{ "cells": [ { "cell_type": "markdown", "source": [ "# Perovskite-Si tandem cell with pyramidal surfaces\n", "\n", "This example shows how you can simulate a perovskite-Si tandem cell with pyramidal surface textures, where the perovskite and other surface layers are assumed to be deposited conformally (i.e., also in a pyramid shape) on top of the Si. The perovskite optical constants are from [this paper](https://pubs.acs.org/doi/pdf/10.1021/acsenergylett.8b00089). We will calculate total reflection, transmission and absorption per layer as well as the wavelength-dependent absorption profiles in the perovskite and Si, which can be used in e.g. device simulations.\n", "\n", "First, import relevant packages and RayFlare functions:" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 1, "outputs": [], "source": [ "import numpy as np\n", "\n", "from solcore.structure import Layer\n", "from solcore import material\n", "\n", "from rayflare.textures import regular_pyramids\n", "from rayflare.options import default_options\n", "from rayflare.ray_tracing import rt_structure\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "from cycler import cycler" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:52:34.478307Z", "start_time": "2024-09-21T17:52:33.894150Z" } } }, { "cell_type": "markdown", "source": [ "Now we set some relevant options. We will scan across 20 x 20 surface points of the pyramid unit cell between 300 and 1200 nm, for unpolarized, normally-incident light. The `randomize_surface` option is set to True to prevent [correlation between the incident position on the front and rear pyramids](https://aip.scitation.org/doi/pdf/10.1063/1.339189). The `n_jobs` option is set to -1, which means that all available cores will be used. If you want to use all but one core, change this to -2 etc. We also need to provide a `project_name` to save the lookup tables which will be calculated using TMM and used during ray-tracing." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 2, "outputs": [], "source": [ "wavelengths = np.linspace(300, 1200, 40) * 1e-9\n", "\n", "options = default_options()\n", "options.wavelength = wavelengths\n", "options.nx = 20\n", "options.ny = options.nx\n", "options.n_rays = 4 * options.nx**2\n", "options.depth_spacing = 1e-9\n", "options.pol = \"u\"\n", "options.I_thresh = 1e-3\n", "options.project_name = \"perovskite_Si_rt\"\n", "options.randomize_surface = True\n", "options.n_jobs = -1 # use all cores; to use all but one, change to -2 etc." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:52:34.481519Z", "start_time": "2024-09-21T17:52:34.479772Z" } } }, { "cell_type": "markdown", "source": [ "We define our materials. Note that some of these are custom materials added to the database; we only need to do this once (to run this on your own computer, please run the perovskite_Si_rt.py file from the examples folder). We then define the front layer stack (i.e. all the materials which are on top of the Si, excluding Si itself, which will be the 'bulk' material) and the rear layer stack. Layer stacks are always defined starting with the layer closest to the top of the cell." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 3, "outputs": [], "source": [ "Si = material(\"Si\")()\n", "Air = material(\"Air\")()\n", "MgF2 = material(\"MgF2_RdeM\")()\n", "ITO_back = material(\"ITO_lowdoping\")()\n", "Perovskite = material(\"Perovskite_CsBr_1p6eV\")()\n", "Ag = material(\"Ag_Jiang\")()\n", "aSi_i = material(\"aSi_i\")()\n", "aSi_p = material(\"aSi_p\")()\n", "aSi_n = material(\"aSi_n\")()\n", "LiF = material(\"LiF\")()\n", "IZO = material(\"IZO\")()\n", "C60 = material(\"C60\")()\n", "\n", "# stack based on doi:10.1038/s41563-018-0115-4\n", "front_materials = [\n", " Layer(100e-9, MgF2),\n", " Layer(110e-9, IZO),\n", " Layer(15e-9, C60),\n", " Layer(1e-9, LiF),\n", " Layer(440e-9, Perovskite),\n", " Layer(6.5e-9, aSi_n),\n", " Layer(6.5e-9, aSi_i),\n", "]\n", "\n", "back_materials = [Layer(6.5e-9, aSi_i), Layer(6.5e-9, aSi_p), Layer(240e-9, ITO_back)]" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:52:34.492332Z", "start_time": "2024-09-21T17:52:34.484543Z" } } }, { "cell_type": "markdown", "source": [ "Now we define our front and back surfaces, including `interface_layers`. We will use regular pyramids for both the front and back surface; these pyramids point out on both sides, but since the direction of the pyramids is defined relative to the front surface, we must set `upright=True` for the top surface and `upright=False` for the rear surface. We also gives the surfaces a name (used to save the lookup table data) and ask RayFlare to calculate the absorption profile in the 5th layer, which is the perovskite." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 4, "outputs": [], "source": [ "triangle_surf = regular_pyramids(\n", " elevation_angle=53,\n", " upright=True,\n", " size=1,\n", " interface_layers=front_materials,\n", " name=\"coh_front\",\n", " prof_layers=[5],\n", ")\n", "\n", "triangle_surf_back = regular_pyramids(\n", " elevation_angle=53,\n", " upright=False,\n", " size=1,\n", " interface_layers=back_materials,\n", " name=\"Si_back\",\n", ")" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:52:34.496022Z", "start_time": "2024-09-21T17:52:34.493795Z" } } }, { "cell_type": "markdown", "source": [ "Now we make our ray-tracing structure by combining the front and back surfaces, specifying the material in between (Si) and setting its width to 260 microns. In order to use the TMM lookuptables to calculate reflection/transmission/absorption probabilities we must also set `use_TMM=True`." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 5, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO: Pre-computing TMM lookup table(s)\n", "INFO: Existing lookup table found\n", "INFO: Existing lookup table found\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: 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"INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n" ] } ], "source": [ "rtstr_coh = rt_structure(\n", " textures=[triangle_surf, triangle_surf_back],\n", " materials=[Si],\n", " widths=[260e-6],\n", " incidence=Air,\n", " transmission=Ag,\n", " use_TMM=True,\n", " options=options,\n", " save_location=\"current\",\n", ")\n", "\n", "# calculate:\n", "result_coh = rtstr_coh.calculate(options)" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:53:12.777975Z", "start_time": "2024-09-21T17:52:34.496922Z" } } }, { "cell_type": "markdown", "source": [ "Now we define the same surfaces and structures again, except now we will treat all the layers incoherently (i.e. no thin-film interference) in the TMM." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 6, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO: Pre-computing TMM lookup table(s)\n", "INFO: Existing lookup table found\n", "INFO: Existing lookup table found\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", 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coherency_list=[\"i\"] * len(front_materials),\n", " name=\"inc_front\",\n", " prof_layers=[5],\n", ")\n", "\n", "triangle_surf_back = regular_pyramids(\n", " elevation_angle=55,\n", " upright=False,\n", " size=1,\n", " interface_layers=back_materials,\n", " coherency_list=[\"i\"] * len(back_materials),\n", " name=\"inc_back\",\n", ")\n", "\n", "rtstr_inc = rt_structure(\n", " textures=[triangle_surf, triangle_surf_back],\n", " materials=[Si],\n", " widths=[260e-6],\n", " incidence=Air,\n", " transmission=Ag,\n", " use_TMM=True,\n", " options=options,\n", " save_location=\"current\",\n", ")\n", "\n", "result_inc = rtstr_inc.calculate(options)" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:53:37.784038Z", "start_time": "2024-09-21T17:53:12.780768Z" } } }, { "cell_type": "markdown", "source": [ "Now we plot the results for reflection, transmission, and absorption per layer for both the coherent and incoherent cases." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 7, "outputs": [ { "data": { "text/plain": "
