{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "472af827",
   "metadata": {},
   "source": [
    "# Compact broadband fractal absorber for mid-infrared superconducting photon detectors\n",
    "\n",
    "**Author: Federica Marinelli, Northeastern University**\n",
    "\n",
    "In this notebook, we use **Tidy3D** to model and analyze a compact broadband optical absorber designed for mid-infrared superconducting photon detectors.\n",
    "\n",
    "The structure is based on a **fractal-inspired metallic pattern**, which enables strong light trapping and broadband absorption within a subwavelength footprint. The self-similar geometry supports multiple resonant modes across the mid-IR, enhancing absorption efficiency while maintaining compactness—an important requirement for integration with superconducting detector platforms.\n",
    "\n",
    "The simulation involves a Gaussian beam incident on the structure, considering both TE and TM polarizations.\n",
    "\n",
    "<img src=\"img/fractal.png\" width=\"500\" alt=\"Schematic\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9a6aa370",
   "metadata": {},
   "outputs": [],
   "source": [
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "from tidy3d.plugins.dispersion import FastDispersionFitter, AdvancedFastFitterParam\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "69215a5d",
   "metadata": {},
   "source": [
    "## Simulation Setup"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ce74dab9",
   "metadata": {},
   "source": [
    "First, we will import the geometry from the GDS file. The GDS and other files can be found in our [Github page](https://github.com/flexcompute/tidy3d-community-library/tree/develop/notebooks/misc)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d9511f9b",
   "metadata": {},
   "outputs": [],
   "source": [
    "import gdstk\n",
    "\n",
    "fractal_t = 0.020\n",
    "\n",
    "lib_loaded = gdstk.read_gds(\"misc/gosper_fractal_geometry.gds\")\n",
    "cell = lib_loaded.top_level()[0]\n",
    "\n",
    "fractal_geo = td.Geometry.from_gds(\n",
    "    cell,\n",
    "    gds_layer=0,\n",
    "    gds_dtype=0,\n",
    "    axis=2,\n",
    "    slab_bounds=(-fractal_t / 2, fractal_t / 2),\n",
    "    reference_plane=\"bottom\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "edf2237a",
   "metadata": {},
   "source": [
    "Defining global parameters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "bdd045ec",
   "metadata": {},
   "outputs": [],
   "source": [
    "# parameters wavelength and material\n",
    "wl_c = 1.55  # central wavelength.\n",
    "wl_n = 1001  # number of wavelength points to compute the output data.\n",
    "freq0 = td.C_0 / wl_c  # central frequency.\n",
    "freq_bw = 150e12\n",
    "freqs = np.linspace(freq0 - freq_bw, freq0 + freq_bw, wl_n)\n",
    "lambdas = td.C_0 / freqs\n",
    "\n",
    "mat_dielectric = td.material_library[\"SiO2\"][\"Horiba\"]\n",
    "mat_air = td.Medium(permittivity=1.00)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66d99c4c",
   "metadata": {},
   "source": [
    "### Fitting media\n",
    "\n",
    "Next, we will create [Medium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Medium.html) objects from experimental permittivity data. To do so, we will use the [AdvancedFastFitterParam](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.dispersion.AdvancedFastFitterParam.html) object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "daaafbc0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "745a1612c2734e92ba8eac334ee2f9d7",
       "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"
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     },
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
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      "text/plain": [
       "\n"
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     },
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    {
     "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\">17:18:04 E. South America Standard Time </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Unable to fit with weighted RMS</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">error under </span><span style=\"color: #008000; text-decoration-color: #008000\">'tolerance_rms'</span><span style=\"color: #800000; text-decoration-color: #800000\"> of </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.02</span><span style=\"color: #800000; text-decoration-color: #800000\">     </span>\n",
       "</pre>\n"
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       "\u001b[2;36m17:18:04 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Unable to fit with weighted RMS\u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31merror under \u001b[0m\u001b[32m'tolerance_rms'\u001b[0m\u001b[31m of \u001b[0m\u001b[1;36m0.02\u001b[0m\u001b[31m     \u001b[0m\n"
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "file = \"misc/Rakic_LD_wl_n_k.csv\"\n",
    "\n",
    "fitter = FastDispersionFitter.from_file(file, skiprows=2, delimiter=\",\")\n",
    "\n",
    "\n",
    "advanced_param = AdvancedFastFitterParam(weights=(1, 1))\n",
    "gold, rms_error = fitter.fit(\n",
    "    max_num_poles=3, advanced_param=advanced_param, tolerance_rms=2e-2\n",
    ")\n",
    "fitter.plot(gold)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9b182d15",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "47b9733a44784111924c42875783d14f",
       "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\">17:21:53 E. South America Standard Time </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Unable to fit with weighted RMS</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">error under </span><span style=\"color: #008000; text-decoration-color: #008000\">'tolerance_rms'</span><span style=\"color: #800000; text-decoration-color: #800000\"> of </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.02</span><span style=\"color: #800000; text-decoration-color: #800000\">     </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:21:53 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Unable to fit with weighted RMS\u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31merror under \u001b[0m\u001b[32m'tolerance_rms'\u001b[0m\u001b[31m of \u001b[0m\u001b[1;36m0.02\u001b[0m\u001b[31m     \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "file = \"misc/Nb.csv\"\n",
    "\n",
