diff --git a/examples/ConvertToChemJSON/ConvertIoDataJSON.ipynb b/examples/ConvertToChemJSON/ConvertIoDataJSON.ipynb new file mode 100644 index 00000000..38d606e2 --- /dev/null +++ b/examples/ConvertToChemJSON/ConvertIoDataJSON.ipynb @@ -0,0 +1,291 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e352ef19", + "metadata": {}, + "source": [ + "# Converting IOData Information into Chemical JSON Forma\n", + "\n", + "## Introduction\n", + "IOData is a python utility for parsing and converting common chemical \n", + "\n", + "The goal of this tool is to convert IOData into Chemical JSON, a file format increasingly used by the OpenChem Group\n", + "\n", + "## Dependencies\n", + "1. [IOData](https://iodata.readthedocs.io/en/latest/index.html#) \n", + "2. [Numpy](https://numpy.org/)\n", + "3. [Python-JSON](https://docs.python.org/3/library/json.html#module-json)\n", + "4. [ChemicalJSON](https://wiki.openchemistry.org/Chemical_JSON)\n", + "5. [JSON Encoder](https://stackoverflow.com/questions/57269741/typeerror-object-of-type-ndarray-is-not-json-serializable)\n", + "\n", + "## Limitations of File Formats\n", + "Per IOData documentation, certain file formats cannot read certain features via IOData, an example being the inability to use `bonds` to obtain bond data from `fchk` files " + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "3a9406b1", + "metadata": {}, + "outputs": [], + "source": [ + "import iodata\n", + "from iodata import load_one, dump_one\n", + "import numpy as np\n", + "\n", + "import json" + ] + }, + { + "cell_type": "markdown", + "id": "242658be", + "metadata": {}, + "source": [ + "## IOData Data Parsing \n", + "\n", + "1. We use `load_one` to load our input file\n", + "2. We also want to initialize our chemical JSON by creating a dictionary starting with element `\"chemicaljson\":0` \n", + "3. We now want to populate our dictionary, `molDict`, by using IOData API calls, such as \n", + " - `title` - obtain the name of the molecule, including information such as the computational basis set used, and the hybridization state\n", + " - `atcoords` - obtain 3D XYZ Cartesian Coordinates\n", + " - `atnums` - obtain the atomic number of each atom in the system\n", + " - `atcharges` - obtain a dictionary detailing the charges of each atom in the system \n" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "07c8fe84", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dichloropyridine26_q+0 ub3lyp/cc-pvtz sp-stable\n", + " \n", + " \n", + "{'chemicaljson': 0, 'title': 'dichloropyridine26_q+0 ub3lyp/cc-pvtz sp-stable', 'coords': {'3d': array([[-4.95130924e+00, 2.31173977e+00, -2.64561659e-04],\n", + " [ 4.95149821e+00, 2.31139962e+00, 2.07869875e-04],\n", + " [ 7.55890453e-05, 1.84250188e+00, -1.88972613e-05],\n", + " [-9.44863066e-05, -3.41775868e+00, 1.13383568e-04],\n", + " [-2.28277027e+00, -2.09580077e+00, -1.88972613e-05],\n", + " [ 2.28267578e+00, -2.09595195e+00, 1.70075352e-04],\n", + " [-2.13763930e+00, 5.39856962e-01, -3.77945227e-05],\n", + " [ 2.13769600e+00, 5.39705784e-01, 7.55890453e-05],\n", + " [-1.70075352e-04, -5.47831606e+00, 1.51178091e-04],\n", + " [-4.10063012e+00, -3.05289036e+00, -7.55890453e-05],\n", + " [ 4.10047894e+00, -3.05315492e+00, 2.83458920e-04]])}, 'atoms': {'elements': {'numbers': array([17, 17, 7, 6, 6, 6, 6, 6, 1, 1, 1])}}}\n" + ] + } + ], + "source": [ + "mol = load_one(\"dichloropyridine26_q+0.fchk\")\n", + "\n", + "molDict = {\"chemicaljson\":0} \n", + "\n", + "name = mol.title\n", + "molDict.update({'title':name})\n", + "\n", + "print(molDict[\"title\"])\n", + "\n", + "print(\" \")\n", + "\n", + "molCoord = np.asarray(mol.atcoords)\n", + "\n", + "molDict.update({'coords':\n", + " {'3d':molCoord}\n", + " })\n", + " \n", + "\n", + "molAtomicNums = mol.atnums\n", + "molDict.update({'atoms':\n", + " {'elements':\n", + " {'numbers':molAtomicNums}\n", + " }}) \n", + "\n", + "\n", + "print(\" \")\n", + "\n", + "# Sanity Check\n", + "print(molDict)" + ] + }, + { + "cell_type": "markdown", + "id": "26fc955a", + "metadata": {}, + "source": [ + "## Encoding \n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "5d37c066", + "metadata": {}, + "outputs": [], + "source": [ + "class NumpyEncoder(json.JSONEncoder):\n", + " \"\"\" Special json encoder for numpy types \"\"\"\n", + " def default(self, obj):\n", + " if isinstance(obj, (np.int_, np.intc, np.intp, np.int8,\n", + " np.int16, np.int32, np.int64, np.uint8,\n", + " np.uint16, np.uint32, np.uint64)):\n", + " return int(obj)\n", + " elif isinstance(obj, (np.float_, np.float16, np.float32,\n", + " np.float64)):\n", + " return float(obj)\n", + " elif isinstance(obj, (np.ndarray,)):\n", + " return obj.tolist()\n", + " return json.JSONEncoder.default(self, obj)" + ] + }, + { + "cell_type": "markdown", + "id": "9fededcf", + "metadata": {}, + "source": [ + "## Output to JSON \n", + "\n", + "We now want to output our dictionary that we populated with IOData, and encoded using the afforementioned JSONEncoder. We accomplish this using `json.dumps`, then creating a new writeable file, in which the JSON jump is written into. \n", + "\n", + "As an intermediary sanity check, we can examine our JSON using `print(molJson)` " + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "1ed48333", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{\n", + " \"chemicaljson\": 0,\n", + " \"title\": \"dichloropyridine26_q+0 ub3lyp/cc-pvtz sp-stable\",\n", + " \"coords\": {\n", + " \"3d\": [\n", + " [\n", + " -4.95130924,\n", + " 2.31173977,\n", + " -0.000264561659\n", + " ],\n", + " [\n", + " 4.95149821,\n", + " 2.31139962,\n", + " 0.000207869875\n", + " ],\n", + " [\n", + " 7.55890453e-05,\n", + " 1.84250188,\n", + " -1.88972613e-05\n", + " ],\n", + " [\n", + " -9.44863066e-05,\n", + " -3.41775868,\n", + " 0.000113383568\n", + " ],\n", + " [\n", + " -2.28277027,\n", + " -2.09580077,\n", + " -1.88972613e-05\n", + " ],\n", + " [\n", + " 2.28267578,\n", + " -2.09595195,\n", + " 0.000170075352\n", + " ],\n", + " [\n", + " -2.1376393,\n", + " 0.539856962,\n", + " -3.77945227e-05\n", + " ],\n", + " [\n", + " 2.137696,\n", + " 0.539705784,\n", + " 7.55890453e-05\n", + " ],\n", + " [\n", + " -0.000170075352,\n", + " -5.47831606,\n", + " 0.000151178091\n", + " ],\n", + " [\n", + " -4.10063012,\n", + " -3.05289036,\n", + " -7.55890453e-05\n", + " ],\n", + " [\n", + " 4.10047894,\n", + " -3.05315492,\n", + " 0.00028345892\n", + " ]\n", + " ]\n", + " },\n", + " \"atoms\": {\n", + " \"elements\": {\n", + " \"numbers\": [\n", + " 17,\n", + " 17,\n", + " 7,\n", + " 6,\n", + " 6,\n", + " 6,\n", + " 6,\n", + " 6,\n", + " 1,\n", + " 1,\n", + " 1\n", + " ]\n", + " }\n", + " }\n", + "}\n" + ] + } + ], + "source": [ + "molJson = json.dumps(molDict, indent=3, cls=NumpyEncoder)\n", + "print(molJson)\n", + "\n", + "f = open(\"dichloropyridine26_q+0.json\", \"w\")\n", + "f.write(molJson)\n", + "f.close()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eba3d92d", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:.conda-chemml_env] *", + "language": "python", + "name": "conda-env-.conda-chemml_env-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/annotate_2D/2DAnnotate.ipynb b/examples/annotate_2D/2DAnnotate.ipynb new file mode 100644 index 00000000..bca12ef5 --- /dev/null +++ b/examples/annotate_2D/2DAnnotate.ipynb @@ -0,0 +1,455 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "415389d5", + "metadata": {}, + "source": [ + "# 2D Annotations of Molecules \n", + "\n", + "## Introduction\n", + "The goal of this project is to render a 2 dimensional molecular drawing (png file) with annotations detailing a specific feature per atom. \n", + "\n", + "This example uses 2,6-Dichloropyridine as an input.\n", + "\n", + "## Dependencies\n", + "1. IOData\n", + "2. Numpy\n", + "3. RDKit\n", + "5. CHEMML \n", + "6. Pandas\n", + "7. Glob \n", + "8. OS \n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3744a11c", + "metadata": {}, + "outputs": [], + "source": [ + "# import required libraries\n", + "from iodata import load_one, dump_one\n", + "\n", + "import numpy as np\n", + "\n", + "from rdkit import Chem\n", + "from rdkit.Chem import AllChem\n", + "from rdkit.Chem.rdchem import Atom\n", + "from rdkit.Chem import Draw\n", + "from rdkit.Chem.Draw import rdMolDraw2D\n", + "from rdkit.Chem.Draw import MolToImage\n", + "from rdkit.Chem.Draw import DrawingOptions\n", + "\n", + "from IPython.display import Image\n", + "\n", + "from chemml.chem import Molecule\n", + "\n", + "import pandas as pd\n", + "import glob\n", + "import os" + ] + }, + { + "cell_type": "markdown", + "id": "055a3b9c", + "metadata": {}, + "source": [ + "## Manipulation of Input and Extraction of Charges \n", + "\n", + "We first want to open our file using IOData, designated `loadInput`, from then we can extract informations related to the `.fchk` file using IOData to annotate our molecule.\n", + "\n", + "Then we can use `dump_one` to output two files, one XYZ file and one PDB File. " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ee68d1a9", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Molecule Name : \n", + "dichloropyridine26_q+0\n", + " \n" + ] + } + ], + "source": [ + "inputName = 'dichloropyridine26_q+0.fchk' # EDIT THIS TO CHANGE MOLECULE\n", + "loadInput = load_one(inputName) \n", + "\n", + "xyzName = 'dichloropyridine26_q+0.xyz' # EDIT THIS TO CHANGE INTERMEDIATE XYZ FILE\n", + "pdbName = 'dichloropyridine_q+0.pdb' # EDIT THIS TO CHANGE INTERMEDIATE PDB FILE \n", + "molName = xyzName[:-4]\n", + "imageName = f\"{molName}.png\" \n", + "\n", + "print(\"Molecule Name : \")\n", + "print(molName)\n", + "print(\" \")\n", + "\n", + "dump_one(loadInput,pdbName) # DUMP XYZ\n", + "dump_one(loadInput, xyzName) # DUMP PDB\n", + "espCharges = loadInput.atcharges['esp'][:] # IOData ESP CHARGES " + ] + }, + { + "cell_type": "markdown", + "id": "9fb5b251", + "metadata": {}, + "source": [ + "## Manipulate Molecule to Create MOL Object\n", + "We need to dump our IOData loaded molecule into an `.xyz` file, which can then be parsed using `CHEMML`, to create a data table containing basic information such as filename, XYZ Cartesian Coordinates, and the SMILES equivalent of the molecule.