{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "9e20045a-08cf-4c1a-aa94-8f275715b447",
   "metadata": {},
   "source": [
    "# Polarization Splitting Grating Coupler\n",
    "\n",
    "**Author: Carson Valdez, Graduate Student at Stanford University**\n",
    "\n",
    "Here we model the quasi fundamental TE mode of orthogonal integrated waveguides with the horizontal and vertical polarization states with a normally incident centered free space beam. Using Tidy3D finite-difference time-domain (FDTD), simulations of electromagnetic waves incident on such a PSGC model the coupling to the four ports of the coupler as a function of polarization angle.\n",
    "\n",
    "<img src=\"img/PSGC.png\" alt=\"diagram\" width=\"700\"/>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b15a6fd6-5f25-431a-b35b-18fc1096c58a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:25:03 EST </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Configuration found in legacy location </span><span style=\"color: #008000; text-decoration-color: #008000\">'~/.tidy3d'</span><span style=\"color: #800000; text-decoration-color: #800000\">.       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">Consider running </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d config migrate'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                          </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:25:03 EST\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Configuration found in legacy location \u001b[0m\u001b[32m'~/.tidy3d'\u001b[0m\u001b[31m.       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mConsider running \u001b[0m\u001b[32m'tidy3d config migrate'\u001b[0m\u001b[31m.                          \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "########################################## Import Libraries #########################################\n",
    "#####################################################################################################\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import tidy3d as td\n",
    "from tidy3d import web\n",
    "from tidy3d.plugins.mode import ModeSolver\n",
    "\n",
    "#####################################################################################################\n",
    "#####################################################################################################"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c6840478-13bc-44ed-aa4c-55fdbf9a2af6",
   "metadata": {},
   "source": [
    "## Design Parameters\n",
    "\n",
    "Define Global Parameters for the Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "17b0abe7-9f22-4af6-a563-6561f39089b6",
   "metadata": {},
   "outputs": [],
   "source": [
    "####################################### Wavelength Parameters #######################################\n",
    "#####################################################################################################\n",
    "\n",
    "lda0 = 1.55                                                                                         # Central wavelength\n",
    "freq0 = td.C_0 / lda0                                                                               # Central frequency\n",
    "ldas = np.linspace(1.5, 1.6, 101)                                                                   # Wavelength range\n",
    "freqs = td.C_0 / ldas                                                                               # Frequency range\n",
    "fwidth = 0.5 * (np.max(freqs) - np.min(freqs))                                                      # Width of the source frequency range\n",
    "\n",
    "######################################### Material Libraries ########################################\n",
    "#####################################################################################################\n",
    "\n",
    "si = td.material_library[\"cSi\"][\"Palik_Lossless\"]                                                   # Load Silicon Library\n",
    "sio2 = td.material_library[\"SiO2\"][\"Palik_Lossless\"]                                                # Load Silicon Dioxide Library\n",
    "\n",
    "######################################### Device Parameters #########################################\n",
    "#####################################################################################################\n",
    "\n",
    "w_wg = 13.0                                                                                         # Waveguide Width\n",
    "t_wg = 0.22                                                                                         # Silicon Layer Thickness\n",
    "l_wg = 5.0                                                                                          # I/O straight waveguide length\n",
    "\n",
    "ff = 0.5                                                                                            # Grating Fill Factor\n",
    "pitch = 0.556                                                                                       # Grating Pitch\n",
    "Ng = 23                                                                                             # Number of Grating Periods\n",
    "\n",
    "t_box  = 3.0                                                                                        # Buried Oxide Thickness\n",
