{
  "cells": [
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      "cell_type": "markdown",
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      "source": [
        "# Distributed Bragg reflector and cavity\n",
        "\n",
        "A [distributed Bragg\n",
        "reflector](https://en.wikipedia.org/wiki/Distributed_Bragg_reflector)\n",
        "(DBR) is a multilayer structure consisting of alternating layers of high\n",
        "refractive index and low refractive index. When the thickness of each\n",
        "layer is close to a quarter of the medium wavelength, nearly perfect\n",
        "reflection occurs due to constructive interference of the reflected\n",
        "waves at each layer. DBR is commonly used at optical and UV wavelengths\n",
        "due to the fact that metallic reflectors have a high loss at high\n",
        "frequencies. Besides free space optics, similar concepts have also been\n",
        "applied to integrated photonics and fiber optics. Furthermore, high-Q\n",
        "cavities based on DBR structures are widely popular in lasers, filters,\n",
        "and sensors.\n",
        "\n",
        "Although Tidy3D uses highly optimized algorithms and hardware designed\n",
        "to perform large 3D simulations at ease, the computational efficiency\n",
        "can be improved exponentially if we can reduce the dimension of the\n",
        "model. The DBR structure has translational symmetry along the two\n",
        "in-plane directions. Thus, simulating a DBR is effectively a 1D problem.\n",
        "\n",
        "<img src=\"img/dbr_schematic.png\" width=600 alt=\"Schematic of the DBR and cavity\">\n",
        "\n",
        "For a relevant example, please see the [waveguide bragg gratings\n",
        "notebook](https://www.flexcompute.com/tidy3d/examples/notebooks/BraggGratings/).\n",
        "\n",
        "If you are new to the finite-difference time-domain (FDTD) method, we\n",
        "highly recommend going through our\n",
        "[FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. For more\n",
        "simulation examples, please visit our [examples\n",
        "page](https://www.flexcompute.com/tidy3d/examples/). FDTD simulations\n",
        "can diverge due to various reasons. If you run into any simulation\n",
        "divergence issues, please follow the steps outlined in our\n",
        "[troubleshooting\n",
        "guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/)\n",
        "to resolve it."
      ],
      "id": "09739502-92a5-414f-b7e9-c5aa6052feb0"
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {},
      "outputs": [],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "import tidy3d as td\n",
        "import tidy3d.web as web"
      ],
      "id": "f3bdf728"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Simulating the Stopband of a DBR\n",
        "\n",
        "### Simulation Setup\n",
        "\n",
        "The most common DBR is made of alternating layers of titanium dioxide\n",
        "($TiO_2$) and silica ($SiO_2$). The target stopband of the DBR is around\n",
        "630 nm."
      ],
      "id": "9ed5157c-3739-473b-a09a-5cd9f9622f18"
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {},
      "outputs": [],
      "source": [
        "lda0 = 0.63  # central wavelength\n",
        "freq0 = td.C_0 / lda0  # central frequency\n",
        "freqs = freq0 * np.linspace(0.5, 1.5, 1001)  # frequency range of interest"
      ],
      "id": "ef5f8bdf"
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {},
      "outputs": [],
      "source": [
        "n_tio2 = 2.5  # refractive index of TiO2\n",
        "n_sio2 = 1.5  # refractive index of SiO2\n",
        "n_s = 1.5  # refractive index of the substrate material. It's set to SiO2 in this case\n",
        "inf_eff = 10  # effective infinity in this model"
      ],
      "id": "543005a3"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The bandwidth of the stopband is given by\n",
        "\n",
        "$$\\frac{\\Delta f}{f_0} = \\frac{4}{\\pi} arcsin(\\frac{n_1-n_2}{n_1+n_2}),$$\n",
        "\n",
        "where $f_0$ is the central frequency, $n_1$ is the refractive index of\n",
        "the high index material, and $n_2$ is the refractive index of the low\n",
        "index material. We use the above equation to estimate the bandwidth of\n",
        "the DBR."
      ],
      "id": "e5ce1337-1d8a-4a1f-87c9-540749497487"
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {},
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The normalized bandwidth of the reflection band is 0.32"
          ]
        }
      ],
      "source": [
        "df = 4 * np.arcsin((n_tio2 - n_sio2) / (n_tio2 + n_sio2)) / np.pi\n",
        "print(f\"The normalized bandwidth of the reflection band is {df:1.2f}\")"
      ],
      "id": "27d2c133"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Next, we construct a function that builds the DBR layers given four\n",
        "parameters: the refractive indices of the materials, the number of layer\n",
        "pairs, and the starting position of the lowest layer. This function will\n",
        "be handy for constructing the DBR as well as the cavity device in the\n",
        "next section."