    "fitter = FastDispersionFitter.from_file(file, skiprows=2, delimiter=\",\")\n",
    "\n",
    "plt.show()\n",
    "\n",
    "advanced_param = AdvancedFastFitterParam(\n",
    "    weights=(1, 1)\n",
    ")\n",
    "mat_Nb, rms_error = fitter.fit(\n",
    "    max_num_poles=7, advanced_param=advanced_param, tolerance_rms=2e-2\n",
    ")\n",
    "fitter.plot(mat_Nb)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "079f9fc3",
   "metadata": {},
   "source": [
    "Defining the substrate and medium."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9d5e2945",
   "metadata": {},
   "outputs": [],
   "source": [
    "dielectric_t = 1.35  # µm\n",
    "\n",
    "# simulation domain size\n",
    "Lx, Ly, Lz = 20, 20, wl_c * 2.5\n",
    "sim_size = [Lx, Ly, Lz]\n",
    "\n",
    "# construct the gold substrate\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -wl_c / 2 - dielectric_t / 2], size=[td.inf, td.inf, wl_c]\n",
    "    ),\n",
    "    medium=gold,\n",
    ")\n",
    "\n",
    "# construct the dielectric substrate\n",
    "\n",
    "dielectric = td.Structure(\n",
    "    geometry=td.Box(center=[0, 0, 0], size=[td.inf, td.inf, dielectric_t]),\n",
    "    medium=mat_dielectric,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4d4cb99e",
   "metadata": {},
   "source": [
    "Now we define a [GaussianBeam](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.GaussianBeam.html) beam source and two [FluxMonitors](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FluxMonitor.html) to calculate transmission and reflection."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "808b988d",
   "metadata": {},
   "outputs": [],
   "source": [
    "spot_size = 5.0  # um, spot size of the Gaussian beam\n",
    "# add a Gaussian beam source\n",
    "gaussian_beam = td.GaussianBeam(\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=freq_bw),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    center=(0, 0, 0.4 * Lz),\n",
    "    direction=\"-\",\n",
    "    pol_angle=0,\n",
    "    waist_radius=spot_size / 2,\n",
    ")\n",
    "\n",
    "\n",
    "# add a flux monitor to detect transmission\n",
    "monitor_t = td.FluxMonitor(\n",
    "    center=[0, 0, -0.4 * Lz],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=freqs,\n",
    "    name=\"T\",\n",
    ")\n",
    "\n",
    "# add a flux monitor to detect reflection\n",
    "monitor_r = td.FluxMonitor(\n",
    "    center=[0, 0, 0.5 * Lz],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=freqs,\n",
    "    name=\"R\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0b645128",
   "metadata": {},
   "source": [
    "Defining the [Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html) object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8e80f08e",
   "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\">17:21:54 E. South America Standard Time </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: The medium associated with     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'SiO2_Horiba'</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.mediums</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</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\">has a frequency range: </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.6926e14</span><span style=\"color: #800000; text-decoration-color: #800000\">,      </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.0899e14</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">Hz</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> that does not fully    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">cover the frequencies contained in </span><span style=\"color: #008000; text-decoration-color: #008000\">'T'</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; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.monitors</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</span><span style=\"color: #800000; text-decoration-color: #800000\">.This can cause </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">inaccuracies in the recorded results.   </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:21:54 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The medium associated with     \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'SiO2_Horiba'\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.mediums\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m2\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m   \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mhas a frequency range: \u001b[0m\u001b[1;31m(\u001b[0m\u001b[1;36m1.6926e14\u001b[0m\u001b[31m,      \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;36m12.0899e14\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31mHz\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m that does not fully    \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mcover the frequencies contained in \u001b[0m\u001b[32m'T'\u001b[0m\u001b[31m  \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.monitors\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m.This can cause \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31minaccuracies in the recorded results.   \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: Suppressed </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"color: #800000; text-decoration-color: #800000\"> WARNING message.  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Suppressed \u001b[0m\u001b[1;36m1\u001b[0m\u001b[31m WARNING message.  \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "run_time = 1e-12  # simulation run time\n",
    "\n",
    "fractal = td.Structure(geometry=fractal_geo, medium=mat_Nb)\n",
    "\n",
    "\n",
    "sim_nb = td.Simulation(\n",
    "    center=(0, 0, dielectric_t / 8),\n",
    "    size=sim_size,\n",
    "    medium=mat_air,\n",
    "    grid_spec=td.GridSpec(\n",
    "        grid_x=td.AutoGrid(min_steps_per_wvl=6),\n",
    "        grid_y=td.AutoGrid(min_steps_per_wvl=6),\n",
    "        grid_z=td.AutoGrid(min_steps_per_wvl=50),\n",
    "    ),\n",
    "    structures=[substrate, dielectric, fractal],\n",
    "    sources=[gaussian_beam],\n",
    "    monitors=[monitor_t, monitor_r],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec(\n",
    "        x=td.Boundary.pml(num_layers=20),\n",
    "        y=td.Boundary.pml(num_layers=20),\n",
    "        z=td.Boundary.pml(num_layers=20),\n",
    "    ),\n",