    "t_sub  = 1.0                                                                                        # Substrate Thickness (Arbitrary)\n",
    "t_clad = 4.0                                                                                        # Cladding Thickness\n",
    "\n",
    "t_etch = 0.07                                                                                       # Etch Depth\n",
    "w_etch = ff*pitch                                                                                   # Etch Width\n",
    "\n",
    "w0 = 5.2                                                                                            # Beam_Waist\n",
    "theta = 0                                                                                           # Beam Angle 1\n",
    "phi = 0                                                                                             # Beam Angle 2\n",
    "pol_angle = 0                                                                                       # Polarization Angle (0 = Ex, np.pi = Ey)\n",
    "\n",
    "inf_eff = 1000                                                                                      # Effective infinity\n",
    "\n",
    "#####################################################################################################\n",
    "#####################################################################################################\n",
    "\n",
    "Lx = 2*l_wg+w_wg                                         # simulation domain size in x direction\n",
    "Ly = 2*l_wg+w_wg                                         # simulation domain size in y direction\n",
    "Lz = t_sub + t_clad + t_box + t_wg                       # simulation domain size in z direction\n",
    "sim_size = (Lx, Ly, Lz)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ef8380d-00f5-4b62-b922-15d7317bfc2d",
   "metadata": {},
   "source": [
    "## Geometry\n",
    "\n",
    "Define the Geometric Structure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d0d3038b-48e6-43aa-8399-a7e97212de70",
   "metadata": {},
   "outputs": [],
   "source": [
    "######################################### Generate Geometry #########################################\n",
    "#####################################################################################################\n",
    "\n",
    "Substrate = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -inf_eff, -inf_eff), \n",
    "                                rmax=(inf_eff, inf_eff, -t_wg/2 - t_box)),\n",
    "    medium=si,\n",
    ")\n",
    "\n",
    "Buried_Ox = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -inf_eff, -t_wg/2 - t_box), \n",
    "                                rmax=(inf_eff, inf_eff, -t_wg/2)),\n",
    "    medium=sio2,\n",
    ")\n",
    "\n",
    "Cladding = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -inf_eff, -t_wg/2), \n",
    "                                rmax=(inf_eff, inf_eff, t_wg/2 + t_clad + inf_eff)),\n",
    "    medium=sio2,\n",
    ")\n",
    "\n",
    "Waveguide_Horz = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -w_wg/2, -t_wg/2), \n",
    "                                rmax=(inf_eff, w_wg/2, t_wg/2)),\n",
    "    medium=si,\n",
    ")\n",
    "\n",
    "Waveguide_Vert = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-w_wg/2, -inf_eff, -t_wg/2), \n",
    "                                rmax=(w_wg/2, inf_eff, t_wg/2)),\n",
    "    medium=si,\n",
    ")\n",
    "\n",
    "PSGC = [Substrate, Buried_Ox, Cladding, Waveguide_Horz, Waveguide_Vert]\n",
    "\n",
    "#####################################################################################################\n",
    "#####################################################################################################\n",
    "\n",
    "for i in range(Ng):\n",
    "    for j in range(Ng):\n",
    "    \n",
    "        etch = td.Structure(\n",
    "        geometry=td.Box.from_bounds(rmin=( (i-int((Ng-1)/2))*pitch - w_etch/2, (j-int((Ng-1)/2))*pitch - w_etch/2, t_wg/2-t_etch), \n",
    "                                    rmax=( (i-int((Ng-1)/2))*pitch + w_etch/2, (j-int((Ng-1)/2))*pitch + w_etch/2, t_wg/2)),\n",
    "        medium=sio2,\n",
    "        )\n",
    "\n",
    "        PSGC.append(etch)\n",
    "\n",
    "#####################################################################################################\n",
    "#####################################################################################################"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2855c856-2ac3-4891-8e46-34edb2ab86ac",
   "metadata": {},
   "source": [
    "## Source, Monitors, and Meshing\n",
    "\n",
    "Define a normally incident, centered gaussian beam source along with mode monitors at each of the ports of the PSGC. Field monitors are used to record cross sections of the simulated fields. Lastly a mesh override is defined over the full silicon layer."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "9c6837b8-b258-44c8-b13e-6749b2afaa8f",
   "metadata": {},
   "outputs": [],
   "source": [
    "########################################## Generate Source ##########################################\n",
    "#####################################################################################################\n",
    "\n",
    "pulse = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n",
    "\n",
    "# Source definition\n",
    "gauss_source = td.GaussianBeam(\n",