      ],
      "id": "d3f4861e-8b7e-4a68-8e9e-d3f8741121b2"
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {},
      "outputs": [],
      "source": [
        "def build_layers(n_1, n_2, N, z_0):\n",
        "    # n_1 and n_2 are the refractive indices of the two materials\n",
        "    # N is the number of repeated pairs of low/high refractive index material\n",
        "    # z_0 is the z coordinate of the lowest layer\n",
        "\n",
        "    material_1 = td.Medium(permittivity=n_1**2)  # define the first material\n",
        "    material_2 = td.Medium(permittivity=n_2**2)  # define the second material\n",
        "    t_1 = lda0 / (4 * n_1)  # thickness of the first material\n",
        "    t_2 = lda0 / (4 * n_2)  # thickness of the second material\n",
        "    layers = []  # holder for all the layers\n",
        "\n",
        "    # building layers alternatively\n",
        "    for i in range(2 * N):\n",
        "        if i % 2 == 0:\n",
        "            layers.append(\n",
        "                td.Structure(\n",
        "                    geometry=td.Box.from_bounds(\n",
        "                        rmin=(-inf_eff, -inf_eff, z_0),\n",
        "                        rmax=(inf_eff, inf_eff, z_0 + t_1),\n",
        "                    ),\n",
        "                    medium=material_1,\n",
        "                )\n",
        "            )\n",
        "            z_0 = z_0 + t_1\n",
        "        else:\n",
        "            layers.append(\n",
        "                td.Structure(\n",
        "                    geometry=td.Box.from_bounds(\n",
        "                        rmin=(-inf_eff, -inf_eff, z_0),\n",
        "                        rmax=(inf_eff, inf_eff, z_0 + t_2),\n",
        "                    ),\n",
        "                    medium=material_2,\n",
        "                )\n",
        "            )\n",
        "            z_0 = z_0 + t_2\n",
        "\n",
        "    return layers"
      ],
      "id": "15d674f4"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "We plan to perform a parameter sweep of $N$, the number of layer pairs.\n",
        "In order to do so, we define another function that takes $N$ as an\n",
        "argument and builds the simulation including structures, source,\n",
        "monitor, and so on."
      ],
      "id": "1bf2a821-2bc2-4f05-9f34-e87d31f290c7"
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {},
      "outputs": [],
      "source": [
        "def make_DBR(N):\n",
        "    # build the DBR layers using the previously defined function\n",
        "    DBR = build_layers(n_tio2, n_sio2, N, 0)\n",
        "\n",
        "    thickness = N * (lda0 / (4 * n_tio2) + lda0 / (4 * n_sio2))  # total thickness of the DBR layers\n",
        "\n",
        "    # build the substrate structure\n",
        "    sub = td.Structure(\n",
        "        geometry=td.Box.from_bounds(\n",
        "            rmin=(-inf_eff, -inf_eff, -inf_eff), rmax=(inf_eff, inf_eff, 0)\n",
        "        ),\n",
        "        medium=td.Medium(permittivity=n_s**2),\n",
        "    )\n",
        "\n",
        "    # the entire DBR structure includes the layers and the substrate\n",
        "    DBR.append(sub)\n",
        "\n",
        "    # create a plane wave excitation source\n",
        "    fwidth = 0.5 * freq0  # width of the frequency distribution\n",
        "    plane_wave = td.PlaneWave(\n",
        "        source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
        "        size=(td.inf, td.inf, 0),\n",
        "        center=(0, 0, thickness + lda0 / 4),\n",
        "        direction=\"-\",\n",
        "        pol_angle=0,\n",
        "    )\n",
        "\n",
        "    # create a flux monitor to measure the reflectance\n",
        "    flux_monitor = td.FluxMonitor(\n",
        "        center=(0, 0, thickness + lda0 / 2),\n",
        "        size=(td.inf, td.inf, 0),\n",
        "        freqs=freqs,\n",
        "        name=\"R\",\n",
        "    )\n",
        "\n",
        "    Lz = thickness + 2 * lda0  # simulation domain size in z direction\n",
        "    run_time = 100 / fwidth  # simulation run time\n",
        "\n",
        "    sim = td.Simulation(\n",
        "        size=(0, 0, Lz),  # simulation domain sizes in x and y directions are set to 0\n",
        "        center=(0, 0, thickness / 2),\n",
        "        grid_spec=td.GridSpec.auto(min_steps_per_wvl=60, wavelength=lda0),\n",
        "        structures=DBR,\n",
        "        sources=[plane_wave],\n",
        "        monitors=[flux_monitor],\n",
        "        run_time=run_time,\n",
        "        boundary_spec=td.BoundarySpec(\n",
        "            x=td.Boundary.periodic(), y=td.Boundary.periodic(), z=td.Boundary.pml()\n",
        "        ),  # pml is applied in the z direction\n",
        "        shutoff=1e-7,\n",
        "    )  # early shutoff level is decreased to 1e-7 to increase the simulation accuracy\n",
        "    return sim"
      ],
      "id": "ef4b0c34"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "To visualize the relationship between reflectance and the number of\n",
        "repeated pairs, we perform a parameter sweep. N is swept from 2 to 10 in\n",
        "a total of 5 simulations."
      ],
      "id": "9f450839-3d3c-4e5e-be10-8acbe8d17115"
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {},
      "outputs": [],
      "source": [
        "Ns = np.array([2, 3, 4, 5, 10])  # collection of N for the parameter sweep\n",
        "sims = {f\"N={N:.2f}\": make_DBR(N) for N in Ns}  # construct simulations for each N from Ns"
      ],
      "id": "e761cfff"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Submit the simulations with `web.run`.\n",
        "\n",
        "As of version `2.10`, `web.run` can submit dictionaries, lists, tuples,\n",
        "and nested combinations of simulations directly while preserving the\n",
        "input structure in the returned results."