    "    symmetry=(0, 0, 0),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1874a9a2",
   "metadata": {},
   "source": [
    "Visualizing the setup."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "0516cb22",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(30, 10))\n",
    "ax1 = sim_nb.plot(y=0, ax=ax1)\n",
    "ax1 = sim_nb.plot_grid(y=0, ax=ax1)\n",
    "\n",
    "ax2 = sim_nb.plot(z=0, ax=ax2)\n",
    "ax2 = sim_nb.plot_grid(z=0, ax=ax2)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00c5f1e0",
   "metadata": {},
   "source": [
    "## Running for TM mode"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "293ee8aa",
   "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\">17:22:01 E. South America Standard Time </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'fractal_nb'</span> with task_id  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">ba'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:22:01 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'fractal_nb'\u001b[0m with task_id  \n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1\u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32mba'\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-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workben</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">ch?taskId=fdve-c5232a2f-78d6-4987-9ac0-3</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">9b2092bb1ba'</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=550587;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workben\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=550587;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[32mch?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=692120;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=550587;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=348924;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=550587;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[32m-c5232a2f-78d6-4987-9ac0-3\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=550587;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[32m9b2092bb1ba'\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-f9e994c1-6315-4b44-af3a-c2cb1435b23a\" 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=99569;https://tidy3d.simulation.cloud/folders/folder-f9e994c1-6315-4b44-af3a-c2cb1435b23a\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a67fca122c12458e9631d66c39dd0dfd",
       "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\">17:23:01 E. South America Standard Time </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">19.172</span>. Minimum\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>cost depends on task execution details. \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>billed FlexCredit cost after a          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>simulation run.                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:23:01 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m19.172\u001b[0m. Minimum\n",
       "\u001b[2;36m                                        \u001b[0mcost depends on task execution details. \n",
       "\u001b[2;36m                                        \u001b[0mUse \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 \n",
       "\u001b[2;36m                                        \u001b[0mbilled FlexCredit cost after a          \n",
       "\u001b[2;36m                                        \u001b[0msimulation 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\">17:23:22 E. South America Standard Time </span>status = queued                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:23:22 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                         \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>To cancel the simulation, use           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or                 \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>the task in the web UI. Terminating the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>Python script will not stop the job     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>running on the cloud.                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use           \n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or                 \n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete   \n",
       "\u001b[2;36m                                        \u001b[0mthe task in the web UI. Terminating the \n",
       "\u001b[2;36m                                        \u001b[0mPython script will not stop the job     \n",
       "\u001b[2;36m                                        \u001b[0mrunning on the cloud.                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2cfa6f499c344c2988bcc798fa949366",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:24:00 E. South America Standard Time </span>status = preprocess                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:24:00 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                     \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\"></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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:24:21 E. South America Standard Time </span>starting up solver                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:24:21 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                      \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>running solver                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0mrunning solver                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5d8bb2798dd44db1834db453d0bf7a91",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:25:36 E. South America Standard Time </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12</span>%, exiting. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:25:36 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m12\u001b[0m%, exiting. \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\"></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\">                                        </span>status = postprocess                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7c0e38524bf74f19bfcd97b9ddc9d2ed",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:25:38 E. South America Standard Time </span>status = success                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:25:38 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstatus = success                        \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\"></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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:25:40 E. South America Standard Time </span>View simulation result at               \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workben</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">ch?taskId=fdve-c5232a2f-78d6-4987-9ac0-3</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">9b2092bb1ba'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:25:40 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mView simulation result at               \n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=542197;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workben\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=542197;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[4;34mch?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=483828;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=542197;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=948110;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=542197;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[4;34m-c5232a2f-78d6-4987-9ac0-3\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=542197;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c5232a2f-78d6-4987-9ac0-39b2092bb1ba\u001b\\\u001b[4;34m9b2092bb1ba'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9941ed0b003c4ff88bca16184f233767",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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     "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"
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     },
     "metadata": {},
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     "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"
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     "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\">17:25:45 E. South America Standard Time </span>loading simulation from                 \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>data/simulation.hdf5                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:25:45 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mloading simulation from                 \n",
       "\u001b[2;36m                                        \u001b[0mdata/simulation.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\">17:25:59 E. South America Standard Time </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: The medium associated with     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'SiO2_Horiba'</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.mediums</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</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\">has a frequency range: </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.6926e14</span><span style=\"color: #800000; text-decoration-color: #800000\">,      </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.0899e14</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">Hz</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> that does not fully    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">cover the frequencies contained in </span><span style=\"color: #008000; text-decoration-color: #008000\">'T'</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; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.monitors</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</span><span style=\"color: #800000; text-decoration-color: #800000\">.This can cause </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">inaccuracies in the recorded results.   </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:25:59 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The medium associated with     \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'SiO2_Horiba'\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.mediums\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m2\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m   \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mhas a frequency range: \u001b[0m\u001b[1;31m(\u001b[0m\u001b[1;36m1.6926e14\u001b[0m\u001b[31m,      \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;36m12.0899e14\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31mHz\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m that does not fully    \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mcover the frequencies contained in \u001b[0m\u001b[32m'T'\u001b[0m\u001b[31m  \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.monitors\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m.This can cause \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31minaccuracies in the recorded results.   \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: Suppressed </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"color: #800000; text-decoration-color: #800000\"> WARNING message.  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Suppressed \u001b[0m\u001b[1;36m1\u001b[0m\u001b[31m WARNING message.  \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 </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">the solver log. For more information,   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">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 \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mthe solver log. For more information,   \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mcheck \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_nb = web.run(sim_nb, task_name=\"fractal_nb\", path=\"data/simulation.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aa951009",
   "metadata": {},
   "source": [
    "### Post-process\n",
    "\n",
    "First, we look at the monitors to obtain reflection and transmission data, and calculate the losses using R + T + A = 1."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d76c4592",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(8, 5))\n",
    "R_nb = sim_data_nb[\"R\"].flux\n",
    "T_nb = -sim_data_nb[\"T\"].flux\n",
    "A_nb = 1 - R_nb - T_nb\n",
    "plt.plot(lambdas, R_nb, lambdas, T_nb, lambdas, A_nb)\n",
    "plt.xlabel(\"Wavelength (μm)\")\n",