\n", + "\n", + "\n", + "PDB Files maintain the same atomic order as IOData, however, pi bonds cannot visualize properly, due to the fact that PDB files enumerate pi bonds through the distance between atoms in cartesian space, whereas RDKit prefers that bonds are explicitly mentioned.\n", + "\n", + "We can exploit this by extracting the SMILES representation of 2,6-Dichloropyridine from our XYZ File. This is accomplished by enumerating every molecule within the XYZ file using `for molecule in molecule_list:`, then tabulating the molecules into a Pandas DataFrame `table`, then extracting the SMILES string.\n", + "\n", + "With regards to the PDB File, we can exploit the way the PDB enumerates atoms, and use `AllChem.AssignBondOrdersFromTemplate` to force the PDB to visualize as the SMILES string, which serves as our template molecule, resulting in object `tempMol` \n", + "\n", + "Then we can iterate through every atom in the forced assignment and label each atom using `atom.SetProp()` " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "22744f1d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[,\n", + " pybel_molecule : ,\n", + " creator : ('XYZ', 'dichloropyridine26_q+0.xyz'),\n", + " smiles : 'Clc1cccc(Cl)n1',\n", + " smarts : None,\n", + " inchi : None,\n", + " xyz : )>]\n", + " \n", + "\n", + " Name SMILES\n", + "0 dichloropyridine26_q+0.xyz Clc1cccc(Cl)n1\n", + " \n", + "Our Molecule in SMILES format: \n", + "Clc1cccc(Cl)n1\n", + " \n", + "-0.119822758\n", + "-0.119828567\n", + "-0.538243531\n", + "0.260573695\n", + "-0.453200648\n", + "-0.4532028\n", + "0.499768812\n", + "0.499772652\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "xyz_files = glob.glob(xyzName)\n", + "mol = Molecule('dichloropyridine26_q+0.xyz', 'xyz')\n", + "\n", + "# make a list of ChemML Molecule object instances based on the names of the xyz files from xyz_files\n", + "molecule_list = [Molecule(xyzName, input_type='xyz') for file in xyz_files]\n", + "\n", + "# alter the ChemML Molecule object instances of molecule_list so that their SMILES codes can be recognzied by RDKit\n", + "for molecule in molecule_list:\n", + " molecule.to_smiles()\n", + "\n", + "print(molecule_list)\n", + "\n", + "table = pd.DataFrame(data={'Name':xyzName, \n", + " 'SMILES':[molecule.smiles for molecule in molecule_list]}, \n", + " columns=['Name','SMILES'])\n", + "\n", + "print(\" \")\n", + "print(\"\")\n", + "print(table)\n", + "\n", + "print(\" \")\n", + "smiles = table.iloc[0,1]\n", + "print(\"Our Molecule in SMILES format: \")\n", + "print(smiles)\n", + "print(\" \")\n", + "\n", + "\n", + "chem = Chem.MolFromPDBFile(pdbName, sanitize=True)\n", + "template = Chem.MolFromSmiles(smiles)\n", + "AllChem.Compute2DCoords(chem)\n", + "tempMol = AllChem.AssignBondOrdersFromTemplate(template,chem)\n", + "\n", + "def imageMolecule(chem,imageName):\n", + " \"\"\"\n", + " This function consolidates all calls done to generate the desired image\n", + " \"\"\"\n", + " \n", + " drawMolecule = rdMolDraw2D.MolDraw2DCairo(300, 300)\n", + " rdMolDraw2D.PrepareAndDrawMolecule(drawMolecule, chem)\n", + " drawMolecule.drawOptions().addStereoAnnotation = True\n", + " \n", + " for i, atom in enumerate(tempMol.GetAtoms()):\n", + " atom.SetProp(\"atomNote\", f\"{np.round(float(espCharges[i]),3)}\")\n", + " print(espCharges[i])\n", + " \n", + " Chem.Draw.MolToFile(tempMol,imageName)\n", + "\n", + "\n", + "imageMolecule(tempMol,imageName)\n", + "\n", + "Image(imageName)" + ] + }, + { + "cell_type": "markdown", + "id": "cfdbc83c", + "metadata": {}, + "source": [ + "## 2D Annotations Consolidated as a Function\n", + "\n", + "The afforementioned annotations have been consolidated into a function below for ease of use" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e64c6d0d", + "metadata": {}, + "outputs": [], + "source": [ + "from iodata import load_one, dump_one\n", + " \n", + "import glob\n", + "import os\n", + " \n", + "import numpy as np\n", + "import pandas as pd\n", + " \n", + "from chemml.chem import Molecule\n", + "\n", + "from rdkit import Chem\n", + "from rdkit.Chem import AllChem\n", + "from rdkit.Chem.rdchem import Atom\n", + "from rdkit.Chem import Draw\n", + "from rdkit.Chem.Draw import rdMolDraw2D\n", + "from rdkit.Chem.Draw import MolToImage\n", + "from rdkit.Chem.Draw import DrawingOptions\n", + " \n", + "def annotation2D(inputName):\n", + " \"\"\"\n", + " This function is designed to consolidate what is necessary to use RDKit to visualize molecular data onto a 2D representation of a molecule\n", + " \n", + " Conda Environment\n", + " -----------------\n", + " This function requires a conda environment containing\n", + " 1. Pandas\n", + " 2. Numpy\n", + " 3. Glob\n", + " 4. OS\n", + " 5. Chemml\n", + " 6. RDKit \n", + " Yields\n", + " ------\n", + " This function produces a PNG image of our input molecule (inFile), annotated with our assigned values (annotateValue)\n", + " Parameters\n", + " ----------\n", + " inputName, str\n", + " The file name of the Gaussian Checkpoint *.fchk file that will be processed\n", + " \n", + " annotateValue : IOData Call\n", + " This represents the value that we want to annotate our molecule with.\n", + " While annotateValue does not necessarily need to be an IOData Call, this example uses IOData's atcharges['esp'][:]\n", + " IOData Examples can be found here\n", + " \n", + " https://iodata.readthedocs.io/en/latest/index.html\n", + " \n", + " xyzName, str\n", + " Derived from inputName\n", + " This represents the name of the intermediate XYZ File in which the SMILES format is extracted from\n", + " \n", + " pdbName, str\n", + " Derived from inputName\n", + " This represents the name of the intermediate PDB File in which the atomic indices are preserved for annotation\n", + " \n", + " molName, str\n", + " Derived from xyzName\n", + " This represents the name of the molecule\n", + " \n", + " imageName, str\n", + " Derived from molName\n", + " This represents the name of the annotated image. \n", + " \n", + " xyz_files, glob\n", + " This is meant to find all relevant XYZ Files\n", + " \n", + " mol and molecule_list, chemml object\n", + " This is the loaded XYZ file, and will be tabulated in order to find the SMILES String\n", + " \n", + " table, Pandas DataFrame\n", + " Tabulated format allowing us to extract the SMILES String from the chemml object\n", + " \n", + " smiles, str\n", + " This represents the extracted SMILES string from our XYZ intermediate file\n", + " \n", + " chem, RDKit mol object \n", + " This represents our intermediate PDB loaded into RDKit \n", + " \n", + " template, RDKit mol object\n", + " This represents our SMILES string (originally from XYZ intermediate) loaded into RDKit \n", + " \n", + " tempMol, corrected RDKit mol object\n", + " This represents our PDB Corrected using the XYZ SMILES String\n", + " This is accomplished by using AllChem.AssignBondOrdersFromTemplate\n", + " \n", + " drawMolecule, RDKit mol object visualization\n", + " This represents our RDKit object being visualized\n", + " MolDraw2DCairo is used to output to PNG\n", + " \n", + " -------------- \n", + " End Parameters\n", + " \"\"\"\n", + " \n", + " loadInput = load_one(inputName) \n", + "\n", + " xyzName = f\"{inputName[:-4]}xyz\" # EDIT THIS TO CHANGE INTERMEDIATE XYZ FILE\n", + " pdbName = f\"{inputName[:-4]}pdb\" # EDIT THIS TO CHANGE INTERMEDIATE PDB FILE \n", + " molName = xyzName[:-4]\n", + " imageName = f\"{molName}.png\" \n", + "\n", + " print(\"Molecule Name : \")\n", + " print(molName)\n", + " print(xyzName)\n", + "\n", + " dump_one(loadInput,pdbName) # DUMP XYZ\n", + " dump_one(loadInput, xyzName) # DUMP PDB\n", + " \n", + " # EDIT annotateValue TO CHANGE ANNOTATIONS \n", + " annotateValue = loadInput.atcharges['esp'][:] #EDITABLE \n", + "\n", + " # Extract SMILES String from XYZ Intermediate\n", + " xyz_files = glob.glob(xyzName)\n", + " mol = Molecule('dichloropyridine26_q+0.xyz', 'xyz')\n", + "\n", + " molecule_list = [Molecule(xyzName, input_type='xyz') for file in xyz_files]\n", + " for molecule in molecule_list:\n", + " molecule.to_smiles()\n", + " print(molecule_list)\n", + " table = pd.DataFrame(data={'Name':xyzName, \n", + " 'SMILES':[molecule.smiles for molecule in molecule_list]}, \n", + " columns=['Name','SMILES'])\n", + "\n", + " print(\" \")\n", + " print(table)\n", + " print(\" \")\n", + " \n", + " smiles = table.iloc[0,1]\n", + " print(\"Our Molecule in SMILES format: \")\n", + " print(smiles)\n", + " print(\" \")\n", + " \n", + " # Force PDB Intermediate Bond Orders to SMILES String \n", + " chem = Chem.MolFromPDBFile(pdbName, sanitize=True)\n", + " template = Chem.MolFromSmiles(smiles)\n", + " AllChem.Compute2DCoords(chem)\n", + " tempMol = AllChem.AssignBondOrdersFromTemplate(template,chem)\n", + "\n", + " # Visualize Molecule\n", + " \n", + " drawMolecule = rdMolDraw2D.MolDraw2DCairo(300, 300)\n", + " rdMolDraw2D.PrepareAndDrawMolecule(drawMolecule, chem)\n", + " drawMolecule.drawOptions().addStereoAnnotation = True\n", + " \n", + " # Annotate Molecule\n", + " for i, atom in enumerate(tempMol.GetAtoms()):\n", + " atom.SetProp(\"atomNote\", f\"{np.round(float(annotateValue[i]),3)}\") \n", + " \n", + " # Output Visualization to File\n", + " Chem.Draw.MolToFile(tempMol,imageName) \n", + " print(\" \")\n", + " print(f\"The molecule {molName} has been annotated and output as file {imageName}\")\n", + " print(\" \")\n", + " #END FUNCTION " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "642ee7cb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Molecule Name : \n", + "acrolein_q+0\n", + "acrolein_q+0.xyz\n", + "[,\n", + " pybel_molecule : ,\n", + " creator : ('XYZ', 'acrolein_q+0.xyz'),\n", + " smiles : 'C=CC=O',\n", + " smarts : None,\n", + " inchi : None,\n", + " xyz : )>]\n", + " \n", + " Name SMILES\n", + "0 acrolein_q+0.xyz C=CC=O\n", + " \n", + "Our Molecule in SMILES format: \n", + "C=CC=O\n", + " \n", + " \n", + "The molecule acrolein_q+0 has been annotated and output as file acrolein_q+0.png\n", + " \n" + ] + } + ], + "source": [ + "\n", + "inputName = 'acrolein_q+0.fchk'\n", + "annotation2D(inputName)\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:.conda-chemml_env] *", + "language": "python", + "name": "conda-env-.conda-chemml_env-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/annotate_2D/2DAnnotate.py b/examples/annotate_2D/2DAnnotate.py