      ],
      "id": "c3a81b43-89fe-48dc-9595-5c6c80f828aa"
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    {
      "cell_type": "code",
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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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">04:02:17 UTC </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">5</span> tasks.                       \n",
              "</pre>"
            ]
          }
        },
        {
          "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\">04:02:22 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.125</span> for the whole batch.                \n",
              "</pre>"
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            "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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
              "</pre>"
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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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">04:02:24 UTC </span>Batch complete.                                                    \n",
              "</pre>"
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      ],
      "source": [
        "batch_results = web.run(sims, verbose=True)"
      ],
      "id": "f64075cb"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "### Result Visualization\n",
        "\n",
        "Once the simulations are complete, we can plot the reflectance spectra.\n",
        "\n",
        "Analytically, the reflectance at the central frequency is given by\n",
        "\n",
        "$$R = [\\frac{n_0(n_1)^{2N}-n_s(n_2)^{2N}}{n_0(n_1)^{2N}+n_s(n_2)^{2N}}]^2,$$\n",
        "\n",
        "where $n_0=1$ is the refractive index of the superstrate,\n",
        "$n_s=n_{SiO_2}$ is the refractive index of the substrate. We will use\n",
        "this analytical solution to validate the accuracy of our simulations."
      ],
      "id": "eca5e6e0-4bcf-4321-be84-a8c5d51277b4"
    },
    {
      "cell_type": "code",
      "execution_count": 9,
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        {
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          "metadata": {},
          "data": {
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fzjnnW0GioqKcGY5DHTt2DH369CmyTrbcF0upSMdZzZo1cfnyZQC259SvX79C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\nw1g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XrSbDrwmQJ0X4pEkgOlPkMjrAp25qsjYNbh/sOYgx2WMSmGWUjD8DqPOX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\nC/jmC3sRzJJ0utaTZOZLq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/8YhAPhNDry5TjdNDq6El2/+TXJMNaOBWT/DGfHwHkHvVb/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\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R+9bbKB5Ovct0Ud+jJb8EDJErfcdCEES0N9qJvlQq0XU/9xzRti5fDl6fWlXpuy6sxfev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\n0Sf6AAAAAElFTkSuQmCC\n"
          }
        }
      ],
      "source": [
        "for i, N in enumerate(Ns):\n",
        "    sim_data = batch_results[f\"N={N:.2f}\"]\n",
        "    R = sim_data[\"R\"].flux  # extract reflectance data from the flux monitor\n",
        "    plt.plot(freqs / freq0, R, label=f\"N={N}\")  # plot reflectance spectrum\n",
        "\n",
        "    # plot the analytically calculated reflectance at the central frequency with a star marker\n",
        "    plt.scatter(\n",
        "        1,\n",
        "        (\n",
        "            ((n_tio2) ** (2 * N) - (n_sio2) ** (2 * N + 1))\n",
        "            / ((n_tio2) ** (2 * N) + (n_sio2) ** (2 * N + 1))\n",
        "        )\n",
        "        ** 2,\n",
        "        marker=\"*\",\n",
        "        s=50,\n",
        "    )\n",
        "\n",
        "plt.title(\"Reflectance of DBR of different number of periods\")\n",
        "plt.xlabel(\"Normalized frequency\")\n",
        "plt.ylabel(\"Reflectance\")\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "id": "7ed8c13d"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "As the number of pairs increases, the reflectance at the stopband\n",
        "increases to unity. The width of the stopband agrees with the analytical\n",
        "expression discussed above. The analytical solution of the reflectance\n",
        "at the central frequency (stars) also agrees well with Tidy3D simulation\n",
        "results.\n",
        "\n",
        "## Modeling a High-Q DBR Microcavity\n",
        "\n",
        "Similar to a defect in a photonic crystal, an optical microcavity is\n",
        "formed when one layer of a DBR has an anomalous thickness. For example,\n",
        "if a high index layer in the middle of a DBR has a thickness of half a\n",
        "material wavelength instead of the usual quarter material wavelength,\n",
        "the DBR will show greatly suppressed reflection at the central\n",
        "frequency. The quality factor of this cavity mode can be very high if\n",
        "the total number of layers is large. DBR-based microcavities are widely\n",
        "used in lasers, filters, and sensing applications.\n",
        "\n",
        "To obtain the reflectance spectrum of a high-Q DBR cavity, a long\n",
        "simulation run time is required since we need to run the time stepping\n",
        "until the energy in the simulation domain dissipates. Fortunately, for\n",
        "1D or 2D simulations, this is still an easy task.\n",
        "\n",
        "On the other hand, for a large 3D cavity with a very high Q value, this\n",
        "kind of simulation can become computationally impractical. In this case,\n",
        "the\n",
        "[ResonanceFinder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html)\n",
        "plugin of Tidy3D is a handy tool. It can be used to extract the\n",
        "resonance frequencies and Q values without running the time stepping\n",
        "until the resonance modes fully decay, as demonstrated in the [photonic\n",
        "crystal cavity\n",
        "example](https://www.flexcompute.com/tidy3d/examples/notebooks/OptimizedL3/).\n",
        "\n",
        "### Simulation Setup\n",
        "\n",
        "To resolve the cavity resonance in the spectrum, we narrow the frequency\n",
        "range a bit compared to the previous simulations."