    "\n",
    "plt.legend((\"Reflection\", \"Transmission\", \"Absorption\"))\n",
    "plt.show()\n",
    "\n",
    "data = pd.DataFrame({\"Wavelength_um\": lambdas, \"R\": R_nb, \"T\": T_nb, \"A\": A_nb})\n",
    "\n",
    "data.to_csv(\"sim_data_nb.csv\", index=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f52b39da",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.8181\n"
     ]
    }
   ],
   "source": [
    "mask = lambdas > 3\n",
    "\n",
    "A_nb_filtered = A_nb[mask]\n",
    "\n",
    "mean_A_nb = np.mean(A_nb_filtered)\n",
    "\n",
    "print(f\"{mean_A_nb:.4f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d0076df7",
   "metadata": {},
   "source": [
    "## Running for TE mode\n",
    "\n",
    "Next, we can run the same setup changing the source polarization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0ad3533d",
   "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\">17:26:01 E. South America Standard Time </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: The medium associated with     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'SiO2_Horiba'</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.mediums</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</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\">has a frequency range: </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.6926e14</span><span style=\"color: #800000; text-decoration-color: #800000\">,      </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.0899e14</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">Hz</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> that does not fully    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">cover the frequencies contained in </span><span style=\"color: #008000; text-decoration-color: #008000\">'T'</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; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.monitors</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</span><span style=\"color: #800000; text-decoration-color: #800000\">.This can cause </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">inaccuracies in the recorded results.   </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:26:01 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The medium associated with     \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'SiO2_Horiba'\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.mediums\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m2\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m   \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mhas a frequency range: \u001b[0m\u001b[1;31m(\u001b[0m\u001b[1;36m1.6926e14\u001b[0m\u001b[31m,      \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;36m12.0899e14\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31mHz\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m that does not fully    \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mcover the frequencies contained in \u001b[0m\u001b[32m'T'\u001b[0m\u001b[31m  \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.monitors\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m.This can cause \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31minaccuracies in the recorded results.   \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: Suppressed </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"color: #800000; text-decoration-color: #800000\"> WARNING message.  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Suppressed \u001b[0m\u001b[1;36m1\u001b[0m\u001b[31m WARNING message.  \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "gaussian_beam_TE = td.GaussianBeam(\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=freq_bw),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    center=(0, 0, 0.4 * Lz),\n",
    "    direction=\"-\",\n",
    "    pol_angle=np.pi / 2,  # Rotate the polarization angle by 90 degrees\n",
    "    waist_radius=spot_size / 2,\n",
    ")\n",
    "\n",
    "sim_TE = sim_nb.updated_copy(sources=[gaussian_beam_TE])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b9c73c53",
   "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\">                                        </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'fractal_nb_TE'</span> with       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>task_id                                 \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-a1cb5200-32be-477c-b23b-4fa9185e7b</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">7b'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'fractal_nb_TE'\u001b[0m with       \n",
       "\u001b[2;36m                                        \u001b[0mtask_id                                 \n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'fdve-a1cb5200-32be-477c-b23b-4fa9185e7b\u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m7b'\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-a1cb5200-32be-477c-b23b-4fa9185e7b7b\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workben</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">ch?taskId=fdve-a1cb5200-32be-477c-b23b-4</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">fa9185e7b7b'</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=574555;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workben\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=574555;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[32mch?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=770223;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=574555;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=625651;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=574555;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[32m-a1cb5200-32be-477c-b23b-4\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=574555;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[32mfa9185e7b7b'\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-f9e994c1-6315-4b44-af3a-c2cb1435b23a\" 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=153675;https://tidy3d.simulation.cloud/folders/folder-f9e994c1-6315-4b44-af3a-c2cb1435b23a\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5dcfdc9af8714a8a86167248e556b980",
