diff --git a/scripts/calcBEBCross.ipynb b/scripts/calcBEBCross.ipynb new file mode 100644 index 0000000..2abfb9b --- /dev/null +++ b/scripts/calcBEBCross.ipynb @@ -0,0 +1,196 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Computing BEB cross sections from the NIST orbital (norb) files\n", + "This notebook will demonstrate how to use the included `.norb` files to compute ionization cross sections for a list of molecules.\n", + "The required packages for the notebook are:\n", + "\n", + "The user can modify the following variables:\n", + "- `alecs_db`: Path of the database root folder\n", + "- `molList`: List of molecules of interest to compute. Only the first 10 will be plotted\n", + "- `Nene`: Energy resolution of the cross sections\n", + "- `eArr`: Log-spaced array for the electron-impact energy, modify bounds as needed. Default is 10 eV - 1 MeV" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from os import path\n", + "import copy\n", + "\n", + "a0 = 5.29177211E-9 #cm\n", + "memp = 5.44617E-4\n", + "mpme = 1836.\n", + "atom_list = ['H', 'He', 'C', 'N', 'O', 'P', 'S', 'Ar']\n", + "alecs_db = \"/Users/brandt/Data/ALeCS/\"\n", + "\n", + "molList = ['N2', 'NH3', 'CO2', 'H2O', 'PN', 'C2H2', 'CO', 'C2H4', 'NH2CHO', 'c-C6H6']\n", + "Nene = 256\n", + "eArr = np.logspace(1, 6, Nene)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This just loads in a convinent dictionary for all the molecules and their TeX formatting" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "molLatex = {}\n", + "f = open(\"molLatex.txt\", 'r')\n", + "for l in f.readlines():\n", + " s = l.split()\n", + " molLatex[s[0]] = s[1]\n", + "f.close()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Function to compute the BEB cross section from the NITS data" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "def BEBCross(eArr, B, U, N):\n", + " Nlev = len(B)\n", + " Ryd = 13.605\n", + " BEB = np.zeros(len(eArr))\n", + " for i in range(Nlev):\n", + " t = eArr/B[i]\n", + " u = U[i]/B[i]\n", + " Si = 4*np.pi*N[i]*(Ryd/B[i])**2\n", + " fac1 = (Si/(t + (u + 1.)))\n", + " fac2 = (np.log(t)/2.) * (1. - (1./(t**2)))\n", + " fac3 = (1. - (1./t) - (np.log(t)/(t + 1.)))\n", + " sigi = fac1*(fac2 + fac3)\n", + " sigi[np.where(t < 1)] = 0.0\n", + " BEB += sigi\n", + " return BEB" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Load in the NIST data, here using the MP2 data" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "BEBData = {}\n", + "BEBData['E'] = copy.copy(eArr)\n", + "\n", + "for mol in molList:\n", + " BEBdat = np.loadtxt(alecs_db+\"NIST_orbitals/mp2/%s.norb\"%mol, usecols=[1,2,3], comments=\"#\")\n", + " if BEBdat.ndim == 1:\n", + " BEBData[mol] = BEBCross(eArr, [BEBdat[0]], [BEBdat[1]], [BEBdat[2]])\n", + " else:\n", + " BEBData[mol] = BEBCross(eArr, BEBdat[:,0], BEBdat[:,1], BEBdat[:,2])" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "if len(molList) <= 10:\n", + " plotMolList = copy.copy(molList)\n", + "else:\n", + " plotMolList = molList[:10]\n", + "colors = ['#a6cee3', '#66c2a5', '#fc8d62', '#8da0cb', '#e78ac3', '#a6d854', '#ffd92f', '#e5c494', '#cab2d6', '#6a3d9a']\n", + "fig = plt.figure(figsize=(8,6))\n", + "ax = fig.add_subplot(111)\n", + "i = 0\n", + "for mi in molList: \n", + " ax.plot(BEBData['E'], BEBData[mi], '-', lw=2.5, color=colors[i], label=mi)\n", + " i += 1\n", + "ax.legend(fontsize=12, loc=1, ncols=2)\n", + "\n", + "ax.set_xscale('log')\n", + "ax.set_xlim(10, 1000)\n", + "ax.set_xlabel(\"Energy (eV)\", fontsize=16)\n", + "ax.set_ylabel(r\"$\\sigma/a_0^2$\", fontsize=16)\n", + "ax.tick_params(which='both', axis='both', labelsize=14)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Output in the ALeCS format the cross sections" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "for mol in molList:\n", + " with open(\"%s.xs\"%mol, 'w+') as f:\n", + " f.write(\"# %s cross section\\n\"%mol)\n", + " f.write(\"%d\\n\"%Nene)\n", + " for (ei, xsi) in zip(BEBData['E'], BEBData[mol]):\n", + " f.write(\"%.5e\\t%.5e\\n\"%(ei,xsi))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "py38", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}