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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pal = sns.color_palette(\"husl\", n_colors=len(front_materials) + len(back_materials) + 2)\n", "\n", "cols = cycler(\"color\", pal)\n", "\n", "params = {\n", " \"axes.prop_cycle\": cols,\n", "}\n", "\n", "plt.rcParams.update(params)\n", "\n", "\n", "fig = plt.figure(figsize=(8, 3.7))\n", "plt.subplot(1, 1, 1)\n", "plt.plot(wavelengths * 1e9, result_coh[\"R\"], \"-ko\", label=\"R\")\n", "plt.plot(wavelengths * 1e9, result_coh[\"T\"], mfc=\"none\", label=\"T\")\n", "plt.plot(wavelengths * 1e9, result_coh[\"A_per_layer\"][:, 0], \"-o\", label='Si')\n", "plt.plot(wavelengths * 1e9, result_coh[\"A_per_interface\"][0], \"-o\",\n", " label=[None, \"IZO\", \"C60\", None, \"Perovskite\", None, None])\n", "plt.plot(wavelengths * 1e9, result_coh[\"A_per_interface\"][1], \"-o\",\n", " label=[None, None, \"ITO\"])\n", "\n", "plt.plot(wavelengths * 1e9, result_inc[\"R\"], \"--ko\", mfc=\"none\")\n", "plt.plot(wavelengths * 1e9, result_inc[\"T\"], mfc=\"none\")\n", "plt.plot(wavelengths * 1e9, result_inc[\"A_per_layer\"][:, 0], \"--o\", mfc=\"none\")\n", "plt.plot(wavelengths * 1e9, result_inc[\"A_per_interface\"][0], \"--o\", mfc=\"none\")\n", "plt.plot(wavelengths * 1e9, result_inc[\"A_per_interface\"][1], \"--o\", mfc=\"none\")\n", "\n", "plt.plot([300, 301], [0, 0], \"-k\", label=\"coherent\")\n", "plt.plot([300, 301], [0, 0], \"--k\", label=\"incoherent\")\n", "plt.xlabel(\"Wavelength (nm)\")\n", "plt.ylabel(\"R / A / T\")\n", "plt.ylim(0, 1)\n", "plt.xlim(300, 1200)\n", "plt.legend(bbox_to_anchor=(1.05, 1))\n", "plt.tight_layout()\n", "plt.show()" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:53:37.987820Z", "start_time": "2024-09-21T17:53:37.787892Z" } } }, { "cell_type": "markdown", "source": [ "We also plot the absorption profiles, for wavelengths up to 800 nm, in the perovskite." ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 8, "outputs": [ { "data": { "text/plain": "
", "image/png": 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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wl_Eg = wavelengths < 800e-9\n", "\n", "pal = sns.cubehelix_palette(sum(wl_Eg), reverse=True)\n", "cols = cycler(\"color\", pal)\n", "params = {\n", " \"axes.prop_cycle\": cols,\n", "}\n", "plt.rcParams.update(params)\n", "\n", "pos = np.arange(0, 440, options.depth_spacing*1e9)\n", "\n", "fig, (ax1, ax2) = plt.subplots(1,2)\n", "ax1.plot(pos, result_coh[\"interface_profiles\"][0][wl_Eg].T)\n", "ax1.set_ylim(0, 0.02)\n", "ax1.set_xlabel(\"z (nm)\")\n", "ax1.set_ylabel(\"a(z)\")\n", "ax1.set_title(\"Coherent\")\n", "ax2.plot(pos, result_inc[\"interface_profiles\"][0][wl_Eg].T)\n", "ax2.set_ylim(0, 0.02)\n", "ax2.yaxis.set_ticklabels([])\n", "ax2.set_xlabel(\"z (nm)\")\n", "ax2.set_title(\"Incoherent\")\n", "plt.show()" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:53:38.105320Z", "start_time": "2024-09-21T17:53:37.982464Z" } } }, { "cell_type": "markdown", "source": [ "We see that, as expected, the coherent case shows interference fringes while the incoherent case does not. We can also plot the absorption profile in the Si (> 800 nm):" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } } }, { "cell_type": "code", "execution_count": 9, "outputs": [ { "data": { "text/plain": "
", "image/png": 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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pos_bulk = pos = np.arange(0, 260, options.depth_spacing_bulk*1e6)\n", "fig, (ax1, ax2) = plt.subplots(1,2)\n", "ax1.semilogy(pos, result_coh[\"profile\"][~wl_Eg].T)\n", "ax1.set_ylim(1e-8, 0.00015)\n", "ax1.set_xlabel(\"z (um)\")\n", "ax1.set_ylabel(\"a(z)\")\n", "ax1.set_title(\"Coherent\")\n", "ax2.semilogy(pos, result_inc[\"profile\"][~wl_Eg].T)\n", "ax2.set_ylim(1e-8, 0.00015)\n", "ax2.yaxis.set_ticklabels([])\n", "ax2.set_xlabel(\"z (um)\")\n", "ax2.set_title(\"Incoherent\")\n", "plt.show()" ], "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" }, "ExecuteTime": { "end_time": "2024-09-21T17:53:38.425981Z", "start_time": "2024-09-21T17:53:38.115502Z" } } } ], "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 }