       "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\">17:27:05 E. South America Standard Time </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">19.172</span>. Minimum\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>cost depends on task execution details. \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>billed FlexCredit cost after a          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>simulation run.                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:27:05 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m19.172\u001b[0m. Minimum\n",
       "\u001b[2;36m                                        \u001b[0mcost depends on task execution details. \n",
       "\u001b[2;36m                                        \u001b[0mUse \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 \n",
       "\u001b[2;36m                                        \u001b[0mbilled FlexCredit cost after a          \n",
       "\u001b[2;36m                                        \u001b[0msimulation 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\">17:27:06 E. South America Standard Time </span>status = queued                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:27:06 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                         \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>To cancel the simulation, use           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or                 \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>the task in the web UI. Terminating the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>Python script will not stop the job     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>running on the cloud.                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use           \n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or                 \n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete   \n",
       "\u001b[2;36m                                        \u001b[0mthe task in the web UI. Terminating the \n",
       "\u001b[2;36m                                        \u001b[0mPython script will not stop the job     \n",
       "\u001b[2;36m                                        \u001b[0mrunning on the cloud.                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cb420460ed5649ddaaec39a3e15763d0",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:27:24 E. South America Standard Time </span>status = preprocess                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:27:24 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                     \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\"></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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:27:45 E. South America Standard Time </span>starting up solver                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:27:45 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                      \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>running solver                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0mrunning solver                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
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      },
      "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:29:01 E. South America Standard Time </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12</span>%, exiting. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:29:01 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m12\u001b[0m%, exiting. \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\"></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\">                                        </span>status = postprocess                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                    \n"
      ]
     },
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     "output_type": "display_data"
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       "Output()"
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     "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\">17:29:04 E. South America Standard Time </span>status = success                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:29:04 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mstatus = success                        \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\"></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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">17:29:06 E. South America Standard Time </span>View simulation result at               \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workben</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">ch?taskId=fdve-a1cb5200-32be-477c-b23b-4</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">fa9185e7b7b'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:29:06 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mView simulation result at               \n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=749895;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workben\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=749895;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[4;34mch?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=399124;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=749895;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=277034;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=749895;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[4;34m-a1cb5200-32be-477c-b23b-4\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m                                        \u001b[0m\u001b]8;id=749895;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a1cb5200-32be-477c-b23b-4fa9185e7b7b\u001b\\\u001b[4;34mfa9185e7b7b'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
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       "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\">17:29:10 E. South America Standard Time </span>loading simulation from                 \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span>data/simulation.hdf5                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:29:10 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0mloading simulation from                 \n",
       "\u001b[2;36m                                        \u001b[0mdata/simulation.hdf5                    \n"
      ]
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     "metadata": {},
     "output_type": "display_data"