    "  center=(0, 0, t_wg + 2),\n",
    "  size=(Lx, Ly, 0),\n",
    "  source_time=pulse,\n",
    "  direction='-',\n",
    "  pol_angle=pol_angle,\n",
    "  angle_theta=theta,\n",
    "  angle_phi=phi,\n",
    "  waist_radius=w0,\n",
    "  waist_distance=0,\n",
    "  name=\"gauss_source\",\n",
    ")\n",
    "\n",
    "########################################### Mode Monitors ###########################################\n",
    "#####################################################################################################\n",
    "\n",
    "mode_spec = td.ModeSpec(num_modes=5, target_neff=3.5, group_index_step = True, )\n",
    "\n",
    "left = td.ModeMonitor(\n",
    "    center=(-Lx/2 + 1, 0, t_wg/2),\n",
    "    size=(0, w_wg + 5, 6 * t_wg),\n",
    "    freqs=freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"left\",\n",
    ")\n",
    "\n",
    "right = td.ModeMonitor(\n",
    "    center=(Lx/2 - 1, 0, t_wg/2),\n",
    "    size=(0, w_wg + 5, 6 * t_wg),\n",
    "    freqs=freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"right\",\n",
    ")\n",
    "\n",
    "top = td.ModeMonitor(\n",
    "    center=(0, Ly/2 - 1, t_wg/2),\n",
    "    size=(w_wg + 5, 0, 6 * t_wg),\n",
    "    freqs=freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"top\",\n",
    ")\n",
    "\n",
    "bot = td.ModeMonitor(\n",
    "    center=(0, -Ly/2 + 1, t_wg/2),\n",
    "    size=(w_wg + 5, 0, 6 * t_wg),\n",
    "    freqs=freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"bot\",\n",
    ")\n",
    "\n",
    "########################################### Field Monitors ##########################################\n",
    "#####################################################################################################\n",
    "\n",
    "XY_cross = td.FieldMonitor(\n",
    "    center=(0, 0, t_wg/2), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"XY_cross\"\n",
    ")\n",
    "\n",
    "XZ_cross = td.FieldMonitor(\n",
    "    center=(0, 0, t_wg/2), size=(td.inf, 0, td.inf), freqs=[freq0], name=\"XZ_cross\"\n",
    ")\n",
    "\n",
    "YZ_cross = td.FieldMonitor(\n",
    "    center=(0, 0, t_wg/2), size=(0, td.inf, td.inf), freqs=[freq0], name=\"YZ_cross\"\n",
    ")\n",
    "\n",
    "############################################ Fine Meshing ###########################################\n",
    "#####################################################################################################\n",
    "\n",
    "override_gc = td.MeshOverrideStructure(\n",
    "    name = 'override_gc',\n",
    "    geometry = td.Box(center = [0, 0, 0], size = [td.inf, td.inf, 6*t_wg]),\n",
    "    dl = [0.02, 0.02, 0.02],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38f1fbb3-79e7-423f-be18-b74895473a12",
   "metadata": {},
   "source": [
    "## Set Up Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9b75d101-5a1e-4f40-875a-4d75a41e7c82",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:25:04 EST </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: More than </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">200</span><span style=\"color: #800000; text-decoration-color: #800000\"> structures use the same medium. For         </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">performance, use a </span><span style=\"color: #008000; text-decoration-color: #008000\">'GeometryGroup'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or boolean operations to combine</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">geometries that share a medium.                                    </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:25:04 EST\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: More than \u001b[0m\u001b[1;36m200\u001b[0m\u001b[31m structures use the same medium. For         \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mperformance, use a \u001b[0m\u001b[32m'GeometryGroup'\u001b[0m\u001b[31m or boolean operations to combine\u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mgeometries that share a medium.                                    \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "run_time = 2e-12  # simulation run time\n",
    "\n",
    "# construct simulation\n",
    "sim = td.Simulation(\n",
    "    center=(0, 0, t_wg/2),\n",
    "    size=sim_size,\n",
    "    grid_spec = td.GridSpec(grid_x = td.AutoGrid(min_steps_per_wvl = 20, dl_min = 0), grid_y = td.AutoGrid(min_steps_per_wvl = 20, dl_min = 0), grid_z = td.AutoGrid(min_steps_per_wvl = 20, dl_min = 0), wavelength = lda0, override_structures = [override_gc], ),\n",
    "    structures=PSGC,\n",
    "    sources=[gauss_source],\n",
    "    monitors=[left, right, top, bot, XY_cross, XZ_cross, YZ_cross],\n",
    "    run_time=run_time,\n",
    "    version = '2.10.0',\n",
    "    subpixel = td.SubpixelSpec(pec = td.PECConformal(), ),\n",
    "    medium=sio2,\n",
    ")\n",
    "sim.plot_eps(z = t_wg/2 - t_etch/2, freq=freq0, vlim = (-10, 10), hlim = (-10, 10))\n",
    "sim.plot_eps(y=0, freq=freq0, vlim = (-4, 4), hlim = (-10, 10))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "67c4c952-151e-42ee-9d6f-cd430e8b2c77",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" data-simulation=\"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\" ></div>\n",
       "    <script>\n",
       "        \n",
       "        /**\n",
       "        * Simulation Viewer Injector\n",