new file mode 100644 index 00000000..0f6fef04 --- /dev/null +++ b/examples/annotate_2D/2DAnnotate.py @@ -0,0 +1,160 @@ +from iodata import load_one, dump_one + +import glob +import os + +import numpy as np +import pandas as pd + +from chemml.chem import Molecule + +from rdkit import Chem +from rdkit.Chem import AllChem +from rdkit.Chem.rdchem import Atom +from rdkit.Chem import Draw +from rdkit.Chem.Draw import rdMolDraw2D +from rdkit.Chem.Draw import MolToImage +from rdkit.Chem.Draw import DrawingOptions + +def annotation2D(inputName): + """ + This function is designed to consolidate what is necessary to use RDKit to visualize molecular data onto a 2D representation of a molecule + + Conda Environment + ----------------- + This function requires a conda environment containing + 1. Pandas + 2. Numpy + 3. Glob + 4. OS + 5. Chemml + 6. RDKit + Yields + ------ + This function produces a PNG image of our input molecule (inFile), annotated with our assigned values (annotateValue) + Parameters + ---------- + inputName, str + The file name of the Gaussian Checkpoint *.fchk file that will be processed + + annotateValue : IOData Call + This represents the value that we want to annotate our molecule with. + While annotateValue does not necessarily need to be an IOData Call, this example uses IOData's atcharges['esp'][:] + IOData Examples can be found here + + https://iodata.readthedocs.io/en/latest/index.html + + xyzName, str + Derived from inputName + This represents the name of the intermediate XYZ File in which the SMILES format is extracted from + + pdbName, str + Derived from inputName + This represents the name of the intermediate PDB File in which the atomic indices are preserved for annotation + + molName, str + Derived from xyzName + This represents the name of the molecule + + imageName, str + Derived from molName + This represents the name of the annotated image. + + xyz_files, glob + This is meant to find all relevant XYZ Files + + mol and molecule_list, chemml object + This is the loaded XYZ file, and will be tabulated in order to find the SMILES String + + table, Pandas DataFrame + Tabulated format allowing us to extract the SMILES String from the chemml object + + smiles, str + This represents the extracted SMILES string from our XYZ intermediate file + + chem, RDKit mol object + This represents our intermediate PDB loaded into RDKit + + template, RDKit mol object + This represents our SMILES string (originally from XYZ intermediate) loaded into RDKit + + tempMol, corrected RDKit mol object + This represents our PDB Corrected using the XYZ SMILES String + This is accomplished by using AllChem.AssignBondOrdersFromTemplate + + drawMolecule, RDKit mol object visualization + This represents our RDKit object being visualized + MolDraw2DCairo is used to output to PNG + + -------------- + End Parameters + """ + + loadInput = load_one(inputName) + + xyzName = f"{inputName[:-4]}xyz" # EDIT THIS TO CHANGE INTERMEDIATE XYZ FILE + pdbName = f"{inputName[:-4]}pdb" # EDIT THIS TO CHANGE INTERMEDIATE PDB FILE + molName = xyzName[:-4] + imageName = f"{molName}.png" + + print("Molecule Name : ") + print(molName) + print(xyzName) + + dump_one(loadInput,pdbName) # DUMP XYZ + dump_one(loadInput, xyzName) # DUMP PDB + + # EDIT annotateValue TO CHANGE ANNOTATIONS + annotateValue = loadInput.atcharges['esp'][:] #EDITABLE + + # Extract SMILES String from XYZ Intermediate + xyz_files = glob.glob(xyzName) + mol = Molecule('dichloropyridine26_q+0.xyz', 'xyz') + + molecule_list = [Molecule(xyzName, input_type='xyz') for file in xyz_files] + for molecule in molecule_list: + molecule.to_smiles() + print(molecule_list) + table = pd.DataFrame(data={'Name':xyzName, + 'SMILES':[molecule.smiles for molecule in molecule_list]}, + columns=['Name','SMILES']) + + print(" ") + print(table) + print(" ") + + smiles = table.iloc[0,1] + print("Our Molecule in SMILES format: ") + print(smiles) + print(" ") + + # Force PDB Intermediate Bond Orders to SMILES String + chem = Chem.MolFromPDBFile(pdbName, sanitize=True) + template = Chem.MolFromSmiles(smiles) + AllChem.Compute2DCoords(chem) + tempMol = AllChem.AssignBondOrdersFromTemplate(template,chem) + + # Visualize Molecule + + drawMolecule = rdMolDraw2D.MolDraw2DCairo(300, 300) + rdMolDraw2D.PrepareAndDrawMolecule(drawMolecule, chem) + drawMolecule.drawOptions().addStereoAnnotation = True + + # Annotate Molecule + for i, atom in enumerate(tempMol.GetAtoms()): + atom.SetProp("atomNote", f"{np.round(float(annotateValue[i]),3)}") + + # Output Visualization to File + Chem.Draw.MolToFile(tempMol,imageName) + print(" ") + print(f"The molecule {molName} has been annotated and output as file {imageName}") + print(" ") + #END FUNCTION + + +# Example using 2,6-Dichloropyridine +inputName = 'dichloropyridine26_q+0.fchk' +annotation2D(inputName) + + + diff --git a/examples/annotate_3D/3DimensionAnnotation.ipynb b/examples/annotate_3D/3DimensionAnnotation.ipynb new file mode 100644 index 00000000..653baa72 --- /dev/null +++ b/examples/annotate_3D/3DimensionAnnotation.ipynb @@ -0,0 +1,318 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "1b23acba", + "metadata": {}, + "source": [ + "# 3D Annotation of a given molecule \n", + "\n", + "## Introduction\n", + "When working with computational chemistry files, it is sometimes desired to visualize the working molecule and annotate specific features. \n", + "## Dependencies\n", + "\n", + "1. NumPy\n", + "2. IOData \n", + "3. IPython`s Image module, optional, used to display example image only. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "3a98701f", + "metadata": {}, + "outputs": [], + "source": [ + "import iodata\n", + "from iodata import load_one, dump_one " + ] + }, + { + "cell_type": "markdown", + "id": "b8a0c915", + "metadata": {}, + "source": [ + "## Opening of Input File \n", + "\n", + "We need to establish a means to opening our `fchk` file, and then obtaining our desired information, aptly named `workingBFactor`. This is accomplished using the `load_one` and `dump_one` functions from IOData which allows us to read and write data, respectively. \n", + "\n", + "`inFile` is our Input File\n", + "`interFile` is our intermediate file \n", + "`outFile` is our final PDB file. \n", + "`title` is the name of the molecule, obtained from `inFile` \n", + "\n", + "In this example, we are extracting Electrostatic Potential Charges using `atcharges` from IOData. " + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "1a9a64b9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Filenames: \n", + "dichloropyridine26_q+0.fchk\n", + "intermediate.pdb\n", + "dichloropyridine26_q+0.pdb\n", + " \n", + "Name of Molecule:\n", + "dichloropyridine26_q+0\n", + " \n", + "Our Working B Factor to replace within IOData Dump : \n", + "[-0.11982276 -0.11982857 -0.53824353 0.26057369 -0.45320065 -0.4532028\n", + " 0.49976881 0.49977265 0.0844758 0.16985231 0.16985503]\n", + "\n", + "Will be written to dichloropyridine26_q+0.pdb and dumped\n" + ] + } + ], + "source": [ + "inFile = 'dichloropyridine26_q+0.fchk'\n", + "interFile = 'intermediate.pdb'\n", + "outFile = f\"{inFile[:-5]}.pdb\" \n", + "title = inFile[:-5]\n", + "\n", + "print(\"Filenames: \")\n", + "print(inFile)\n", + "print(interFile)\n", + "print(outFile)\n", + "print(\" \")\n", + "print(\"Name of Molecule:\")\n", + "print(title)\n", + "print(\" \")\n", + "\n", + "loadInput = load_one(inFile)\n", + "\n", + "\n", + "workingBFactor = loadInput.atcharges['esp'][:]\n", + "print(\"Our Working B Factor to replace within IOData Dump : \")\n", + "print(workingBFactor)\n", + "print(f\"\\nWill be written to {outFile} and dumped\")\n", + "dump_one(loadInput,interFile)" + ] + }, + { + "cell_type": "markdown", + "id": "c926e236", + "metadata": {}, + "source": [ + "## Writing Our Selected B Factor to Our Output PDB File \n", + "\n", + "We now need to take `workingBFactor` and append it into the \"B Factor\" column of what will be our PDB File. \n", + "\n", + "We accomplish this by iterating through our B Factors using IOData's `extra` function, and for every 0 entry for our B Factors (default, as there has been no additional data written to our `fchk` input file), we will write in our desired B Factor, then save to PDB. " + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "3fde180d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[-0.11982276 -0.11982857 -0.53824353 0.26057369 -0.45320065 -0.4532028\n", + " 0.49976881 0.49977265 0.0844758 0.16985231 0.16985503]\n", + " \n", + "Written [-0.11982276 -0.11982857 -0.53824353 0.26057369 -0.45320065 -0.4532028\n", + " 0.49976881 0.49977265 0.0844758 0.16985231 0.16985503] to dichloropyridine26_q+0.pdb\n" + ] + } + ], + "source": [ + "\n", + "workingBfactor = loadInput.atcharges['esp'][:]\n", + "print(workingBfactor)\n", + "\n", + "Final = load_one('intermediate.pdb')\n", + "Final.extra['bfactors'][:] = workingBfactor[:]\n", + "\n", + "print(\" \")\n", + "print(f\"Written {Final.extra['bfactors'][:]} to {outFile}\")\n", + "dump_one(test,outFile)" + ] + }, + { + "cell_type": "markdown", + "id": "80f09873", + "metadata": {}, + "source": [ + "## Visualizing our PDB File with ChimeraX \n", + "\n", + "ChimeraX is a tool capable of visualizing a variety of chemical file formats as well as DICOM Medical images, and is maintained by staff at the University of California San Francisco. \n", + "\n", + "To visualize our file:\n", + "\n", + "1. Open ChimeraX\n", + "2. Either enter into the ChimeraX Command Line `open outFile.pdb` or use File > Open from the uppermost toolbar \n", + "3. Once the PDB has been loaded, run from ChimeraX Command Line `label #1 atoms attribute bfactor` or use Actions > Label > Atoms > Other > Bfactor, from the afforementioned toolbar \n", + "\n", + "The below example is 2,6-Dichloropyridine, annotated with the Electrostatic Potential Charges obtained using IOData's `atcharge` function" + ] + }, + { + "cell_type": "markdown", + "id": "35dc311a", + "metadata": {}, + "source": [ + "## Consolidating 3D Annotations into a Function 3DAnnotate():\n", + "The afforementioned means to annotating 3D molecules has been consolidated into a script for ease of use and modularity\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "ab2441fb", + "metadata": {}, + "outputs": [], + "source": [ + "import iodata\n", + "from iodata import load_one, dump_one \n", + "\n", + "def Annotate3D(inFile):\n", + " \"\"\"\n", + " This script allows one to take an input file, generates an intermediate PDB file, then writes data values to the B Factor Column of the intermediate to produce the final output PDB\n", + " \n", + " To View Annotations In ChimeraX \n", + " -------------------------------\n", + " Download Chimerax\n", + " -----------------\n", + " Nightly and Stable Releases of ChimeraX can be found below, courtesy of University of California San Francisco\n", + " \n", + " https://www.cgl.ucsf.edu/chimerax/download.html\n", + " \n", + " Visualizing Annotation\n", + " ----------------------\n", + " 1. Open ChimeraX\n", + " 2. Either enter into the ChimeraX command line `open outFile.pdb` or use File > Open from the uppermost toolbar \n", + " 3. Once the PDB has been loaded, run from ChimeraX command line `label #1 atoms attribute bfactor` or use Actions > Label > Atoms > Other > Bfactor, from the afforementioned toolbar \n", + " \n", + " Yields \n", + " ------\n", + " This function produces a PDB File (outFile), which can then be viewed in ChimeraX\n", + " \n", + " Parameters\n", + " ----------\n", + " \n", + " inFile : str\n", + " This represents the input file, which should be a Gaussian CheckPoint File, also known as *.fchk\n", + " \n", + " workingBFactor, IOData call\n", + " This represents the data we wish to write to PDB B Factor Column and annotate.