      ],
      "id": "335f833b-2d40-40e3-b690-14e3468cd79f"
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {},
      "outputs": [],
      "source": [
        "lda0 = 0.63  # central wavelength\n",
        "freq0 = td.C_0 / lda0  # central frequency\n",
        "freqs = freq0 * np.linspace(\n",
        "    0.9, 1.1, 1001\n",
        ")  # frequency range of interest. The range is narrowed compared to previous simulations"
      ],
      "id": "a1eeb0d2"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "To create a DBR cavity, we will use the previously defined\n",
        "`build_layers` function twice to construct the regular DBRs on the top\n",
        "and bottom of the cavity. Then a single layer of $TiO_2$ with thickness\n",
        "$\\lambda_0/2n_{TiO_2}$ is added between them."
      ],
      "id": "8d3238a7-c531-470c-898c-387c6922947b"
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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LL73k42q8Z/78+UpJSZEkxwRYTyHcAfhUQUGBHnjgAcfXV111lQ+rgTcEBQXp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\nAIBhCHcAAAxDuAMAYJj/A5vZDmZUrObUAAAAAElFTkSuQmCC\n"
          }
        }
      ],
      "source": [
        "N_bottom = 6  # number of layer pairs for the bottom DBR\n",
        "thickness_bottom = N_bottom * (\n",
        "    lda0 / (4 * n_tio2) + lda0 / (4 * n_sio2)\n",
        ")  # thickness of the bottom DBR\n",
        "bottom_DBR = build_layers(n_tio2, n_sio2, N_bottom, 0)  # construct the bottom DBR\n",
        "\n",
        "thickness_cavity = lda0 / (2 * n_tio2)  # thickness of the cavity layer\n",
        "# construct the cavity layer\n",
        "cavity = td.Structure(\n",
        "    geometry=td.Box.from_bounds(\n",
        "        rmin=(-inf_eff, -inf_eff, thickness_bottom),\n",
        "        rmax=(inf_eff, inf_eff, thickness_bottom + thickness_cavity),\n",
        "    ),\n",
        "    medium=td.Medium(permittivity=n_tio2**2),\n",
        ")\n",
        "\n",
        "N_top = 6  # number of layer pairs for the top DBR\n",
        "# construct the bottom DBR\n",
        "top_DBR = build_layers(n_sio2, n_tio2, N_top, thickness_bottom + thickness_cavity)\n",
        "thickness_top = N_top = N_bottom * (\n",
        "    lda0 / (4 * n_tio2) + lda0 / (4 * n_sio2)\n",
        ")  # thickness of the bottom DBR\n",
        "\n",
        "# construct the substrate\n",
        "sub = td.Structure(\n",
        "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -inf_eff, -inf_eff), rmax=(inf_eff, inf_eff, 0)),\n",
        "    medium=td.Medium(permittivity=n_s**2),\n",
        ")\n",
        "\n",
        "# combining the top DBR, the bottom DBR, the cavity layer, and the substrate\n",
        "DBR_cavity = bottom_DBR + top_DBR\n",
        "DBR_cavity.append(cavity)\n",
        "DBR_cavity.append(sub)\n",
        "\n",
        "thickness = thickness_bottom + thickness_cavity + thickness_top  # total thickness of the device\n",
        "\n",
        "fwidth = 0.1 * freq0  # width of the frequency range\n",
        "\n",
        "# add a plane wave source\n",
        "plane_wave = td.PlaneWave(\n",
        "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
        "    size=(td.inf, td.inf, 0),\n",
        "    center=(0, 0, thickness + lda0 / 4),\n",
        "    direction=\"-\",\n",
        "    pol_angle=0,\n",
        ")\n",
        "\n",
        "# add a flux monitor to measure reflectance\n",
        "flux_monitor = td.FluxMonitor(\n",
        "    center=(0, 0, thickness + lda0 / 2), size=(td.inf, td.inf, 0), freqs=freqs, name=\"R\"\n",
        ")\n",
        "\n",
        "# add a field monitor to measure the field distribution\n",
        "field_monitor = td.FieldMonitor(\n",
        "    center=(0, 0, 0), size=(td.inf, td.inf, td.inf), freqs=freqs, name=\"field\"\n",
        ")\n",
        "\n",
        "# simulation domain size in z direction\n",
        "Lz = thickness + 2 * lda0\n",
        "\n",
        "# run time needs to be sufficiently long to ensure the field decays away in the end\n",
        "run_time = 500 / fwidth\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=(0, 0, Lz),\n",
        "    center=(0, 0, thickness / 2),\n",
        "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=60, wavelength=lda0),\n",
        "    structures=DBR_cavity,\n",
        "    sources=[plane_wave],\n",
        "    monitors=[flux_monitor, field_monitor],\n",
        "    run_time=run_time,\n",
        "    boundary_spec=td.BoundarySpec(\n",
        "        x=td.Boundary.periodic(), y=td.Boundary.periodic(), z=td.Boundary.pml()\n",
        "    ),\n",
        "    shutoff=1e-7,\n",
        ")  # early shutoff level is decreased to 1e-7 to increase the simulation accuracy\n",
        "\n",
        "# visualize the simulation setup\n",
        "ax = sim.plot(y=0)\n",
        "ax.get_xaxis().set_visible(False)"
      ],
      "id": "a644a465"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Submit the simulation job to the server."