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     "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\">17:29:23 E. South America Standard Time </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: The medium associated with     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008000; text-decoration-color: #008000\">'SiO2_Horiba'</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.mediums</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</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\">has a frequency range: </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.6926e14</span><span style=\"color: #800000; text-decoration-color: #800000\">,      </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.0899e14</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">Hz</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> that does not fully    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">cover the frequencies contained in </span><span style=\"color: #008000; text-decoration-color: #008000\">'T'</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; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">simulation.monitors</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">])</span><span style=\"color: #800000; text-decoration-color: #800000\">.This can cause </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">inaccuracies in the recorded results.   </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:29:23 E. South America Standard Time\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The medium associated with     \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[32m'SiO2_Horiba'\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.mediums\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m2\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m   \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mhas a frequency range: \u001b[0m\u001b[1;31m(\u001b[0m\u001b[1;36m1.6926e14\u001b[0m\u001b[31m,      \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;36m12.0899e14\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31mHz\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m that does not fully    \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mcover the frequencies contained in \u001b[0m\u001b[32m'T'\u001b[0m\u001b[31m  \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31msimulation.monitors\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;31m]\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m.This can cause \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31minaccuracies in the recorded results.   \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: Suppressed </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"color: #800000; text-decoration-color: #800000\"> WARNING message.  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m                                       \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Suppressed \u001b[0m\u001b[1;36m1\u001b[0m\u001b[31m WARNING message.  \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 </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">the solver log. For more information,   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">                                        </span><span style=\"color: #800000; text-decoration-color: #800000\">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 \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mthe solver log. For more information,   \u001b[0m\n",
       "\u001b[2;36m                                        \u001b[0m\u001b[31mcheck \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_nb_TE = web.run(sim_TE, task_name=\"fractal_nb_TE\", path=\"data/simulation.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2d645f21",
   "metadata": {},
   "source": [
    "## TE post-process"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "04215102",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(8, 5))\n",
    "R_nb_TE = sim_data_nb_TE[\"R\"].flux\n",
    "T_nb_TE = -sim_data_nb_TE[\"T\"].flux\n",
    "A_nb_TE = 1 - R_nb_TE - T_nb_TE\n",
    "plt.plot(lambdas, R_nb_TE, lambdas, T_nb_TE, lambdas, A_nb_TE)\n",
    "plt.xlabel(\"Wavelength (μm)\")\n",
    "\n",
    "\n",
    "plt.legend((\"Reflection\", \"Transmission\", \"Absorption\"))\n",
    "plt.show()\n",
    "\n",
    "data = pd.DataFrame(\n",
    "    {\"Wavelength_um\": lambdas, \"R\": R_nb_TE, \"T\": T_nb_TE, \"A\": A_nb_TE}\n",
    ")\n",
    "\n",
    "data.to_csv(\"sim_data_nb_TE.csv\", index=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "68a5eb30",
   "metadata": {},
   "source": [
    "### Comparing TE and TM\n",
    "\n",
    "Finally, we can plot both TE and TM absorption together, calculate the correlation, and confirm that the absorption is almost invariant with polarization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "ae2ce34c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(8, 5))\n",
    "plt.plot(lambdas, A_nb, lambdas, A_nb_TE)\n",
    "plt.xlabel(\"Wavelength (μm)\")\n",
    "plt.ylim(0, 1)\n",
    "plt.legend((\"TM\", \"TE\"))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "c3f0afbd",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean absolute difference (3–7 µm): 0.0126\n",
      "Relative difference (3–7 µm): 1.54%\n",
      "Correlation coefficient (3–7 µm): 0.951\n"
     ]
    }
   ],
   "source": [
    "# Select the wavelength range 3–7 µm\n",
    "mask = (lambdas >= 3) & (lambdas <= 7)\n",
    "\n",
    "# Compute mean absolute difference\n",
    "mad = np.mean(np.abs(A_nb[mask] - A_nb_TE[mask]))\n",
    "print(f\"Mean absolute difference (3–7 µm): {mad:.4f}\")\n",
    "\n",
    "mean_absorption = np.mean((A_nb[mask] + A_nb_TE[mask]) / 2)\n",
    "rel_diff = mad / mean_absorption * 100\n",
    "print(f\"Relative difference (3–7 µm): {rel_diff:.2f}%\")\n",
    "\n",
    "r = np.corrcoef(A_nb[mask], A_nb_TE[mask])[0, 1]\n",
    "print(f\"Correlation coefficient (3–7 µm): {r:.3f}\")"
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Metamaterials, gratings, and other periodic structures"
  ],
  "description": "This notebook demonstrates how to simulate a compact broadband fractal absorber for mid-infrared superconducting photon detectors using Tidy3D.",
  "feature_image": "./img/fractal.png",
  "features": [
   "Material fitting"
  ],
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