{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Ray-tracing with regular pyramids\n", "\n", "This example shows how to define a structure, and the form of the calculation outputs, for a silicon wafer with pyramid texturing on the front surface and a planar rear surface, and compares the results with those of a well-known wafer ray-tracer (PVLighthouse). The absorption profile is also calculated automatically." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "ExecuteTime": { "end_time": "2024-09-21T18:03:48.759243Z", "start_time": "2024-09-21T18:03:48.751699Z" } }, "outputs": [], "source": [ "import numpy as np\n", "\n", "from rayflare.ray_tracing import rt_structure\n", "from rayflare.textures import regular_pyramids, planar_surface\n", "from rayflare.options import default_options\n", "\n", "from solcore import material\n", "from solcore import si\n", "\n", "# imports for plotting\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We define the relevant materials. In this case, we are going to compare the results at the end with ray-tracing results from PVLighthouse's wafer ray tracer, so we want to make sure we are using exactly the same optical constant data. For this, we will use Solcore's ability to download and pull materials from the refractiveindex.info database. First we download the database (if you've already done this previously you will be prompted to ask if you would like to re-download it) and then we search it for the Green 2008 silicon optical constant data. We then define a Solcore material by referencing this search result (for this version of the database, it is the entry with page id 566). We then set some options: the number of rays to trace at each wavelengths, how many x/y points to scan across, the wavelengths, and that the computation should be done in parallel (by default this will use all the available cores)." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "ExecuteTime": { "end_time": "2024-09-21T18:03:48.791855Z", "start_time": "2024-09-21T18:03:48.755276Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Database file found at /Users/z3533914/.solcore/nk/nk.db\n", "1 results found.\n", "pageid\tshelf\tbook\tpage\tfilepath\thasrefractive\thasextinction\trangeMin\trangeMax\tpoints\n", "798\tmain\tSi\tGreen-2008\tmain/Si/Green-2008.yml\t1\t1\t0.25\t1.45\t121\n" ] } ], "source": [ "# setting up some colours for plotting\n", "pal = sns.color_palette(\"husl\", 4)\n", "\n", "\n", "# setting up Solcore materials\n", "Air = material(\"Air\")()\n", "\n", "from solcore.absorption_calculator import download_db, search_db\n", "\n", "# download_db()\n", "Si_Green2008 = search_db(\"Green-2008\")[0][0]\n", "Si = material(str(Si_Green2008), nk_db=True)()\n", "\n", "# number of x and y points to scan across\n", "nxy = 30\n", "\n", "# setting options\n", "options = default_options()\n", "options.wavelength = np.linspace(300, 1201, 100) * 1e-9\n", "options.nx = nxy\n", "options.ny = nxy\n", "options.n_rays = 2 * nxy**2\n", "options.depth_spacing_bulk = si(\"0.1um\")\n", "options.parallel = True" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define the structure: the front is made of inverted regular triangles (upright=False) with an opening angle of 55 degrees and a size of 2 microns. The back surface is planar. The rt_structure class takes a list of textures and a list of materials; there must always be one more entry in the list of textures than the number of materials (the incidence and transmission media are specified separately). We then calculate the reflection, transmission, and absorption per layer. The absorption profile will also be calculated because for ray-tracing this requires essentially no additional work, since it only uses Beer-Lambert like absorption." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "ExecuteTime": { "end_time": "2024-09-21T18:04:18.902701Z", "start_time": "2024-09-21T18:03:48.773691Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Database file found at /Users/z3533914/.solcore/nk/nk.db\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO: Calculating next wavelength...\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Material main/Si/Green-2008.yml loaded.