\n", + " While this example uses the IOData Call atcharges['esp'][:] to input electrostatic potential charges, it can be other values\n", + " IOData calls can be found here:\n", + " \n", + " https://iodata.readthedocs.io/en/latest/index.html\n", + " \n", + " interFile, str\n", + " This is the intermediate PDB File in which B Factor Values are written into, it is named 'intermediate.pdb'\n", + " \n", + " outFile, str\n", + " This is the final PDB File in which our B Factor Values are written into, originating from interFile\n", + " This is the file we open in ChimeraX\n", + " \n", + " title, str\n", + " Title of the molecule\n", + " \n", + " -------------- \n", + " End Parameters \n", + " \"\"\"\n", + "\n", + " \n", + " inFile = 'dichloropyridine26_q+0.fchk'\n", + " interFile = 'intermediate.pdb'\n", + " outFile = f\"{inFile[:-5]}.pdb\" \n", + " title = inFile[:-5]\n", + "\n", + " print(\"Filenames: \")\n", + " print(inFile)\n", + " print(interFile)\n", + " print(outFile)\n", + " print(\" \")\n", + " print(\"Name of Molecule:\")\n", + " print(title)\n", + " print(\" \")\n", + "\n", + " loadInput = load_one(inFile)\n", + " \n", + " # EDIT workingBFactor TO CHANGE ANNOTATION VALUES\n", + " workingBFactor = loadInput.atcharges['esp'][:] \n", + " \n", + " \n", + " print(\"Our Working B Factor to replace within IOData Dump : \")\n", + " print(workingBFactor)\n", + " print(f\"\\nWill be written to {outFile} and dumped\")\n", + " dump_one(loadInput,interFile)\n", + " \n", + " # END FUNCTION " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "ea486fba", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Filenames: \n", + "dichloropyridine26_q+0.fchk\n", + "intermediate.pdb\n", + "dichloropyridine26_q+0.pdb\n", + " \n", + "Name of Molecule:\n", + "dichloropyridine26_q+0\n", + " \n", + "Our Working B Factor to replace within IOData Dump : \n", + "[-0.11982276 -0.11982857 -0.53824353 0.26057369 -0.45320065 -0.4532028\n", + " 0.49976881 0.49977265 0.0844758 0.16985231 0.16985503]\n", + "\n", + "Will be written to dichloropyridine26_q+0.pdb and dumped\n" + ] + } + ], + "source": [ + "inFile = 'dichloropyridine26_q+0.fchk'\n", + "Annotate3D(inFile)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ceeb57a0", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:.conda-chemml_env] *", + "language": "python", + "name": "conda-env-.conda-chemml_env-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/annotate_3D/3DimensionAnnotation.py b/examples/annotate_3D/3DimensionAnnotation.py new file mode 100644 index 00000000..37a67657 --- /dev/null +++ b/examples/annotate_3D/3DimensionAnnotation.py @@ -0,0 +1,86 @@ +import iodata +from iodata import load_one, dump_one + +def Annotate3D(inFile): + + """ + This script allows one to take an input file, generates an intermediate PDB file, then writes data values to the B Factor Column of the intermediate to produce the final output PDB + + To View Annotations In ChimeraX + ------------------------------- + Download Chimerax + ----------------- + Nightly and Stable Releases of ChimeraX can be found below, courtesy of University of California San Francisco + + https://www.cgl.ucsf.edu/chimerax/download.html + + Visualizing Annotation + ---------------------- + 1. Open ChimeraX + 2. Either enter into the ChimeraX command line `open outFile.pdb` or use File > Open from the uppermost toolbar + 3. Once the PDB has been loaded, run from ChimeraX command line `label #1 atoms attribute bfactor` or use Actions > Label > Atoms > Other > Bfactor, from the afforementioned toolbar + + Yields + ------ + This function produces a PDB File (outFile), which can then be viewed in ChimeraX + + Parameters + ---------- + + inFile : str + This represents the input file, which should be a Gaussian CheckPoint File, also known as *.fchk + + workingBFactor : IOData call + This represents the data we wish to write to PDB B Factor Column and annotate. + While this example uses the IOData Call atcharges['esp'][:] to input electrostatic potential charges, it can be other values + IOData calls can be found here: + + https://iodata.readthedocs.io/en/latest/index.html + + interFile : str + This is the intermediate PDB File in which B Factor Values are written into, it is named 'intermediate.pdb' + + outFile : str + This is the final PDB File in which our B Factor Values are written into, originating from interFile + This is the file we open in ChimeraX + + title : str + Title of the molecule + + -------------- + End Parameters + """ + + inFile = 'dichloropyridine26_q+0.fchk' + interFile = 'intermediate.pdb' + outFile = f"{inFile[:-5]}.pdb" + title = inFile[:-5] + + print("Filenames: ") + print(inFile) + print(interFile) + print(outFile) + print(" ") + print("Name of Molecule:") + print(title) + print(" ") + + loadInput = load_one(inFile) + + # EDIT workingBFactor TO CHANGE ANNOTATION VALUES + workingBFactor = loadInput.atcharges['esp'][:] + + + print("Our Working B Factor to replace within IOData Dump : ") + print(workingBFactor) + print(f"\nWill be written to {outFile} and dumped") + dump_one(loadInput,interFile) + + # END FUNCTION + +# EXAMPLE OF Annotate3D(inFile) using 2,6-Dichloropyridine +inFile = 'dichloropyridine26_q+0.fchk' + +Annotate3D(inFile) + + diff --git a/examples/annotate_3D/dichloropyridine26_q+0.fchk b/examples/annotate_3D/dichloropyridine26_q+0.fchk new file mode 100644 index 00000000..57ddce99 --- /dev/null +++ b/examples/annotate_3D/dichloropyridine26_q+0.fchk @@ -0,0 +1,29188 @@ +dichloropyridine26_q+0 ub3lyp/cc-pvtz sp-stable +NA UB3LYP AUG-CC-PVDZ +Number of atoms I 11 +Number of electrons I 74 +Charge I 0 +Multiplicity I 1 +Number of alpha electrons I 37 +Number of beta electrons I 37 +Atomic numbers I N= 11 + 17 17 7 6 6 6 + 6 6 1 1 1 +Nuclear charges R N= 11 + 1.70000000E+01 1.70000000E+01 7.00000000E+00 6.00000000E+00 6.00000000E+00 + 6.00000000E+00 6.00000000E+00 6.00000000E+00 1.00000000E+00 1.00000000E+00 + 1.00000000E+00 +Current cartesian coordinates R N= 33 + -4.95130924E+00 2.31173977E+00 -2.64561659E-04 4.95149821E+00 2.31139962E+00 + 2.07869875E-04 7.55890453E-05 1.84250188E+00 -1.88972613E-05 -9.44863066E-05 + -3.41775868E+00 1.13383568E-04 -2.28277027E+00 -2.09580077E+00 -1.88972613E-05 + 2.28267578E+00 -2.09595195E+00 1.70075352E-04 -2.13763930E+00 5.39856962E-01 + -3.77945227E-05 2.13769600E+00 5.39705784E-01 7.55890453E-05 -1.70075352E-04 + -5.47831606E+00 1.51178091E-04 -4.10063012E+00 -3.05289036E+00 -7.55890453E-05 + 4.10047894E+00 -3.05315492E+00 2.83458920E-04 +Integer atomic weights I N= 11 + 35 35 14 12 12 12 + 12 12 1 1 1 +Real atomic weights R N= 11 + 3.49688527E+01 3.49688527E+01 1.40030740E+01 1.20000000E+01 1.20000000E+01 + 1.20000000E+01 1.20000000E+01 1.20000000E+01 1.00782504E+00 1.00782504E+00 + 1.00782504E+00 +Number of basis functions I 219 +Number of independent functions I 219 +Number of contracted shells I 91 +Number of primitive shells I 245 +Pure/Cartesian d shells I 0 +Pure/Cartesian f shells I 0 +Highest angular momentum I 2 +Largest degree of contraction I 9 +Shell types I N= 91 + 0 0 0 0 0 1 + 1 1 1 -2 -2 0 + 0 0 0 0 1 1 + 1 1 -2 -2 0 0 + 0 0 1 1 1 -2 + -2 0 0 0 0 1 + 1 1 -2 -2 0 0 + 0 0 1 1 1 -2 + -2 0 0 0 0 1 + 1 1 -2 -2 0 0 + 0 0 1 1 1 -2 + -2 0 0 0 0 1 + 1 1 -2 -2 0 0 + 0 1 1 0 0 0 + 1 1 0 0 0 1 + 1 +Number of primitives per shell I N= 91 + 9 8 8 1 1 6 + 6 1 1 1 1 9 + 8 8 1 1 6 6 + 1 1 1 1 7 7 + 1 1 3 1 1 1 + 1 7 7 1 1 3 + 1 1 1 1 7 7 + 1 1 3 1 1 1 + 1 7 7 1 1 3 + 1 1 1 1 7 7 + 1 1 3 1 1 1 + 1 7 7 1 1 3 + 1 1 1 1 3 1 + 1 1 1 3 1 1 + 1 1 3 1 1 1 + 1 +Shell to atom map I N= 91 + 1 1 1 1 1 1 + 1 1 1 1 1 2 + 2 2 2 2 2 2 + 2 2 2 2 3 3 + 3 3 3 3 3 3 + 3 4 4 4 4 4 + 4 4 4 4 5 5 + 5 5 5 5 5 5 + 5 6 6 6 6 6 + 6 6 6 6 7 7 + 7 7 7 7 7 7 + 7 8 8 8 8 8 + 8 8 8 8 9 9 + 9 9 9 10 10 10 + 10 10 11 11 11 11 + 11 +Primitive exponents R N= 245 + 1.27900000E+05 1.91700000E+04 4.36300000E+03 1.23600000E+03 4.03600000E+02 + 1.45700000E+02 5.68100000E+01 2.32300000E+01 6.64400000E+00 4.36300000E+03 + 1.23600000E+03 4.03600000E+02 1.45700000E+02 5.68100000E+01 2.32300000E+01 + 6.64400000E+00 2.57500000E+00 4.36300000E+03 1.23600000E+03 1.45700000E+02 + 5.68100000E+01 2.32300000E+01 6.64400000E+00 2.57500000E+00 5.37100000E-01 + 1.93800000E-01 6.08000000E-02 4.17600000E+02 9.83300000E+01 3.10400000E+01 + 1.11900000E+01 4.24900000E+00 1.62400000E+00 9.83300000E+01 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5.77337657E-18 -1.02804050E-15 + 7.77221551E-18 4.29940689E-18 1.08124080E-16 -4.14002600E-16 -2.50504912E-16 + 1.58848324E-16 4.20321042E-16 2.14400344E-16 -2.94807541E-16 -9.90121376E-16 + 1.29850871E-15 -7.60533413E-16 3.06089517E-16 3.62030284E-14 -3.11242574E-16 + -4.18398806E-16 1.86482774E-14 -6.47274732E-16 -6.89217792E-16 3.16019183E-15 + -9.08458718E-18 4.70557295E-16 -1.50583484E-15 2.42277165E-17 4.58114196E-17 + 1.05564141E-16 -1.46453182E-15 -1.16958309E-15 -3.98529425E-16 1.79222272E-16 + 6.08251183E-16 5.41379838E-16 8.39945823E-16 2.66184381E-15 1.36940346E-17 + 5.46561879E-16 -1.83030674E-14 -4.98937770E-16 2.31336980E-16 -1.09248548E-14 + -1.18979309E-15 -4.20473508E-16 -8.64109131E-17 -5.44797728E-17 -4.85858099E-18 + 2.02393441E-15 -3.03837733E-17 -9.07144758E-17 -3.36286638E-17 -4.85722573E-16 + 1.27334124E-15 3.18878682E-16 -3.15060628E-16 -1.27328110E-16 -8.40144875E-16 + 3.34350824E-16 1.76472432E-17 -8.71398379E-19 1.02673946E-16 -2.47657558E-16 + -1.96939184E-16 -2.65805715E-16 6.88926148E-16 9.17119815E-16 1.30537531E-16 + 1.90480604E-17 2.24832786E-17 1.24762109E-15 1.96654779E-16 9.13672139E-17 + 1.58464957E-15 9.14106522E-16 1.86304219E-15 -3.81131368E-16 -5.60776045E-17 + 2.71736640E-17 -9.54640013E-16 -3.31603870E-16 1.16282695E-16 -7.42353228E-16 +Mulliken Charges R N= 11 + -1.79840292E-01 -1.79847249E-01 5.00282381E-02 -4.09124182E-02 2.02394948E+00 + 2.02395830E+00 -8.64733236E-01 -8.64741310E-01 -6.75548637E-01 -6.46158147E-01 + -6.46154731E-01 +ESP Charges R N= 11 + -1.19822758E-01 -1.19828567E-01 -5.38243531E-01 2.60573695E-01 -4.53200648E-01 + -4.53202800E-01 4.99768812E-01 4.99772652E-01 8.44758043E-02 1.69852310E-01 + 1.69855031E-01 +NPA Charges R N= 11 + 1.19189886E-02 1.19124524E-02 -4.90125807E-01 -1.68930896E-01 -2.75738624E-01 + -2.75738798E-01 2.15242115E-01 2.15244277E-01 2.44723533E-01 2.55745673E-01 + 2.55747087E-01 +Cartesian Gradient R N= 33 + 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 + 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 + 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 + 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 + 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 + 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 0.00000000E+00 + 0.00000000E+00 0.00000000E+00 0.00000000E+00 +Dipole Moment R N= 3 + -7.03674905E-05 -1.48007948E+00 3.65119185E-05 +Quadrupole Moment R N= 6 + -2.47242692E-01 1.51877792E+00 -1.27153523E+00 -5.38260386E-05 7.62644773E-05 + -1.03177996E-04 diff --git a/examples/esp/chimeraxVisualizeIsosurface.py b/examples/esp/chimeraxVisualizeIsosurface.py new file mode 100644 index 00000000..1893488a --- /dev/null +++ b/examples/esp/chimeraxVisualizeIsosurface.py @@ -0,0 +1,158 @@ +def chimerax_isosurfaces(outFile,outSuffix, isoFile, colorFile, isoSurf, material='shiny', scalemin='compute',scalemax='compute',colorscheme='rainbow',representation='surface',lighting='full',shadows='False',negative=False): + """ + This script is designed to visualize the electrostatic potential isosurfaces generated from Chemtools + (original file is a Gaussian Checkpoint, then processed to cube files *_esp.cube and *_rho.cube, + representing the surface and map files respectively) + + Execution + ---------- + To execute, run: + + + Download ChimeraX + ----------------- + ChimeraX can be found here, with stable and nightly releases : + + https://www.cgl.ucsf.edu/chimerax/download.html + + Parameters + ---------- + session : as is + ChimeraX uses this to recognize to run this within the same session + + outFile : str + name of output file + + outSuffix " str + Suffix of output file + Options: + xyz + pdb + cxs (ChimeraX save file) ) + png (default) + cube + + isoFile : str + Input file to create the volume isosurfaces, + Should have suffix *_esp.cube + + colorFile : str + Input file to use as a color map + should have suffix *_rho.cube + NOTE: If colorizing is not needed or colorFile is not present, please use colorFile = None + + isoSurf : float + This float instructs ChimeraX to display a certain isosurface level + NOTE: There are disparities between appropriate values for VMD visualization and ChimeraX Visualization + + material : str + This defines the material for the surface volume rendering + Options: + shiny (default) + dull + + lighting : str + This defines the lighting of the render window + Options: + simple + full (default) + + shadows : str + Define if we want to include shadows in our render + Options: + True + False (default) + NOTE: cannot be boolean + + scalemin : float + Defines the minimum electrostatic potential for colorization + NOTE: If both scalemin and scalemax are set to 'compute', ChimeraX can determine the best minima and maxima to use + + scalemax : float + Defines the maximum electrostatic potential for colorization + NOTE: If both scalemin and scalemax are set to 'compute,' ChimeraX can determine the best minima and maxima to use + + representation : str + This defines how the isosurfaces should be rendered + Options: + surface (default and recommended) + mesh + colorscheme : str or color1:color2:color3:color(n+1)... format for custom schemes + This defines the colorization of the color gradient function, AKA palette in ChimeraX terminology + Options: + custom, formatted as color1:color2:color3:color(n+1) ... + rainbow (default) + red-white-blue + grayscale + + please see the following for more colorization options : + https://www.rbvi.ucsf.edu/chimerax/docs/user/commands/color.html#palette-options + + -------------- + End Parameters + + + """ + print("Writing ChimeraX Visualization Script") + outScript = f"{outFile}_chimeraxScript.py" # output script filename initialize + file = open(f"{outScript}","w") # open outputScript + + file.write("from chimerax.core.commands import run \n") + file.write("from chimerax.core import errors \n") + file.write("from chimerax import io \n") + + file.write(f"run(session, 'open {isoFile}') \n") + file.write(f"run(session, 'volume #1 style {representation} level {isoSurf}') \n") + + + # colorFile specified as None, will render without colorization + if colorFile == None : + print("\n", + "*********************************\n", + "WARNING: NO COLORFILE PROVIDED!!!\n", + "THIS IS NOT NECESSARILY AN ERROR\n", + "*********************************\n") + if negative == True: + isoSurfNegative = f"-{isoSurf}" + file.write(f"run(session, 'open {isoFile}') \n") # Open a second isoSurface file + file.write(f"run(session, 'volume #2 style {representation} level {isoSurfNegative}')\n") + else: + file.write(f"run(session, 'open {colorFile}')\n") # Open RHO + file.write(f"run(session, 'hide #2')\n") # Hides Colorfile from Rendering Window + + if scalemin != 'compute' and scalemax != 'compute': + file.write(f"run(session, 'color gradient #1 map #2 palette {colorscheme} range %{scalemin},{scalemax}') \n") + else: + file.write(f"run(session, 'color gradient #1 map #2 palette {colorscheme}') \n") + if negative == True: + isoSurfNegative = f"-{isoSurf}" + file.write(f"run(session, 'open {isoFile}') \n") # Open a second isoSurface file + file.write(f"run(session, 'volume #3 style {representation} level {isoSurfNegative}') \n") + # Rendering Options + file.write(f"run(session, 'material {material}') \n") # Establish surface material + file.write(f"run(session, 'lighting {lighting}') \n") # Establish lighting and shadows + file.write(f"run(session, 'lighting shadows {shadows}') \n") # Set Shadows + + # SAVE OUTFILE.OUTSUFFIX + file.write(f"run(session, 'save {outFile}.{outSuffix}') \n") + + print(f"ChimeraX Visualization Script {outScript} Written !") + file.close + print(f"You can now execute {outScript} by running 'chimerax {outScript}'") + print("Exiting...") + # END FUNCTION + +# BEGIN EXAMPLE + +isoFile= 'dichloropyridine26_q+0_rho.cube' +colorFile = 'dichloropyridine26_q+0_esp.cube' +# OUTPUT FILENAME AND SUFFIX HERE +outFile = isoFile[:-9] # Removes '_esp.cube' from esp cube file to generate name +outSuffix = 'png' + +#ISOSURFACE VALUES +isoSurf = .005 + + +chimerax_isosurfaces(outFile,outSuffix, isoFile, colorFile, isoSurf, material='shiny', scalemin='compute',scalemax='compute',colorscheme='rainbow',representation='surface',lighting='full',shadows='False',negative=False) +# EOF diff --git a/examples/esp/chimerax_vis_esp.py b/examples/esp/chimerax_vis_esp.py new file mode 100644 index 00000000..b6a706d6 --- /dev/null +++ b/examples/esp/chimerax_vis_esp.py @@ -0,0 +1,135 @@ + +from chimerax.core.commands import run +from chimerax.core import errors +from chimerax import io + +def print_chimerax_isosurfaces(session,outFile,outSuffix, isoFile, colorFile, isoSurf, material='shiny', scalemin='compute',scalemax='compute',colorscheme='rainbow',representation='surface', lighting='full', shadows='False'): + """ + This script is designed to visualize the electrostatic potential isosurfaces generated from Chemtools (original file is a Gaussian Checkpoint, then processed to cube files *_esp.cube and *_rho.cube, representing the surface and map files respectively) + + Execution + ---------- + To execute, run: + + chimerax + Download ChimeraX + ----------------- + ChimeraX can be found here, with stable and nightly releases : + + https://www.cgl.ucsf.edu/chimerax/download.html + + Parameters + ---------- + session : as is + ChimeraX uses this to recognize to run this within the same session + + outFile : str + name of output file + + outSuffix " str + Suffix of output file + Options: + xyz + pdb + cxs (ChimeraX save file) ) + png (default) + cube + + isoFile : str + Input file to create the volume isosurfaces, + Should have suffix *_esp.cube + + colorFile : str + Input file to use as a color map + should have suffix *_rho.cube + Note: If colorizing is not needed or colorFile is not present, please use colorFile = None + + isoSurf : float + This float instructs ChimeraX to display a certain isosurface level + NOTE: There are disparities between appropriate values for VMD visualization and ChimeraX Visualization + + material : str + This defines the material for the surface volume rendering + Options: + shiny (default) + dull + + lighting : str + This defines the lighting of the render window + Options: + simple + full (default) + + shadows : str + Define if we want to include shadows in our render + Options: + True + False (default) + NOTE: cannot be boolean + + scalemin : float + Defines the minimum electrostatic potential for colorization + NOTE: If both scalemin and scalemax are set to 'compute', ChimeraX can determine the best minima and maxima to