    "conn_mol\n",
    "draw_with_spheres(conn_mol)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:45.177975Z",
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       "        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n",
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   ],
   "source": [
    "ind,gdb_smi,relax_smi = cleanup_qm9_xyz('/local/QM9/dsgdb9nsd_133855.xyz')\n",
    "raw_mol = Chem.MolFromXYZBlock(ind)\n",
    "conn_mol = Chem.Mol(raw_mol)\n",
    "rdDetermineBonds.DetermineBonds(conn_mol,charge=0)\n",
    "conn_mol\n",
    "draw_with_spheres(conn_mol)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Those are clearly cases where the QM optimization has yielded a completely different structure from what they started with."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "I'm sure we'll end up finding (and fixing) issues once more people start using the code, but I think these results show that the new functionality in `rdDetermineBonds` works quite well!"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Benchmarking the code"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The last question I had, and I will definitely stop after this, is how long it takes to run the code. Let's check that.\n",
    "\n",
    "I just want to time `DetermineBonds()` part, so let's construct the molecules in advance:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:45.446017Z",
     "start_time": "2022-12-18T06:40:45.179115Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "9991"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from rdkit import rdBase\n",
    "with rdBase.BlockLogs():\n",
    "    tmols = []\n",
    "    for fn,ind,gdb_smi,relax_smi in qm9_data:\n",
    "        # the RDKit can't parse some of the SMILES from QM9... skip those\n",
    "        mol = Chem.MolFromXYZBlock(ind)\n",
    "        if mol is None:\n",
    "            continue\n",
    "        tmols.append(mol)\n",
    "len(tmols)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-12-18T06:40:50.623429Z",
     "start_time": "2022-12-18T06:40:45.446902Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "646 ms ± 2.95 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
     ]
    }
   ],
   "source": [
    "%timeit [rdDetermineBonds.DetermineBonds(m,charge=0) for m in tmols]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can do almost 10K molecules in 646 ms, that's about 65 μs per molecule. So running `DetermineBonds()` shouldn't be a bottleneck in any workflows. :-)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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