       "        *\n",
       "        * Monitors the document for elements being added in the form:\n",
       "        *\n",
       "        *    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" data-simulation=\"{...}\" />\n",
       "        *\n",
       "        * This script will then inject an iframe to the viewer application, and pass it the simulation data\n",
       "        * via the postMessage API on request. The script may be safely included multiple times, with only the\n",
       "        * configuration of the first started script (e.g. viewer URL) applying.\n",
       "        *\n",
       "        */\n",
       "        (function() {\n",
       "            const TARGET_CLASS = \"simulation-viewer\";\n",
       "            const ACTIVE_CLASS = \"simulation-viewer-active\";\n",
       "            const VIEWER_URL = \"https://tidy3d.simulation.cloud/simulation-viewer\";\n",
       "\n",
       "            class SimulationViewerInjector {\n",
       "                constructor() {\n",
       "                    for (var node of document.getElementsByClassName(TARGET_CLASS)) {\n",
       "                        this.injectViewer(node);\n",
       "                    }\n",
       "\n",
       "                    // Monitor for newly added nodes to the DOM\n",
       "                    this.observer = new MutationObserver(this.onMutations.bind(this));\n",
       "                    this.observer.observe(document.body, {childList: true, subtree: true});\n",
       "                }\n",
       "\n",
       "                onMutations(mutations) {\n",
       "                    for (var mutation of mutations) {\n",
       "                        if (mutation.type === 'childList') {\n",
       "                            /**\n",
       "                            * Have found that adding the element does not reliably trigger the mutation observer.\n",
       "                            * It may be the case that setting content with innerHTML does not trigger.\n",
       "                            *\n",
       "                            * It seems to be sufficient to re-scan the document for un-activated viewers\n",
       "                            * whenever an event occurs, as Jupyter triggers multiple events on cell evaluation.\n",
       "                            */\n",
       "                            var viewers = document.getElementsByClassName(TARGET_CLASS);\n",
       "                            for (var node of viewers) {\n",
       "                                this.injectViewer(node);\n",
       "                            }\n",
       "                        }\n",
       "                    }\n",
       "                }\n",
       "\n",
       "                injectViewer(node) {\n",
       "                    // (re-)check that this is a valid simulation container and has not already been injected\n",
       "                    if (node.classList.contains(TARGET_CLASS) && !node.classList.contains(ACTIVE_CLASS)) {\n",
       "                        // Mark node as injected, to prevent re-runs\n",
       "                        node.classList.add(ACTIVE_CLASS);\n",
       "\n",
       "                        var uuid;\n",
       "                        if (window.crypto && window.crypto.randomUUID) {\n",
       "                            uuid = window.crypto.randomUUID();\n",
       "                        } else {\n",
       "                            uuid = \"\" + Math.random();\n",
       "                        }\n",
       "\n",
       "                        var frame = document.createElement(\"iframe\");\n",
       "                        frame.width = node.dataset.width || 800;\n",
       "                        frame.height = node.dataset.height || 800;\n",
       "                        frame.style.cssText = `width:${frame.width}px;height:${frame.height}px;max-width:none;border:0;display:block`\n",
       "                        frame.src = VIEWER_URL + \"?uuid=\" + uuid;\n",
       "\n",
       "                        var postMessageToViewer;\n",
       "                        postMessageToViewer = event => {\n",
       "                            if(event.data.type === 'viewer' && event.data.uuid===uuid){\n",
       "                                frame.contentWindow.postMessage({ type: 'jupyter', uuid, value: node.dataset.simulation, fileType: 'hdf5'}, '*');\n",
       "\n",
       "                                // Run once only\n",
       "                                window.removeEventListener('message', postMessageToViewer);\n",
       "                            }\n",
       "                        };\n",
       "                        window.addEventListener(\n",
       "                            'message',\n",
       "                            postMessageToViewer,\n",
       "                            false\n",
       "                        );\n",
       "\n",
       "                        node.appendChild(frame);\n",
       "                    }\n",
       "                }\n",
       "            }\n",
       "\n",
       "            if (!window.simulationViewerInjector) {\n",
       "                window.simulationViewerInjector = new SimulationViewerInjector();\n",
       "            }\n",
       "        })();\n",
       "    \n",