use + + scalemax : float + Defines the maximum electrostatic potential for colorization + NOTE: If both scalemin and scalemax are set to 'compute,' ChimeraX can determine the best minima and maxima to use + + representation : str + This defines how the isosurfaces should be rendered + Options: + surface (default and recommended) + mesh + colorscheme : str or color1:color2:color3:color(n+1)... format for custom schemes + This defines the colorization of the color gradient function, AKA palette in ChimeraX terminology + Options: + custom, formatted as color1:color2:color3:color(n+1) ... + rainbow (default) + red-white-blue + grayscale + + please see the following for more colorization options : + https://www.rbvi.ucsf.edu/chimerax/docs/user/commands/color.html#palette-options + + -------------- + End Parameters + """ + + run(session, 'open %s' % (isoFile)) # Open ESP + run(session, 'volume #1 style %s level %s' % (representation , isoSurf)) # Setup Volume + + if colorFile == None : + print("No ColorFile") + + else: + run(session, 'open %s' % (colorFile)) # Open RHO + run(session, 'hide #2') # Hides Colorfile from Rendering Window + + if scalemin != 'compute' and scalemax != 'compute': + run(session, 'color gradient #1 map #2 palette %s range %s,%s' %(colorscheme, scalemin, scalemax)) + else: + run(session, 'color gradient #1 map #2 palette %s' % (colorscheme)) + + run(session, 'material %s' % (material)) # Establish surface material + run(session, 'lighting %s' % (lighting)) #Establish lighting and shadows + run(session, 'lighting shadows %s' % (shadows)) # Set Shadows + + # SAVE OUTFILE.OUTSUFFIX + run(session, 'save %s.%s' % (outFile,outSuffix)) + + #END FUNCTION + +# This Example uses 2,6-Dichloropyridine + +# INPUT FILE VALUES HERE +isoFile = 'dichloropyridine26_q+0_rho.cube' +colorFile = 'dichloropyridine26_q+0_esp.cube' + +# OUTPUT FILENAME AND SUFFIX HERE +outFile = isoFile[:-9] # Removes '_esp.cube' from esp cube file to generate name +outSuffix = 'png' + +#ISOSURFACE VALUES +isoSurf = .005 + +print_chimerax_isosurfaces(session,outFile,outSuffix,isoFile,colorFile,isoSurf,material='shiny',scalemin='compute',scalemax='compute',colorscheme='rainbow',representation='surface',lighting='full',shadows='False') diff --git a/examples/esp/ex001_esp_plot.py b/examples/esp/ex001_esp_plot.py index 51e22b0e..84c9d6a2 100644 --- a/examples/esp/ex001_esp_plot.py +++ b/examples/esp/ex001_esp_plot.py @@ -1,4 +1,4 @@ -r""" +""" =================================================== EX1: ESP from wave-function file & user-defied cube =================================================== diff --git a/examples/esp/ex002_esp_plot.py b/examples/esp/ex002_esp_plot.py index 7fc9dfb6..2db61a48 100644 --- a/examples/esp/ex002_esp_plot.py +++ b/examples/esp/ex002_esp_plot.py @@ -1,4 +1,4 @@ -r""" +""" ========================================= EX2: ESP from Molecule & user-defied cube ========================================= diff --git a/examples/plotting/2D_Plotting_Gradient.ipynb b/examples/plotting/2D_Plotting_Gradient.ipynb new file mode 100644 index 00000000..66bb1176 --- /dev/null +++ b/examples/plotting/2D_Plotting_Gradient.ipynb @@ -0,0 +1,720 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Plotting 2D Gradient Vector Field of Electrostatic Density \n", + "\n", + "## Introduction\n", + "This notebook is meant to visualize the 2 dimensional gradient vector field of the electronic density of the provided molecule\n", + "\n", + "## Dependencies\n", + "\n", + "1. [numpy](https://numpy.org/doc/stable/)\n", + "2. [matplotlib ](https://matplotlib.org/stable/contents.html)\n", + "3. [Chemtools](https://chemtools.org/usr_doc_installation.html) \n", + "\n", + "## Obtaining XYZ coordinates\n", + "\n", + "We use the chemtools call `mol.coordinates` to obtain the XYZ cartesian coordinates of our molecule, in this example, dichloropyrimidine. " + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initialized: \n", + " Number of basis functions : 219\n", + " Number of normalization constants : 453\n", + " Maximum shell type : 2\n", + " Center 0 : S9 S8 S8 S1 S1 P6 P6 P1 P1 Dp1 Dp1\n", + " Center 1 : S9 S8 S8 S1 S1 P6 P6 P1 P1 Dp1 Dp1\n", + " Center 2 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 3 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 4 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 5 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 6 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 7 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 8 : S3 S1 S1 P1 P1\n", + " Center 9 : S3 S1 S1 P1 P1\n", + " Center 10 : S3 S1 S1 P1 P1\n", + "\n", + "XYZ Coordinates: \n", + "[[-4.95130924e+00 2.31173977e+00 -2.64561659e-04]\n", + " [ 4.95149821e+00 2.31139962e+00 2.07869875e-04]\n", + " [ 7.55890453e-05 1.84250188e+00 -1.88972613e-05]\n", + " [-9.44863066e-05 -3.41775868e+00 1.13383568e-04]\n", + " [-2.28277027e+00 -2.09580077e+00 -1.88972613e-05]\n", + " [ 2.28267578e+00 -2.09595195e+00 1.70075352e-04]\n", + " [-2.13763930e+00 5.39856962e-01 -3.77945227e-05]\n", + " [ 2.13769600e+00 5.39705784e-01 7.55890453e-05]\n", + " [-1.70075352e-04 -5.47831606e+00 1.51178091e-04]\n", + " [-4.10063012e+00 -3.05289036e+00 -7.55890453e-05]\n", + " [ 4.10047894e+00 -3.05315492e+00 2.83458920e-04]]\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from mpl_toolkits import mplot3d\n", + "# mpl_toolkits.mplot3d import Axes3D\n", + "\n", + "from chemtools import Molecule\n", + "\n", + "\n", + "mol = Molecule.from_file(\"dichloropyridine26_q+0.fchk\")\n", + "coord = mol.coordinates\n", + "\n", + "print(\"XYZ Coordinates: \")\n", + "print(coord)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Rotate and Scale Operation\n", + "\n", + "We wish to force the molecular to be planar, we accomplish this using numpy's linear algebra capabilities, more specifically rotation and scaling operations. \n", + "\n", + "First, we use `np.cross()` to perform a cross product and `np.linalg.norm()` on our coordinates to generate an orthonormal set. \n", + "\n", + "Then, we have to perform our rotation operation\n", + "```\n", + "cos(x)) + a^2 * (1-cos(x) a*u*(1-cos(x) u*sin(x)\n", + "\n", + "a * u *(1-cos(x)) cos(x) + u^2 *(1-cos(x)) -a *sin(x)\n", + "\n", + "-u * sin(x) a * sin(x) cos(x) \n", + "```\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "coord1 = coord[0] \n", + "coord2 = coord[1]\n", + "coord3 = coord[2]\n", + "\n", + "v1, v2 = coord2 - coord1, coord3 - coord1\n", + "normal = np.cross(v1, v2)\n", + "normal /= np.linalg.norm(normal)\n", + "\n", + "a, b, c = normal\n", + "cos_theta = c\n", + "sin_theta = np.sqrt(a**2.0 + b**2.0)\n", + "u_1 = b / np.sqrt(a**2.0 + b**2.0)\n", + "u_2 = -a / np.sqrt(a**2.0 + b**2.0)\n", + "rot = np.array([\n", + " [cos_theta + u_1**2.0 * (1 - cos_theta), u_1 * u_2 * (1 - cos_theta), u_2 * sin_theta],\n", + " [u_1 * u_2 * (1 - cos_theta), cos_theta + u_2**2.0 * (1 - cos_theta), -u_1 * sin_theta],\n", + " [-u_2 * sin_theta, u_1 * sin_theta, cos_theta]\n", + "])\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot our rotated coordinates" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Generate a Grid\n", + "\n", + "To eventually plot our gradient vector field, we must initialize a \"grid\" with several points. Originally in 2D space, this will later be rotate back into 3D space" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[-11.15737795 -4.13120126 -1.00005684]\n" + ] + } + ], + "source": [ + "rot_coords = np.dot(rot, (coord - coord[0]).T).T\n", + "\n", + "\n", + "l_bnd = np.min(rot_coords, axis=0) - 1\n", + "u_bnd = np.max(rot_coords, axis=0) + 1\n", + "print(l_bnd)\n", + "step_size = 0.3\n", + "x_grid = np.arange(l_bnd[0], u_bnd[0] + step_size, step_size)\n", + "y_grid = np.arange(l_bnd[1], u_bnd[1] + step_size, step_size)\n", + "grid_2d = np.array(np.meshgrid(x_grid, y_grid)).T.reshape(-1,2)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Generating a Corresponding Affine Plane\n", + "\n", + "We now must plot our coordinates on the grid plane generated below." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "# Add zero z-axis and rotate it and translate it to the plane\n", + "grid_zeros = np.hstack((grid_2d, np.zeros((grid_2d.shape[0], 1), dtype=np.float)))\n", + "grid_plane = np.einsum(\"ij,kj->ki\", rot.T, grid_zeros)\n", + "assert np.all(np.abs(np.dot(grid_plane, normal)) < 1e-5)\n", + "grid_plane += coord[0]\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Computing Gradient and Plotting the Gradient Vector Field \n", + "\n", + "The gradient vector is a column vector of the partial derivative of each variable in a system. In the context of electron density of a molecule, the gradient vectors will become increasingly positive as one approaches individual atoms or functional groups that have a higher electrostatic potential, such as halogens or carboxylic acids.\n", + "\n", + "### Computing\n", + "\n", + "We use Chemtools `compute_gradient()` function on our input molecule and our previously generated grid plane to create our gradient vectors\n", + "\n", + "We then to perform a projection, which is the dot product of the computed gradients and the orthonormal vectors subtracted from the computed gradient vectors.\n", + "\n", + "### Plotting\n", + "\n", + "We wish to visualize this in 2 dimensional cartesian space, which is accomplished by performing the dot product on our projection (`proj_gradients`) and our orthonormal vector. \n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[ 1.70982687e-05 5.10868096e-04 -6.55691344e-09]\n", + " [-2.04658254e-05 8.72965114e-04 -1.29942129e-08]\n", + " [-1.34014657e-04 1.43885163e-03 -2.51374698e-08]\n", + " ...\n", + " [ 3.92944438e-08 -8.98940297e-06 1.84799988e-10]\n", + " [ 3.01288771e-09 -6.67502749e-06 1.34390522e-10]\n", + " [ 4.24791253e-09 -4.95304702e-06 9.83619427e-11]]\n" + ] + } + ], + "source": [ + "gradients = mol.compute_gradient(grid_plane)\n", + "print(gradients)\n", + "\n", + "proj_gradients = gradients - np.dot(gradients, normal)[:, np.newaxis] * normal\n", + "# Make sure it is on the plane by making sure it is orthogonal to the normal.\n", + "assert np.all(np.dot(proj_gradients, normal) < 1e-5)\n", + "# Rotate the projected gradients onto two-dimensions.