\n", "Database file found at /Users/z3533914/.solcore/nk/nk.db\n", "Material main/Si/Green-2008.yml loaded.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next wavelength...\n", "INFO: Calculating next 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Calculating next wavelength...\n" ] } ], "source": [ "flat_surf = planar_surface(size=2) # pyramid size in microns\n", "triangle_surf = regular_pyramids(55, upright=False, size=2)\n", "\n", "# set up ray-tracing options\n", "rtstr = rt_structure(\n", " textures=[triangle_surf, flat_surf],\n", " materials=[Si],\n", " widths=[si(\"300um\")],\n", " incidence=Air,\n", " transmission=Air,\n", ")\n", "\n", "result = rtstr.calculate(options)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot results, and compare them with PVLighthouse ray-tracing results for the same structure." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "ExecuteTime": { "end_time": "2024-09-21T18:04:19.205944Z", "start_time": "2024-09-21T18:04:18.906969Z" } }, "outputs": [ { "data": { "text/plain": "
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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "PVlighthouse = np.loadtxt(\"data/RAT_data_300um_2um_55.csv\", delimiter=\",\", skiprows=1)\n", "\n", "fig = plt.figure(figsize=(9, 3.7))\n", "plt.subplot(1, 2, 1)\n", "plt.plot(\n", " options.wavelength * 1e9,\n", " result[\"R\"],\n", " \"-o\",\n", " color=pal[0],\n", " label=r\"R$_{total}$\",\n", " fillstyle=\"none\",\n", ")\n", "plt.plot(\n", " options.wavelength * 1e9,\n", " result[\"R0\"],\n", " \"-o\",\n", " color=pal[1],\n", " label=r\"R$_0$\",\n", " fillstyle=\"none\",\n", ")\n", "plt.plot(\n", " options.wavelength * 1e9,\n", " result[\"T\"],\n", " \"-o\",\n", " color=pal[2],\n", " label=r\"T\",\n", " fillstyle=\"none\",\n", ")\n", "plt.plot(\n", " options.wavelength * 1e9,\n", " result[\"A_per_layer\"][:, 0],\n", " \"-o\",\n", " color=pal[3],\n", " label=r\"A\",\n", " fillstyle=\"none\",\n", ")\n", "plt.plot(PVlighthouse[:, 0], PVlighthouse[:, 2], \"--\", color=pal[0])\n", "plt.plot(PVlighthouse[:, 0], PVlighthouse[:, 9], \"--\", color=pal[2])\n", "plt.plot(PVlighthouse[:, 0], PVlighthouse[:, 3], \"--\", color=pal[1])\n", "plt.plot(PVlighthouse[:, 0], PVlighthouse[:, 5], \"--\", color=pal[3])\n", "plt.title(\"a)\", loc=\"left\")\n", "plt.plot(-1, -1, \"-ok\", label=\"RayFlare\")\n", "plt.plot(-1, -1, \"--k\", label=\"PVLighthouse\")\n", "plt.xlabel(\"Wavelength (nm)\")\n", "plt.ylabel(\"R / A / T\")\n", "plt.ylim(0, 1)\n", "plt.xlim(300, 1200)\n", "\n", "plt.legend()\n", "\n", "A_single_pass = 1 - np.exp(-200e-6 * Si.alpha(options.wavelength))\n", "A_single_pass_PVL = 1 - np.exp(-200e-6 * Si.alpha(PVlighthouse[:, 0] / 1e9))\n", "lambertian = 4 * Si.n(options.wavelength) ** 2\n", "\n", "plt.subplot(1, 2, 2)\n", "plt.plot(\n", " options.wavelength * 1e9,\n", " result[\"A_per_layer\"][:, 0] / A_single_pass,\n", " \"-k\",\n", " label=\"RayFlare raytracer\",\n", ")\n", "plt.plot(\n", " PVlighthouse[:, 0],\n", " PVlighthouse[:, 5] / A_single_pass_PVL,\n", " \"--b\",\n", " label=\"PVLighthouse\",\n", ")\n", "plt.legend(loc=\"upper left\")\n", "plt.xlabel(\"Wavelength (nm)\")\n", "plt.ylabel(\"Path length enhancement\")\n", "plt.xlim(300, 1200)\n", "plt.title(\"b)\", loc=\"left\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plotting the absorption profile at wavelengths bigger than about 1000 nm:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "ExecuteTime": { "end_time": "2024-09-21T18:04:19.331698Z", "start_time": "2024-09-21T18:04:19.211907Z" } }, "outputs": [ { "data": { "text/plain": "
", "image/png": 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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "min_wl = 1000\n", "ind = np.argmin(np.abs(options.wavelength * 1e9 - min_wl))\n", "\n", "z_pos = np.arange(0, 300, options.depth_spacing_bulk * 1e6)\n", "\n", "plt.figure()\n", "pcm = plt.pcolormesh(\n", " z_pos, options.wavelength[ind:] * 1e9, result[\"profile\"][ind:, :], shading=\"auto\"\n", ")\n", "plt.colorbar(pcm)\n", "plt.gca().invert_yaxis()\n", "plt.xlabel(r\"Depth ($\\mu$m)\")\n", "plt.ylabel(\"Wavelength (nm)\")\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.8.6" } }, "nbformat": 4, "nbformat_minor": 4 }