       "    </script>\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim.plot_3d()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf24ef85-2935-4c91-94f5-43636e9b3097",
   "metadata": {},
   "source": [
    "## Modal Analysis\n",
    "\n",
    "Simulate the mode profiles at each of the output ports to determine the fundamental mode index."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "cce43ce3-b354-4f42-8767-f0f5b1c3f031",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:25:05 EST </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Use the remote mode solver with subpixel averaging for    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">better accuracy through </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.web.run(...)'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or the deprecated    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.plugins.mode.web.run(...)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:25:05 EST\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Use the remote mode solver with subpixel averaging for    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mbetter accuracy through \u001b[0m\u001b[32m'tidy3d.web.run\u001b[0m\u001b[32m(\u001b[0m\u001b[32m...\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m or the deprecated    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'tidy3d.plugins.mode.web.run\u001b[0m\u001b[32m(\u001b[0m\u001b[32m...\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mode_spec = td.ModeSpec(num_modes=5, target_neff=3.5, group_index_step = True, )\n",
    "\n",
    "mode_solver = ModeSolver(\n",
    "    simulation=sim,\n",
    "    plane=td.Box(center=left.center, size=left.size),\n",
    "    mode_spec=mode_spec,\n",
    "    freqs=[freq0],\n",
    ")\n",
    "mode_data = mode_solver.solve()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4a6feee-63fb-492a-be4c-1974df9d9b64",
   "metadata": {},
   "source": [
    "## Plot Modes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "aabbd33b-35a0-49f8-a1a3-0839b6d3dcd1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1500x700 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mode_idx = 0\n",
    "f, (ax1, ax2, ax3) = plt.subplots(3, 1, tight_layout=True, figsize=(15, 7))\n",
    "abs(mode_data.Ex.isel(mode_index=mode_idx)).plot(x=\"y\", y=\"z\", ax=ax1, cmap=\"magma\")\n",
    "abs(mode_data.Ey.isel(mode_index=mode_idx)).plot(x=\"y\", y=\"z\", ax=ax2, cmap=\"magma\")\n",
    "abs(mode_data.Ez.isel(mode_index=mode_idx)).plot(x=\"y\", y=\"z\", ax=ax3, cmap=\"magma\")\n",
    "\n",
    "ax1.set_title(\"|Ex(y, z)|\")\n",
    "ax1.set_aspect(\"equal\")\n",
    "ax2.set_title(\"|Ey(y, z)|\")\n",
    "ax2.set_aspect(\"equal\")\n",
    "ax3.set_title(\"|Ez(y, z)|\")\n",
    "ax3.set_aspect(\"equal\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0e22d7cb-6f2b-4527-b719-abba49d885ef",
   "metadata": {},
   "source": [
    "## Define Job and Estimate Cost"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "8c06ab48-6273-441d-a504-3e00a457c3f7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:25:18 EST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'PSGC'</span> with resource_id                               \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-2744f6c2-0dbe-4758-9dea-3db64168985d'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:25:18 EST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'PSGC'\u001b[0m with resource_id                               \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-2744f6c2-0dbe-4758-9dea-3db64168985d'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0db</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">e-4758-9dea-3db64168985d'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=653706;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=802553;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=653706;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=383014;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=653706;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\u001b\\\u001b[32m-2744f6c2-0db\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=653706;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2744f6c2-0dbe-4758-9dea-3db64168985d\u001b\\\u001b[32me-4758-9dea-3db64168985d'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-86acd7be-dbf5-477e-9c86-3e20787acc03\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=742164;https://tidy3d.simulation.cloud/folders/folder-86acd7be-dbf5-477e-9c86-3e20787acc03\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5c19a850488f4981b043f1e09a82fa77",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:25:25 EST </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.539</span>. Minimum cost depends on task    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:25:25 EST\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m12.539\u001b[0m. Minimum cost depends on task    \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:25:29 EST </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.539</span>. Minimum cost depends on task    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:25:29 EST\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m12.539\u001b[0m. Minimum cost depends on task    \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name=\"PSGC\", verbose=True)\n",