\n", + "rot_proj_gradients = np.dot(rot, proj_gradients.T).T\n", + "assert np.all(np.abs(rot_proj_gradients[:, 2]) < 1e-8)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Rotate Projected Plane.\n", + "rot_proj_gradients /= np.linalg.norm(rot_proj_gradients, axis=1).reshape((-1, 1))\n", + "plt.figure(figsize=(10,10))\n", + "plt.quiver(grid_2d[:, 0], grid_2d[:, 1],\n", + " rot_proj_gradients[:, 0], rot_proj_gradients[:, 1],color='black', scale=30)\n", + "plt.plot(rot_coords[:, 0], rot_coords[:, 1], \"ro\", label=\"Molecular Coordinates\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Consolidation of Gradient Vector Plot into Function plotVectorFieldOverPlane()\n", + "The plotting of the gradient vector field has been consolidated into a function for ease of use and modularity " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "def plotVectorFieldOverPlane(inFile,step_size=0.32, title=''):\n", + " \"\"\"\n", + " This script will plot a vector quality of a molecule as a gradient plot\n", + " \n", + " Conda Environment\n", + " -----------------\n", + " This function must be executed in a conda environment containing: \n", + " chemtools\n", + " \n", + " link to configuring chemtools can be found here\n", + " \n", + " https://chemtools.org/usr_doc_installation.html\n", + " \n", + " Numpy\n", + " MatPlotLib \n", + " \n", + " Parameters\n", + " -----------\n", + " \n", + " inFile : str\n", + " This represents our input file.\n", + " Our example is dichloropyridine26_q+0.fchk\n", + " \n", + " stepSize : float\n", + " Step Size of 2D Affine Grid\n", + " \n", + " title : str\n", + " Title of plot\n", + " \n", + " mol : chemtools object\n", + " load inFile as chemtools Molecule module\n", + " \n", + " coord1 : np.ndarray()\n", + " First point on plane \n", + " \n", + " coord2 : np.ndarray() \n", + " Second Point on plane\n", + " \n", + " coord3 : np.ndarray() \n", + " Third Point on plane\n", + " \n", + " normal : np.cross()\n", + " Orthonormalization of coordinates\n", + " \n", + " rot : np.array()\n", + " Our rotation matrix\n", + " \n", + " rot_coords : np.dot()\n", + " Pass our coordinates through the rotation matrix to rotate our affine plane\n", + " \n", + " grid_zeros : np.hstack()\n", + " Populate our affine plane with zeros to then populate with our computer vector function\n", + " \n", + " vectorFunc : callabel() \n", + " Vector Field that inputs 3D point to 3D point \n", + " In this example, vectorFunc is mol.compute_gradient()\n", + " \n", + " color : str\n", + " Color of Gradient Arrows \n", + " \n", + " scale : int\n", + " Scale of Gradient Arrows\n", + " \n", + " --------------\n", + " End Parameters\n", + " \"\"\"\n", + " \n", + " \n", + " mol = Molecule.from_file(inFile)\n", + " coord = mol.coordinates\n", + " coord1 = coord[0] \n", + " coord2 = coord[1]\n", + " coord3 = coord[2]\n", + " \n", + " v1, v2 = coord2 - coord1, coord3 - coord1\n", + " normal = np.cross(v1, v2)\n", + " normal /= np.linalg.norm(normal)\n", + "\n", + " a, b, c = normal\n", + " \n", + " \n", + " a,b,c = normal\n", + " cos_theta = c\n", + " sin_theta = np.sqrt(a**2.0 + b**2.0)\n", + " u_1 = b / np.sqrt(a**2.0 + b**2.0)\n", + " u_2 = -a / np.sqrt(a**2.0 + b**2.0)\n", + " rot = np.array([\n", + " \n", + " [cos_theta + u_1**2.0 * (1 - cos_theta), u_1 * u_2 * (1 - cos_theta), u_2 * sin_theta],\n", + " [u_1 * u_2 * (1 - cos_theta), cos_theta + u_2**2.0 * (1 - cos_theta), -u_1 * sin_theta],\n", + " [-u_2 * sin_theta, u_1 * sin_theta, cos_theta]\n", + " \n", + " ])\n", + " rot_coords = np.dot(rot, (coord - coord[0]).T).T\n", + "\n", + "\n", + " l_bnd = np.min(rot_coords, axis=0) - 1\n", + " u_bnd = np.max(rot_coords, axis=0) + 1\n", + " print(l_bnd)\n", + " \n", + " x_grid = np.arange(l_bnd[0], u_bnd[0] + step_size, step_size)\n", + " y_grid = np.arange(l_bnd[1], u_bnd[1] + step_size, step_size)\n", + " grid_2d = np.array(np.meshgrid(x_grid, y_grid)).T.reshape(-1,2)\n", + "\n", + " # Add zero z-axis and rotate it and translate it to the plane\n", + " grid_zeros = np.hstack((grid_2d, np.zeros((grid_2d.shape[0], 1), dtype=np.float)))\n", + " grid_plane = np.einsum(\"ij,kj->ki\", rot.T, grid_zeros)\n", + " grid_plane += coord[0]\n", + " \n", + " vectorFunc = mol.compute_gradient(grid_plane)\n", + " gradients = vectorFunc\n", + " print(gradients)\n", + "\n", + " proj_gradients = gradients - np.dot(gradients, normal)[:, np.newaxis] * normal\n", + " rot_proj_gradients = np.dot(rot, proj_gradients.T).T\n", + " \n", + " # Rotate Projected Plane.\n", + " rot_proj_gradients /= np.linalg.norm(rot_proj_gradients, axis=1).reshape((-1, 1))\n", + " \n", + " #Visualize our plot \n", + " plt.figure(figsize=(10,10))\n", + " plt.quiver(grid_2d[:, 0], grid_2d[:, 1],\n", + " rot_proj_gradients[:, 0], rot_proj_gradients[:, 1],color='black', scale=45)\n", + " plt.plot(rot_coords[:, 0], rot_coords[:, 1], \"ro\", label=\"Molecular Coordinates\")\n", + " plt.legend()\n", + " \n", + " plt.title(title)\n", + " \n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initialized: \n", + " Number of basis functions : 219\n", + " Number of normalization constants : 453\n", + " Maximum shell type : 2\n", + " Center 0 : S9 S8 S8 S1 S1 P6 P6 P1 P1 Dp1 Dp1\n", + " Center 1 : S9 S8 S8 S1 S1 P6 P6 P1 P1 Dp1 Dp1\n", + " Center 2 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 3 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 4 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 5 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 6 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 7 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 8 : S3 S1 S1 P1 P1\n", + " Center 9 : S3 S1 S1 P1 P1\n", + " Center 10 : S3 S1 S1 P1 P1\n", + "\n", + "[-11.15737795 -4.13120126 -1.00005684]\n", + "[[ 1.70982687e-05 5.10868096e-04 -6.55691344e-09]\n", + " [-1.04931053e-05 7.99884048e-04 -1.16055706e-08]\n", + " [-8.37508916e-05 1.22474323e-03 -2.02612834e-08]\n", + " ...\n", + " [ 3.37264489e-08 -9.01586420e-06 1.84176696e-10]\n", + " [ 3.25398635e-09 -7.02805652e-06 1.41053402e-10]\n", + " [ 2.07112074e-09 -5.47775577e-06 1.08597246e-10]]\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from mpl_toolkits import mplot3d\n", + "# mpl_toolkits.mplot3d import Axes3D\n", + "\n", + "from chemtools import Molecule\n", + "\n", + "inFile = 'dichloropyridine26_q+0.fchk'\n", + "\n", + "plotVectorFieldOverPlane(inFile,step_size=0.25, title='Gradient Vector Field of Electrostatic Density')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Plotting Scalar Qualities of Molecules using Contour Plots\n", + "\n", + "## Introduction\n", + "\n", + "Scalar qualities, such as electron density, cannot be visualized as a gradient field. Instead, we can represent these qualities as level curves of a contour plot\n", + "\n", + "## Rotation Matrix\n", + "Much like the previous function detailing the creating of a 3D rotation matrix to rotate our affine plane.\n", + "\n", + "## Computing our Qualities Against the Affine Plane\n", + "In this example, we use `mol.compute_density()` to compute electron density against the affine plane. \n", + "\n", + "\n", + "## Plotting our Scalar Values\n", + "\n", + "Once rotated and computed, we can now initialize a figure and visualize our contour plot. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "def plotScalarFunctionContourPlot(inFile, step_size=0.3, title= 'Contour Plot'):\n", + " \"\"\"\n", + " This script will plot a vector quality of a molecule as a gradient plot\n", + " \n", + " Conda Environment\n", + " -----------------\n", + " This function must be executed in a conda environment containing: \n", + " chemtools\n", + " \n", + " link to configuring chemtools can be found here\n", + " \n", + " https://chemtools.org/usr_doc_installation.html\n", + " \n", + " Numpy\n", + " MatPlotLib \n", + " \n", + " Parameters\n", + " ----------\n", + " \n", + " inFile, str\n", + " This represents our input Gaussian Checkpoint *.fchk file\n", + " \n", + " mol, chemtools object\n", + " load inFile as chemtools Molecule module\n", + " \n", + " coord, chemtools API Call\n", + " cartesian coordinates of inFile\n", + " \n", + " rot, np.array()\n", + " Rotation Matrix used to rotate affine plane and normalize for plotting of scalarFunc\n", + " \n", + " \"\"\"\n", + " # Obtain Cartesian Coordinates\n", + " mol = Molecule.from_file(inFile)\n", + " coord = mol.coordinates\n", + " coord1 = coord[0] \n", + " coord2 = coord[1]\n", + " coord3 = coord[2]\n", + "\n", + " # Orthonormalization\n", + " v1, v2 = coord1 - coord3, coord2 - coord3\n", + " normal = np.cross(v1, v2)\n", + " normal /= np.linalg.norm(normal)\n", + " print(\"Orthonormal : \")\n", + " a, b, c = normal\n", + " \n", + " # This represents our Rotate and Scale Operation,\n", + " cos_theta = c\n", + " sin_theta = np.sqrt(a**2.0 + b**2.0)\n", + " u_1 = b / np.sqrt(a**2.0 + b**2.0)\n", + " u_2 = -a / np.sqrt(a**2.0 + b**2.0)\n", + " rot = np.array([\n", + " [cos_theta + u_1**2.0 * (1 - cos_theta), u_1 * u_2 * (1 - cos_theta), u_2 * sin_theta],\n", + " [u_1 * u_2 * (1 - cos_theta), cos_theta + u_2**2.0 * (1 - cos_theta), -u_1 * sin_theta],\n", + " [-u_2 * sin_theta, u_1 * sin_theta, cos_theta]\n", + " ])\n", + " \n", + " \n", + " \n", + " print(\"Rotation Operation: \")\n", + " print(rot)\n", + "\n", + " rot_coords = np.dot(rot, (coord - coord[0]).T).T\n", + " print(\"Rotation Coordinates: \")\n", + " print(rot_coords)\n", + " l_bnd = np.min(rot_coords, axis=0) - 1\n", + " u_bnd = np.max(rot_coords, axis=0) + 1\n", + "\n", + " x_grid = np.arange(l_bnd[0], u_bnd[0] + step_size, step_size)\n", + " y_grid = np.arange(l_bnd[1], u_bnd[1] + step_size, step_size)\n", + " grid_2d = np.array(np.meshgrid(x_grid, y_grid)).T.reshape(-1,2)\n", + " \n", + " # fill grid space with zeros to later populate with scalarFunc\n", + " grid_zeros = np.hstack((grid_2d, np.zeros((grid_2d.shape[0], 1), dtype=np.float)))\n", + " grid_plane = np.einsum(\"ij,kj->ki\", rot.T, grid_zeros)\n", + " grid_plane += coord[0]\n", + " print(\"Grid Plane:\")\n", + " print(grid_plane)\n", + "\n", + " # setup x,y for contour plot \n", + " x = grid_2d[:,0]\n", + " y = grid_2d[:,1]\n", + " xy = np.meshgrid(grid_2d[:,0],grid_2d[:,1])\n", + " \n", + " scalarFunc = mol.compute_density(grid_plane)\n", + "\n", + " # establish