{ "cells": [ { "cell_type": "markdown", "metadata": { "collapsed": true, "pycharm": { "name": "#%% md\n" } }, "source": [ "# Comparing models for a planar triple-junction solar cell structure - profile calculations\n", "\n", "This example uses the same structure as the previous, non-profile calculation example; reading through\n", "that example first will clarify this one.\n", "\n", "We are going to take the same structures, but instead of focusing on the wavelength-dependent absorption\n", "in each layer, we're going to look at the absorption profile in the front surface at only a few wavelengths,\n", "again to make sure all the different methods (as listed in the other example) give consistent results." ] }, { "cell_type": "code", "execution_count": 8, "outputs": [], "source": [ "import numpy as np\n", "\n", "# solcore imports\n", "from solcore.structure import Layer\n", "from solcore import material\n", "\n", "# rayflare imports\n", "from rayflare.textures import planar_surface\n", "from rayflare.structure import Interface, BulkLayer, Structure\n", "from rayflare.matrix_formalism import process_structure, calculate_RAT\n", "from rayflare.options import default_options\n", "from rayflare.transfer_matrix_method import tmm_structure\n", "\n", "# plotting imports\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "from cycler import cycler\n", "\n", "import warnings\n", "warnings.filterwarnings('ignore')\n", "\n", "pal = sns.cubehelix_palette(10, start=.5, rot=-.9)\n", "\n", "cols = cycler('color', pal)\n", "\n", "params = {'axes.prop_cycle': cols}\n", "\n", "plt.rcParams.update(params)" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:46:31.073398Z", "start_time": "2024-09-21T17:46:31.062568Z" } } }, { "cell_type": "code", "source": [ "# Thickness of bottom Ge layer\n", "bulkthick = 300e-6\n", "\n", "\n", "wavelengths = np.linspace(500, 1000, 7)*1e-9\n", "\n", "pal2 = sns.cubehelix_palette(len(wavelengths), start=.5, rot=-.9)\n", "\n", "# set options\n", "options = default_options()\n", "options.wavelength = wavelengths\n", "options.project_name = 'method_comparison_profile'\n", "options.n_rays = 250\n", "options.n_theta_bins = 3\n", "options.lookuptable_angles = 100\n", "options.parallel = True\n", "options.c_azimuth = 0.001\n", "\n", "# set up Solcore materials\n", "Ge = material('Ge')()\n", "GaAs = material('GaAs')()\n", "GaInP = material('GaInP')(In=0.5)\n", "Ag = material('Ag')()\n", "SiN = material('Si3N4')()\n", "Air = material('Air')()\n", "Ta2O5 = material('TaOx1')() # Ta2O5 (SOPRA database)\n", "MgF2 = material('MgF2')() # MgF2 (SOPRA database)\n", "\n", "\n", "front_materials = [Layer(120e-9, MgF2), Layer(74e-9, Ta2O5), Layer(464e-9, GaInP),\n", " Layer(1682e-9, GaAs)]\n", "back_materials = [Layer(100E-9, SiN)]\n", "\n", "fig2, axes2 = plt.subplots(2, 2, figsize=(9,7))\n", "ax5 = axes2[0,0]\n", "ax6 = axes2[0,1]\n", "ax7 = axes2[1,0]\n", "ax8 = axes2[1,1]\n", "\n", "plt.close()\n" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:46:31.104088Z", "start_time": "2024-09-21T17:46:31.068981Z" } }, "execution_count": 9, "outputs": [] }, { "cell_type": "markdown", "source": [ "This is so far the same as the previous example, except that we are using fewer wavelengths and we changed\n", "the project_name. The key difference in the\n", "subsequent cells is that we are going to specify that we want to do a profile calculation (which requires extreme\n", "computations, which may be time-consuming, and so are not done by default) by specifying the prof_layers argument in\n", "the Interfaces." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 10, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO: Making matrix for planar surface using TMM for element 0 in structure\n", "INFO: Existing angular redistribution matrices found\n", "INFO: Existing angular redistribution matrices found\n", "INFO: Making matrix for planar surface using TMM for element 2 in structure\n", "INFO: Existing angular redistribution matrices found\n", "INFO: After iteration 1: maximum power fraction remaining = 0.0\n" ] } ], "source": [ "front_surf = Interface('TMM', layers=front_materials, name = 'GaInP_GaAs_TMM',\n", " coherent=True, prof_layers=[1,2,3,4])\n", "back_surf = Interface('TMM', layers=back_materials, name = 'SiN_Ag_TMM',\n", " coherent=True, prof_layers=[1])\n", "\n", "\n", "bulk_Ge = BulkLayer(bulkthick, Ge, name = 'Ge_bulk') # bulk thickness in m\n", "\n", "SC = Structure([front_surf, bulk_Ge, back_surf], incidence=Air, transmission=Ag)\n", "\n", "process_structure(SC, options)\n", "\n", "results_TMM_Matrix = calculate_RAT(SC, options)\n", "\n", "profile = results_TMM_Matrix[2]\n", "\n", "prof_plot = profile[0]\n", "\n", "depths = np.linspace(0, len(prof_plot[0, :]) * options['depth_spacing'] * 1e9,\n", " len(prof_plot[0, :]))\n", "\n", "for i1 in np.arange(len(wavelengths)):\n", " ax5.plot(depths, prof_plot[i1, :], color=pal2[i1],\n", " label=str(round(options['wavelength'][i1] * 1e9, 1)))\n", "\n", "ax5.set_ylabel('Absorbed energy density (nm$^{-1}$)')\n", "ax5.legend(title='Wavelength (nm)')\n", "ax5.set_xlabel('Distance into surface (nm)')\n", "ax5.autoscale(tight=True)\n", "\n", "plt.close()" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:46:31.155166Z", "start_time": "2024-09-21T17:46:31.106332Z" } } }, { "cell_type": "code", "execution_count": 11, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO: Making RT/TMM lookuptable for element 0 in structure\n", "INFO: Existing lookup table found\n", "INFO: Making RT/TMM lookuptable for element 2 in structure\n", "INFO: Existing lookup table found\n", "INFO: Ray tracing with TMM lookup table for element 0 in structure\n", "INFO: Existing angular redistribution matrices found\n", "INFO: Existing angular redistribution matrices found\n", "INFO: Ray tracing with TMM lookup table for element 2 in structure\n", "INFO: Existing angular redistribution matrices found\n", "INFO: After iteration 1: maximum power fraction remaining = 0.0\n" ] } ], "source": [ "surf = planar_surface() # [texture, flipped texture]\n", "\n", "front_surf = Interface('RT_TMM', layers=front_materials, texture=surf,\n", " name = 'GaInP_GaAs_RT', coherent=True, prof_layers=[1,2,3,4])\n", "back_surf = Interface('RT_TMM', layers=back_materials, texture = surf,\n", " name = 'SiN_Ag_RT_50k', coherent=True, prof_layers=[1])\n", "\n", "SC = Structure([front_surf, bulk_Ge, back_surf], incidence=Air, transmission=Ag)\n", "\n", "process_structure(SC, options)\n", "\n", "results_RT = calculate_RAT(SC, options)\n", "\n", "profile = results_RT[2]\n", "\n", "prof_plot = profile[0]\n", "\n", "depths = np.linspace(0, len(prof_plot[0, :]) * options['depth_spacing'] * 1e9,\n", " len(prof_plot[0, :]))\n", "\n", "for i1 in np.arange(len(wavelengths)):\n", " ax6.plot(depths, prof_plot[i1, :], color=pal2[i1],\n", " label=str(round(options['wavelength'][i1] * 1e9, 1)))\n", "\n", "ax6.set_ylabel('Absorbed energy density (nm$^{-1}$)')\n", "ax6.set_xlabel('Distance into surface (nm)')\n", "ax6.autoscale(tight=True)\n", "\n", "plt.close()" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:46:31.205886Z", "start_time": "2024-09-21T17:46:31.157214Z" } } }, { "cell_type": "code", "execution_count": 12, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO: RCWA calculation for element 0 in structure\n", "INFO: RCWA calculation for wavelength = 666.6666666666667 nm\n", "INFO: RCWA calculation for wavelength = 500.00000000000006 nm\n", "INFO: RCWA calculation for wavelength = 1000.0000000000001 nm\n", "INFO: RCWA calculation for wavelength = 750.0 nm\n", "INFO: RCWA calculation for wavelength = 833.3333333333334 nm\n", "INFO: RCWA calculation for wavelength = 583.3333333333334 nm\n", "INFO: RCWA calculation for wavelength = 916.6666666666666 nm\n", "INFO: RCWA calculation for wavelength = 500.00000000000006 nm\n", "INFO: RCWA calculation for wavelength = 583.3333333333334 nm\n", "INFO: RCWA calculation for wavelength = 666.6666666666667 nm\n", "INFO: RCWA calculation for wavelength = 750.0 nm\n", "INFO: RCWA calculation for wavelength = 833.3333333333334 nm\n", "INFO: RCWA calculation for wavelength = 916.6666666666666 nm\n", "INFO: RCWA calculation for wavelength = 1000.0000000000001 nm\n", "INFO: RCWA calculation for element 2 in structure\n", "INFO: RCWA calculation for wavelength = 500.00000000000006 nm\n", "INFO: RCWA calculation for wavelength = 583.3333333333334 nm\n", "INFO: RCWA calculation for wavelength = 666.6666666666667 nm\n", "INFO: RCWA calculation for wavelength = 750.0 nm\n", "INFO: RCWA calculation for wavelength = 833.3333333333334 nm\n", "INFO: RCWA calculation for wavelength = 1000.0000000000001 nm\n", "INFO: RCWA calculation for wavelength = 916.6666666666666 nm\n", "INFO: After iteration 1: maximum power fraction remaining = 0.0\n" ] } ], "source": [ "front_surf = Interface('RCWA', layers=front_materials, name = 'GaInP_GaAs_RCWA',\n", " coherent=True, d_vectors = ((500,0), (0,500)), rcwa_orders=2,\n", " prof_layers=[1,2,3,4])\n", "back_surf = Interface('RCWA', layers=back_materials, name = 'SiN_Ag_RCWA',\n", " coherent=True, d_vectors = ((500,0), (0,500)), rcwa_orders=2,\n", " prof_layers=[1])\n", "\n", "\n", "SC = Structure([front_surf, bulk_Ge, back_surf], incidence=Air, transmission=Ag)\n", "\n", "process_structure(SC, options)\n", "\n", "results_RCWA_Matrix = calculate_RAT(SC, options)\n", "\n", "profile = results_RCWA_Matrix[2]\n", "\n", "prof_plot = profile[0]\n", "\n", "depths = np.linspace(0, len(prof_plot[0, :]) * options['depth_spacing'] * 1e9,\n", " len(prof_plot[0, :]))\n", "\n", "for i1 in np.arange(len(wavelengths)):\n", " ax7.plot(depths, prof_plot[i1, :], color=pal2[i1],\n", " label=str(round(options['wavelength'][i1] * 1e9, 1)))\n", "\n", "ax7.set_ylabel('Absorbed energy density (nm$^{-1}$)')\n", "ax7.set_xlabel('Distance into surface (nm)')\n", "ax7.autoscale(tight=True)\n", "\n", "plt.close()" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:46:31.448877Z", "start_time": "2024-09-21T17:46:31.207979Z" } } }, { "cell_type": "code", "execution_count": 13, "outputs": [ { "data": { "text/plain": "
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" }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "all_layers = front_materials + [Layer(bulkthick, Ge)] + back_materials\n", "\n", "coh_list = len(front_materials)*['c'] + ['i'] + ['c']\n", "options.coherency_list = coh_list\n", "options.coherent = False\n", "\n", "OS_layers = tmm_structure(all_layers, incidence=Air, transmission=Ag, no_back_reflection=False)\n", "\n", "TMM_res = OS_layers.calculate(options, profile=[1,2,3,4,5, 6])\n", "\n", "for i1 in np.arange(len(wavelengths)):\n", " ax8.plot(depths, TMM_res['profile'][i1, :len(depths)], color=pal2[i1],\n", " label=str(round(options['wavelength'][i1] * 1e9, 1)))\n", "\n", "ax8.set_ylabel('Absorbed energy density (nm$^{-1}$)')\n", "ax8.set_xlabel('Distance into surface (nm)')\n", "\n", "ax8.autoscale(tight=True)\n", "\n", "fig2.tight_layout()\n", "fig2" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:46:32.073355Z", "start_time": "2024-09-21T17:46:31.450766Z" } } } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.6" } }, "nbformat": 4, "nbformat_minor": 0 }