    "estimated_cost = web.estimate_cost(job.task_id)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0003a996-3c1f-4cfa-ae3b-3828a71ec8dc",
   "metadata": {},
   "source": [
    "## Run Job and Record Data (Approximately 5 credits)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "aa4f797c-3384-4187-8439-6cdd5109db77",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:25:32 EST </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:25:32 EST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "049d09aec6c44496951aa832b63c0dbb",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:26:09 EST </span>Loading simulation from data_TM/simulation_data.hdf5               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:26:09 EST\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data_TM/simulation_data.hdf5               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:26:10 EST </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: More than </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">200</span><span style=\"color: #800000; text-decoration-color: #800000\"> structures use the same medium. For         </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">performance, use a </span><span style=\"color: #008000; text-decoration-color: #008000\">'GeometryGroup'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or boolean operations to combine</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">geometries that share a medium.                                    </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:26:10 EST\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: More than \u001b[0m\u001b[1;36m200\u001b[0m\u001b[31m structures use the same medium. For         \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mperformance, use a \u001b[0m\u001b[32m'GeometryGroup'\u001b[0m\u001b[31m or boolean operations to combine\u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mgeometries that share a medium.                                    \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = job.run(path=\"data_TM/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "94135aa3-f5ff-4e9f-a02a-82fb50572360",
   "metadata": {},
   "source": [
    "### Plot Field Cross Sections"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "3e2d8da1-942c-4abe-afc3-e09bf0fdc174",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f1 = plt.figure(figsize=(15,6))\n",
    "ax = f1.add_subplot(1,1,1)\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"XY_cross\", field_name=\"E\", val=\"abs^2\", f=freq0, ax=ax)\n",
    "plt.show()\n",
    "\n",
    "\n",
    "f1 = plt.figure(figsize=(15,6))\n",
    "ax = f1.add_subplot(1,1,1)\n",
    "sim_data.plot_field(\n",
    "    # field_monitor_name=\"XZ_cross\", field_name=\"Ey\", val=\"real\", f=freq0, ax=ax)\n",
    "    field_monitor_name=\"YZ_cross\", field_name=\"Ex\", val=\"abs^2\", f=freq0, ax=ax)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d8023bdc-0b32-4f4f-b8db-d0a491d5430d",
   "metadata": {},
   "source": [
    "## PSGC Efficiency"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "3315c35d-3ff0-496a-89e4-0c5f95d874a3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1600x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "amp_left = sim_data[\"left\"].amps.sel(mode_index=0, direction=\"-\")\n",
    "T_left = np.abs(amp_left) ** 2  \n",
    "\n",
    "amp_right = sim_data[\"right\"].amps.sel(mode_index=0, direction=\"+\")\n",
    "T_right = np.abs(amp_right) ** 2  \n",
    "\n",
    "amp_top = sim_data[\"top\"].amps.sel(mode_index=0, direction=\"+\")\n",
    "T_top = np.abs(amp_top) ** 2  \n",
    "\n",
    "amp_bot = sim_data[\"bot\"].amps.sel(mode_index=0, direction=\"-\")\n",
    "T_bot = np.abs(amp_bot) ** 2  \n",
    "\n",
    "f1 = plt.figure(figsize=(16,5))\n",
    "ax = f1.add_subplot(1,2,1)\n",
    "\n",
    "ax.plot(ldas, T_left, linestyle = 'dashed', color= 'blue')\n",
    "ax.plot(ldas, T_right, linestyle = 'dotted', color= 'magenta')\n",
    "ax.plot(ldas, T_top, linestyle = 'dashed', color= 'red')\n",
    "ax.plot(ldas, T_bot, linestyle = 'dotted', color= 'green')\n",
    "ax.plot(ldas, T_bot + T_top + T_right + T_left, 'black')\n",
    "\n",
    "ax.grid()\n",
    "ax.set_xlabel('Wavelength [$\\mu{m}$]', fontsize = 14)\n",
    "ax.set_ylabel('Coupling Efficiency [$\\%$]', fontsize = 14)\n",
    "ax.set_title('PSGC Coupling Spectrum (Horizontal Polarization)', fontsize = 15)\n",
    "\n",
    "ax.legend(['Left Port', 'Right Port', 'Top Port', 'Bottom Port', 'Total'], fontsize = 10)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "864486ca-4039-4809-8d01-96c6376b0735",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Passive photonic integrated circuit components"
  ],
  "description": "This notebook models a polarization splitting grating coupler (PSGC) on a silicon-on-insulator platform using Tidy3D FDTD. A normally incident Gaussian beam excites a 2D grating etched into orthogonal waveguides, and coupling efficiency is measured.",
  "feature_image": "./img/PSGC.png",
  "features": [
   "Mode analysis",
   "Mesh override"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "polarization splitting, grating coupler, PSGC, silicon photonics, SOI, mode analysis, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.8"
  },
  "title": "How to model a polarization splitting grating coupler in Tidy3D FDTD"
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