      ],
      "id": "3a5e1e08-ac9e-4807-90e3-40d6ed5b2f27"
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">04:02:25 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'dbr_cavity'</span> with resource_id                         \n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-dfaec55d-e07a-4ac4-8114-0a1f63a061f4'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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-dfaec55d-e07a-4ac4-8114-0a1f63a061f4\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-dfaec55d-e07</span></a>\n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-dfaec55d-e07a-4ac4-8114-0a1f63a061f4\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">a-4ac4-8114-0a1f63a061f4'</span></a>.                                         \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<script type=\"application/vnd.jupyter.widget-view+json\">\n",
              "{\"model_id\":\"610529cfc7ae49caa9414ff6d9955837\",\"version_major\":2,\"version_minor\":0,\"quarto_mimetype\":\"application/vnd.jupyter.widget-view+json\"}\n",
              "</script>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">04:02:27 UTC </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span>. This assumes the FDTD solver runs\n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>for the full simulation time; if early shutoff is reached, the     \n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>billed cost can be lower. 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 simulation run.                     \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">04:02:28 UTC </span>status = success                                                   \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<script type=\"application/vnd.jupyter.widget-view+json\">\n",
              "{\"model_id\":\"61ffa72d6f294644845806323dc497c3\",\"version_major\":2,\"version_minor\":0,\"quarto_mimetype\":\"application/vnd.jupyter.widget-view+json\"}\n",
              "</script>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">04:02:30 UTC </span>Loading results from data/simulation.hdf5                          \n",
              "</pre>"
            ]
          }
        }
      ],
      "source": [
        "sim_data = web.run(sim, task_name=\"dbr_cavity\", path=\"data/simulation.hdf5\", verbose=True)"
      ],
      "id": "f5c6c6e6"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "### Result Visualization\n",
        "\n",
        "Once the simulation is complete, we can plot the reflectance spectra. A\n",
        "sharp dip at the central frequency due to the cavity resonance mode is\n",
        "observed, in agreement with our expectation."
      ],
      "id": "e9bbaefb-1660-469c-b034-4eedc2e6417a"
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
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RLGppS5I8tHV9GusacvDi/VNZUZlNXVt3PaNtcVof2R/09O9MU/2czKltSHtPZwaGBtPW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EHw8PDAokWL4ObmJicgNDc316hHibZWZH8rU0X2s1u3bnLUS3R0NHx9fdGxY0cMGzYMvr6+6NOn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\nhsEmIiIiIiIiIiJSzP8DWab1OWa4gOUAAAAASUVORK5CYII=\n"
          }
        }
      ],
      "source": [
        "R = sim_data[\"R\"].flux  # extracting reflection data from the flux monitor\n",
        "plt.plot(freqs / freq0, R)\n",
        "plt.xlabel(\"Normalized frequency\")\n",
        "plt.ylabel(\"Reflectance\")\n",
        "plt.show()"
      ],
      "id": "66d0abf3"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Finally, we visualize the frequency domain field distribution. Since the\n",
        "simulation is in 1D, we can not plot the field as a 2D false color\n",
        "image. Instead, we can plot it as a curve. The incident plane wave is\n",
        "polarized in the x direction, so we will look at the x component of the\n",
        "field.\n",
        "\n",
        "At the resonance frequency, the field distribution shows a strong\n",
        "localization at the cavity. On the contrary, when the frequency is\n",
        "slightly off-resonance, the field is exponentially decaying, leading to\n",
        "strong reflection."