number of level curves\n", + " levels = np.array([0.001 * n * n for n in range(1000)])\n", + " \n", + " # reshape level curves array to resemble length of x and y , with Fortran style iteration\n", + " scalarFuncPlot = scalarFunc.reshape((len(x_grid), len(y_grid)), order=\"F\")\n", + " plt.figure(figsize=(10,10))\n", + " plt.contour(x_grid,y_grid,scalarFuncPlot, levels )\n", + " plt.title(\"Contour Plot of Electrostatic Density\")\n", + "\n", + " plt.show()\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initialized: \n", + " Number of basis functions : 219\n", + " Number of normalization constants : 453\n", + " Maximum shell type : 2\n", + " Center 0 : S9 S8 S8 S1 S1 P6 P6 P1 P1 Dp1 Dp1\n", + " Center 1 : S9 S8 S8 S1 S1 P6 P6 P1 P1 Dp1 Dp1\n", + " Center 2 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 3 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 4 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 5 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 6 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 7 : S7 S7 S1 S1 P3 P1 P1 Dp1 Dp1\n", + " Center 8 : S3 S1 S1 P1 P1\n", + " Center 9 : S3 S1 S1 P1 P1\n", + " Center 10 : S3 S1 S1 P1 P1\n", + "\n", + "Orthonormal : \n", + "Rotation Operation: \n", + "[[-6.97331320e-01 7.16748929e-01 -4.77061362e-05]\n", + " [ 7.16748929e-01 6.97331321e-01 2.01453432e-05]\n", + " [ 4.77061362e-05 -2.01453432e-05 -9.99999999e-01]]\n", + "Rotation Coordinates: \n", + "[[ 0.00000000e+00 0.00000000e+00 0.00000000e+00]\n", + " [-6.90578162e+00 7.09758945e+00 1.38194199e-19]\n", + " [-3.78908149e+00 3.22168550e+00 6.83567008e-21]\n", + " [-7.55924902e+00 -4.46580843e-01 -2.63191882e-05]\n", + " [-5.01995578e+00 -1.16084361e+00 -2.95672968e-05]\n", + " [-8.20369267e+00 2.11132954e+00 -7.37073181e-07]\n", + " [-3.23205529e+00 7.81105542e-01 -5.68426273e-05]\n", + " [-6.21348886e+00 3.84534212e+00 3.37365785e-05]\n", + " [-9.03609861e+00 -1.88352622e+00 -2.26066815e-05]\n", + " [-4.43829811e+00 -3.13120126e+00 -4.03176841e-05]\n", + " [-1.01573780e+01 2.74675040e+00 -8.11709351e-06]]\n", + "Grid Plane:\n", + "[[-1.31954229e-01 -8.56611497e+00 1.84489266e-04]\n", + " [ 8.30704494e-02 -8.35691557e+00 1.90532869e-04]\n", + " [ 2.98095128e-01 -8.14771618e+00 1.96576472e-04]\n", + " ...\n", + " [-3.23166990e-01 8.40867332e+00 -1.66595694e-04]\n", + " [-1.08142311e-01 8.61787272e+00 -1.60552091e-04]\n", + " [ 1.06882368e-01 8.82707212e+00 -1.54508488e-04]]\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from mpl_toolkits import mplot3d\n", + "\n", + "from chemtools import Molecule\n", + "\n", + "inFile = 'dichloropyridine26_q+0.fchk'\n", + "\n", + "\n", + "plotScalarFunctionContourPlot(inFile,step_size=0.3, title='Contour Plot' )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "chemtools", + "language": "python", + "name": "chemtools" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.18" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/plotting/plotScalarContour.py b/examples/plotting/plotScalarContour.py new file mode 100644 index 00000000..99efa9d4 --- /dev/null +++ b/examples/plotting/plotScalarContour.py @@ -0,0 +1,104 @@ +import numpy as np +import matplotlib.pyplot as plt +from mpl_toolkits import mplot3d +from chemtools import Molecule + +def plotScalarFunctionContourPlot(inFile, step_size=0.3, title= 'Contour Plot'): + """ + This script will plot a vector quality of a molecule as a gradient plot + + CONDA ENVIRONMENT + This function must be executed in a conda environment containing: + chemtools + + link to configuring chemtools can be found here + + https://chemtools.org/usr_doc_installation.html + + Numpy + MatPlotLib + PARAMETERS + + inFile, str + This represents our input Gaussian Checkpoint *.fchk file + + mol, chemtools object + load inFile as chemtools Molecule module + + coord, chemtools API Call + cartesian coordinates of inFile + + rot, np.array() + Rotation Matrix used to rotate affine plane and normalize for plotting of scalarFunc + + """ + # Obtain Cartesian Coordinates + mol = Molecule.from_file(inFile) + coord = mol.coordinates + coord1 = coord[0] + coord2 = coord[1] + coord3 = coord[2] + + # Orthonormalization + v1, v2 = coord1 - coord3, coord2 - coord3 + normal = np.cross(v1, v2) + normal /= np.linalg.norm(normal) + print("Orthonormal : ") + a, b, c = normal + + # This represents our Rotate and Scale Operation, + cos_theta = c + sin_theta = np.sqrt(a**2.0 + b**2.0) + u_1 = b / np.sqrt(a**2.0 + b**2.0) + u_2 = -a / np.sqrt(a**2.0 + b**2.0) + rot = np.array([ + [cos_theta + u_1**2.0 * (1 - cos_theta), u_1 * u_2 * (1 - cos_theta), u_2 * sin_theta], + [u_1 * u_2 * (1 - cos_theta), cos_theta + u_2**2.0 * (1 - cos_theta), -u_1 * sin_theta], + [-u_2 * sin_theta, u_1 * sin_theta, cos_theta] + ]) + + + + print("Rotation Operation: ") + print(rot) + + rot_coords = np.dot(rot, (coord - coord[0]).T).T + print("Rotation Coordinates: ") + print(rot_coords) + l_bnd = np.min(rot_coords, axis=0) - 1 + u_bnd = np.max(rot_coords, axis=0) + 1 + + x_grid = np.arange(l_bnd[0], u_bnd[0] + step_size, step_size) + y_grid = np.arange(l_bnd[1], u_bnd[1] + step_size, step_size) + grid_2d = np.array(np.meshgrid(x_grid, y_grid)).T.reshape(-1,2) + + # fill grid space with zeros to later populate with scalarFunc + grid_zeros = np.hstack((grid_2d, np.zeros((grid_2d.shape[0], 1), dtype=np.float))) + grid_plane = np.einsum("ij,kj->ki", rot.T, grid_zeros) + grid_plane += coord[0] + print("Grid Plane:") + print(grid_plane) + + # setup x,y for contour plot + x = grid_2d[:,0] + y = grid_2d[:,1] + xy = np.meshgrid(grid_2d[:,0],grid_2d[:,1]) + + scalarFunc = mol.compute_density(grid_plane) + + # establish number of level curves + levels = np.array([0.001 * n * n for n in range(1000)]) + + # reshape level curves array to resemble length of x and y , with Fortran style iteration + scalarFuncPlot = scalarFunc.reshape((len(x_grid), len(y_grid)), order="F") + plt.figure(figsize=(10,10)) + plt.contour(x_grid,y_grid,scalarFuncPlot, levels ) + plt.title("Contour Plot of Electrostatic Density") + + plt.show() + #END FUNCTION + +# Example using 2,6-Dichloropyridine +inFile = 'dichloropyridine26_q+0.fchk' + +plotScalarFunctionContourPlot(inFile, step_size=0.3, title= 'Contour Plot') diff --git a/examples/plotting/plotVectorField.py b/examples/plotting/plotVectorField.py new file mode 100644 index 00000000..44cf8d94 --- /dev/null +++ b/examples/plotting/plotVectorField.py @@ -0,0 +1,147 @@ +import numpy as np + +import matplotlib.pyplot as plt +from mpl_toolkits import mplot3d + +from chemtools import Molecule + +def plotVectorFieldOverPlane(inFile,step_size=0.32, title='Plot of Vector Field'): + """ + This script will plot a vector quality of a molecule as a gradient plot + + Conda Environment + ----------------- + This function must be executed in a conda environment containing: + chemtools + + link to configuring chemtools can be found here + + https://chemtools.org/usr_doc_installation.html + + Numpy + MatPlotLib + + Yields + ------ + This function will produce a gradient vector field representing the desired vector quality. + + Parameters + ----------- + + inFile : str + This represents our input file. + Our example is dichloropyridine26_q+0.fchk + + stepSize : float + Step Size of 2D Affine Grid + + title : str + Title of plot + + mol : chemtools object + load inFile as chemtools Molecule module + + coord1 : np.ndarray() + First point on plane + + coord2 : np.ndarray() + Second Point on plane + + coord3 : np.ndarray() + Third Point on plane + + normal : np.cross() + Orthonormalization of coordinates + + rot : np.array() + Our rotation matrix + + rot_coords : np.dot() + Pass our coordinates through the rotation matrix to rotate our affine plane + + grid_zeros : np.hstack() + Populate our affine plane with zeros to then populate with our computer vector function + + vectorFunc : callabel() + Vector Field that inputs 3D point to 3D point + In this example, vectorFunc is mol.compute_gradient() + + color : str + Color of Gradient Arrows + + scale : int + Scale of Gradient Arrows + + -------------- + End Parameters + """ + + # Obtain Coordinates + mol = Molecule.from_file(inFile) + coord = mol.coordinates + coord1 = coord[0] + coord2 = coord[1] + coord3 = coord[2] + + #Obtain Orthonormal + v1, v2 = coord2 - coord1, coord3 - coord1 + normal = np.cross(v1, v2) + normal /= np.linalg.norm(normal) + + a, b, c = normal + + # Rotate and Scale Operation + a,b,c = normal + cos_theta = c + sin_theta = np.sqrt(a**2.0 + b**2.0) + u_1 = b / np.sqrt(a**2.0 + b**2.0) + u_2 = -a / np.sqrt(a**2.0 + b**2.0) + rot = np.array([ + + [cos_theta + u_1**2.0 * (1 - cos_theta), u_1 * u_2 * (1 - cos_theta), u_2 * sin_theta], + [u_1 * u_2 * (1 - cos_theta), cos_theta + u_2**2.0 * (1 - cos_theta), -u_1 * sin_theta], + [-u_2 * sin_theta, u_1 * sin_theta, cos_theta] + + ]) + rot_coords = np.dot(rot, (coord - coord[0]).T).T + + + l_bnd = np.min(rot_coords, axis=0) - 1 + u_bnd = np.max(rot_coords, axis=0) + 1 + print(l_bnd) + + x_grid = np.arange(l_bnd[0], u_bnd[0] + step_size, step_size) + y_grid = np.arange(l_bnd[1], u_bnd[1] + step_size, step_size) + grid_2d = np.array(np.meshgrid(x_grid, y_grid)).T.reshape(-1,2) + + # Populate Affine Plane with Zeroes to then Populate Vector Qualities + grid_zeros = np.hstack((grid_2d, np.zeros((grid_2d.shape[0], 1), dtype=np.float))) + grid_plane = np.einsum("ij,kj->ki", rot.T, grid_zeros) + grid_plane += coord[0] + + vectorFunc = mol.compute_gradient(grid_plane) + gradients = vectorFunc + print(gradients) + + proj_gradients = gradients - np.dot(gradients, normal)[:, np.newaxis] * normal + rot_proj_gradients = np.dot(rot, proj_gradients.T).T + + # Rotate Projected Plane. + rot_proj_gradients /= np.linalg.norm(rot_proj_gradients, axis=1).reshape((-1, 1)) + + #Visualize our Plot + plt.figure(figsize=(10,10)) + plt.quiver(grid_2d[:, 0], grid_2d[:, 1], + rot_proj_gradients[:, 0], rot_proj_gradients[:, 1],color='black', scale=45) + plt.plot(rot_coords[:, 0], rot_coords[:, 1], "ro", label="Molecular Coordinates") + plt.legend() + + plt.title(title) + plt.show() + + # END FUNCTION + +# Example Using 2,6-Dichloropyridine +inFile = 'dichloropyridine26_q+0.fchk' + +plotVectorFieldOverPlane(inFile,step_size=0.32, title='Plot of Vector Field')