      ],
      "id": "7c9846d7-5e17-4e58-8dd1-9ce66dd4331d"
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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L5SmJ4TedtVuwNzenTUqIULAnwx4AAAAA4IAZ\niWNm2PuIxIFDFOwNM2bMsB7/7W9/Czt2zpw5ysjIUJs2bdS6dWulpqbqqKOO0pNPPqni4tBFnxUr\nVkiSOnfuLLc79D+CffbZJ+AcANgbmRn2ZlSNmT1vt2BfamTYB0bi+BfsC0rY5BsAAAAAYF9ghj2b\nzqJm4iMPaTx++eUXPfXUU5Kknj17avDgwWHHZ2dnKyEhQe3atdPu3btVWFioRYsWadGiRXryySc1\na9Ysde3aNeh5koJm11fVsmXLgHPsysnJCXksNzfX0VwAUNsKzYJ9kn/BPiGgYF+9DPuEOP//7Zkd\n9uYXBwAAAAAAhGM2fgVm2NNhD2fosP+f3NxcjRgxQmVlZXK73XrqqacUFxcXdOxxxx2nGTNmaN26\ndSouLtbmzZu1Z88eLVmyRGeeeaYkaenSpTrllFNUUFAQcH7la8nJyQHHqkpNTbUe5+fnO/p5WrRo\nEfJPt27dHM0FALXN3HQ2JWKHvb0IslKPGYnj32GfkuCflV9c5p+lDwAAAABAOAXF/p9nmyQbGfZ0\n2MMhCvaSSktLNWLECP3xxx+SpNtvv10DBgwIOf7xxx/X+eef7xdp43a71b9/f7333nv65z//KUla\nuXKlHnrooYDzK8/xRsiw8ng81uNQXx4AQEPn8/kCOtvNgn1ghr29Dvsyo7BvdtinGJvbmpvfAgAA\nAAAQTqRNZ4nEgVONvmDv8Xg0ZswY/ec//5Ek/eMf/9DEiRNrNOe9995rxd288cYbAcfT0yuyrIqK\nigKOVVX1eOU5dmVnZ4f8s2bNGkdzAUBtKjK62pPiExXn9v+SMt4otJd57HXYm+PMgn0yHfYAAAAA\ngBqItOkskThwqlFn2Pt8Pl122WV65513JEnnnXeeHn/88RrPm5KSogEDBuidd97R8uXL5fV6/TaX\nbdOmjdavX6+tW7eGnWfLli1+5zjRvHlzZ4sGgBgJ2HA2KTAuzCy02ynYe7yegAsj84sAs5OfDHsA\nAAAAgBNmwT7diMSRKmqQLperrpaEBq5Rd9j/85//1AsvvCBJGj58uF588cWo/ctTWTD3er0BOfa9\nevWSJG3YsEHFxaGLQ6tXrw44BwD2NpHy66XqddgH6643/xufnEiHPQAAAACg+sxNZ9OTUwM+e5Jj\nDycabcF+/PjxVjf9kCFD9Prrr0c1J37Dhg2SpMTERDVp0sTv2JFHHilJKi8v17fffhtyji+//NJ6\nfPjhh0dtbQBQnwR02CemBIxJNAr25TYK9uaYBGPjWikwEocOewAAAACAE4Ed9qlyu/xLrsTiwIlG\nWbC/4447dN9990mSBg0apHfeeUcJCYGFnOrasmWLPv/8c0nBC+1Dhw61InJeffXVoHN4PB69+eab\nkqT+/furU6dOUVsfANQnhTYicaLVYW8yC/al5WXyeD0B4wAAAAAAMPl8PhUYd42nJaXKbXTYs/Es\nnGh0Bftp06bp1ltvlSQNGDBA77//vpKSkiKc9ZfS0tKwx/Pz8zVmzBhrw9jLLrssYEy7du00atQo\nSdILL7ygH374IWDMvffea3XpX3/99bbXBwANjdnVHiwSxyy2V6fD3iz6S5LL5VKKufFsKbE4AAAA\nAIDIistK/Jq+EuMTlBifEBCJQ4c9nGhUm85Onz5d//d//ydJ6tmzpx599FFt27Yt5PiUlJSAzV4v\nuugirV27Vqeffrp69eqltm3bqmXLlsrOztaXX36pRx99VGvXrpUknXHGGTrvvPOCzn333XdrwYIF\n2r59u0466SRNnjxZAwYMUEFBgV5++WU99thjkqSTTz5Z55xzThR+egCon+xk2Fdn09kyj3+nfII7\n+P/yUhKTVVQlu76orERpyakR5wcAAAAANG4BcThJFZ8lzUgcMuzhRKMq2L/88svW4xUrVuiAAw4I\nO/7EE0/UwoUL/V5LSEjQ119/ra+//jrkeS6XS1dddZWmTp0achPbTp06ad68eRo2bJjWr1+vq6++\nOmDMoEGD9NZbb7GLNIC9mrnRa0qCjUic8rKI85pj4kPsU5KcmCRV2RucjWcBAAAAAHaYG85WNn8F\ndthTsId9japg37ZtW3Xp0sXReNMLL7ygq6++Wh9++KF+/PFHbdmyRTt37lRKSoo6duyoI444QmPG\njFG3bt0izt+vXz8tXbpUL7zwgubNm6cNGzYoKSlJ++67r0aOHKmzzjqLYj2AvZ4ZQZOcGBhTFhCJ\n4/XI5/OF/W+k2YWfGGTTWSmwo5+NZwEAAAAAdgTbcFYK1mFPJA7sa1QF+zfeeKPGc7hcLvXv31/9\n+/ePwoqkpk2baty4cRo3blxU5gOAhsbsaDc3gpUkt9utOHecXzZgudcTdCPZSmbBPliGfbD3I8Me\nAAAAAGCHWbBPS6rssPcfR4M9nGh0m84CAOqXIhsFe8l5jr256Wyo4r75fnTYAwAAAADssNthz6az\ncIKCPQAgpuxE4kiBGfRmQd5kt8PejMQhwx4AAAAAYEdAhn2ITWcp2MMJCvYAgJiyE4kj1WKHfSId\n9gAAAAAA58yC/V8d9mw6i+qjYA8AiCmzYJ8SssPeKNiXl4Wdt9RmwT4lwdh0lg57AAAAAIANoSJx\nzBB7HwV7OEDBHgAQUwGROCE67BPjEvye116HPQV7AAAAAEBkoSNxzII9kTiwj4I9ACCm7EbimB32\nUcuwN96vmEgcAAAAAIANhSX+nx9T/7dHWmCGPR32sI+CPQAgpgIK9iEicWorw96M4KHDHgAAAABg\nh+1NZ7102MM+CvYAgJgyC+R13WFvvp/5BQIAAAAAAMEUGndopyZVdNgbiTiivx5OULAHAMSU3Uic\nhLg4v+dlHk/Yee132PtvOkvBHgAAAABgR2FJkd/zkB32ZNjDAQr2AICYMgvkZkRNJbNDvsxTFnbe\n0nL/4wnxCUHHBW46S4Y9AAAAACCyAqNg/1eHvX+LPZE4cIKCPQAgpoqNSJyk+MSg4xKNgrvzDPu4\noOPosAcAAAAAVIfZYZ9a2WHv9i+5+th0Fg5QsAcAxJTdTWfrKsOeDnsAAAAAgB0BHfb/awhzyb/D\n3keKPRygYA8AiCn7GfZmJE6kDnv/jPtQGfaBBXs67AEAAAAAkRWVhsqwJxIH1UfBHgAQU2YkTqiC\nfW112JuROHTYAwAAAADsCJVhb0bieInEgQMU7AEAMVVkc9PZBLfDDnuv//HEuOCbzprvR4Y9AAAA\nAMCOwhL/hq/UpBRJgZE4Xh8d9rCPgj0AIKZKykr9nicnJAcdZ3bIl5WHL9iXlpeFPb8SHfYAAAAA\ngOooKCn0e55WWbA3InFosIcTFOwBADFld9PZxHinGfb+x+1m2NNhDwAAAACIpMxT7ve51O1yKyk+\nseJxQCQOHfawL3j1AgCAOlDmKZfH+9fmsHHuuJCF9YAOe4cZ9qHmTUpI9HtuduYDABq27du36+OP\nP7aen3zyyWrVqlXE83w+n3755RetXbtWbrdb3bp1U+/evWtzqQAAoAEpLDE3nE2xOuvNTWd9FOzh\nAAV7AEDM2N1wVgosuEfadNY8Hh8XF3RcZQdEqDUBABq2yy+/XLNmzbKef/HFFxEL9m+++aYmTJig\ntWvX+r2+77776sEHH9TgwYNrY6kAAKABCdxwNsV6HJhhTyYO7CMSBwAQM8Vl/nnxoeJwpCh02Mfb\n3HS2vDToOABAw/Paa6/5FevtmDJlis4991ytXbtWzZo105AhQ3TqqacqLS1NK1eu1Gmnnaann366\nllYMAAAaimAd9pXMSBwfBXs4QMEeABAzRbXYYW8/Esf/PUvIsAeAvcL27ds1btw4SdKwYcNsnfPZ\nZ5/plltukSSdeuqpWr9+vebMmaN58+Zp7dq1OvrooyVJY8eO1S+//FI7CwcAAA1CuA57MxKHDns4\nQcEeABAz5gavKWEK9maHfaknfNa87YK9EYlTUkaHPQDsDcaOHaudO3fqwgsv1PHHH2/rnJtuukk+\nn09t2rTR66+/riZNmljHMjMz9fbbbys9PV0ej0cTJ06sraUDAIAGoLA0dIe9y8Wms6g+CvYAgJgx\nC/bhInESa5xhH7xgn2hE5Zgb4QIAGp6ZM2fqnXfeUatWrTR16lRb56xevVqLFi2SJF166aXKyMgI\nGNOuXTuNHj1akjR//nxlZ2dHb9EAAKBBKSg2OuwTQ2fYs+ksnKBgDwCIGSebzgZm2IcvqtvtsHe5\nXAHvW1IevnsfAFB/ZWdna+zYsZKkadOmqWXLlrbOmz9/vvX4lFNOCTmu8lh5ebkWLFhQg5UCAICG\nzOywT01Kth673WbBvk6WhL0EBXsAQMwEdNhHMcPePB6qYC9JSQn+sTjmFwkAgIbjmmuu0bZt2zRw\n4ECdd955ts9bunSp9fjggw8OOe6QQw4Jeg4AAGhcAjPsU63HbiJxUAMU7AEAMeMkEiewwz46m85K\ngV8UsPEsADRMH3zwgV599VWlpKToqaeecnTu6tWrJUktW7ZUWlpayHEdOnSQ2+32OwcAADQ+hWbB\nPrFKh33AprMU7GFf6OoFAAC1rMhBJI5ZcC+LEFtTVm4vw14K7LAvKWfjWQBoaHJzc3XFFVdIkiZN\nmqRu3bo5Oj8vL0+SgmbXVxUfH6+0tDTt2bPHOseunJyckMdyc3MdzQUAAGIr/KazROKg+ijYAwBi\nxiyMJxuF86pqs8M+Kd6IxCmjYA8ADc11112nzZs364ADDtD111/v+PyCggJJUlJS6C+PKyUnJ2vP\nnj3WOXa1aNHC8boAAED9FNBh71ewJxIH1UckDgAgZkrKzIJ96CJJYnyC33OnGfbhOuzNLwrMdQEA\n6rePP/5YL7zwgtxut5599lnFxzvvS6os1JeVRd54vLS01O8cAADQ+JgF+6od9oGROLTYwz467AEA\nMWNmxZvRNFXVaoc9GfYA0GDt2bNHl112mSTpqquu0uGHH16teZo0aSJJEbvmfT6fCgsLJUnp6emO\n3iM7OzvksdzcXMcxPgAAIHYCN52tWrD375H20WEPByjYAwBixoyeMaNpqkqIi/N7HqnDPqBgb3To\nVxWw6SwZ9gDQYHzyySdav3694uPj1atXL73yyisBY5YsWWI9/vjjj7V27VpJ0ujRo60NZDt27ChJ\n2rZtm8rLy0N26W/fvt3qwu/UqZOjtTZv3tzReAAAUH+F67A3Guzlo8MeDlCwBwDEjFkYd9Zh7wk7\nt1nQD99h7/++5ma4AID6q/IDcHl5ucaOHRtx/OTJk63HI0aMUHJysiSpd+/ekiSv16sVK1ZYz02/\n/fab9Xj//fev9roBAEDDFtBhnxi6w55IHDhBwR4AEDOljjrszYJ9+Ixh83i8mwx7ANgbderUSWPG\njAk7ZuXKlVaX/aBBg9SqVStJUlyVu7cGDBhgPf7ss89CFuw//fRT6/Hxxx9f3WUDAIAGrrDUfiQO\nm87CCQr2AICYKXbQYR9YsI8UiePfgW9G6vi9r/FFQUk5HfYA0FD069cvaAxOVY899phVsL/lllt0\nzDHHBIw58sgj1bFjR23cuFHPPfecrrrqKrmM+9lLS0s1Y8YMSdKBBx6oHj16ROmnAAAADU1hSbHf\nc/9IHGPTWS8d9rDPHXkIAAC1w+xkNzd/rSohzj+D3mmGvRmpE+596bAHgMbH5XLp5ptvliT99NNP\nuuuuuwLGjB8/XuvWrZNUUfgHAACNV7hNZ82CvU8U7GEfHfYAgJgxC+NmNE1VTjvszYJ+ooNNZ83N\ncAEAjcNll12m2bNna/78+Zo4caIWLVqkwYMHy+Px6N1339Vnn30mqWKz2uHDh8d2sQAAIKbMSJw0\nv0gco2BPJA4coGAPAIiZkjL/6JlwRXWzQz66HfZk2AMAKjLt3377bY0dO1YzZszQ3LlzNXfuXOu4\ny+XS2LFj9cADD8RwlQAAoD5wtOkskThwgII9ACBmSsr9N4ZNig8XiVOzDnvz/KrMzv7iMjLsAWBv\n0rNnT2tj2tatW4cdm5aWphdffFHjx4/XrFmztG7dOrlcLnXr1k1nnXWWsrKy6mLJAACgnissCddh\nz6azqD4K9gCAmClxsOms2SEfcdNZ48sAZx32FOwBYG8ycOBADRw40NE5vXr1Uq9evWppRQAAoCHz\ner0qKvXfdDYlMdl6bCTikGEPR9h0FgAQM2ZhPHyGfZzf84gFewcd9mZnf3E5kTgAAAAAgOCCFevd\n7r/KrC4icVADFOwBADFjZsWH67BPMPLtw2XY+3w+lXs9/ueHi8RJ9C/Yk2EPAAAAAAglIL++ShyO\nRCQOaoaCPQAgZooDCvbRybA3i/Xx7ji5zHsSqzA7+ynYAwAAAABCMTvsU6vE4UiS2+3/+dPno8Me\n9lGwBwDETECGvdFFX5WZQR+uw95JHE7F+5JhDwAAAACwpzBMfr0kuWQU7MmwhwMU7AEAMVNqdtjH\nh8uwt99h72TDWSkwiqeYgj0AAAAAIISiUiMSJ9GMxPEv2Hu9ROLAPgr2AICYCeiwDxOJYxbdy8qj\n2GFvvK8Z1QMAAAAAQKXCUv8mrxRjX7SqG9BKkpdIHDhAwR4AEDOBGfbR6bA343IiddinGAV784sE\nAAAAAAAqFUbYdNbFprOoAQr2AICYMTd3NTd/rcos2DvKsA+TjS8FflHAprMAAAAAgFDMTWcDM+z9\nseksnKBgDwCIGXNz18QoZdibxfzIkThsOgsAAAAAsCfSprNE4qAmKNgDAGLC4/Wo3OuxnrtcrrCF\n9Th3nN9zr88bcuOewAz7uKDjKiXFk2EPAAAAALDH7LBPNQv2xqazPiJx4AAFewBATJSUl/k9T45P\nlMtl3jj4l2AF/VBd9ubrkTLszSieYjrsAQAAAAAhRIrEcQdk2NNhD/so2AMAYsKMnUkyNn4Nxiy8\nl3nKgo4L7LAPX7BPNDLuS8uDzwsAAAAAQORNZ80Oewr2sI+CPQAgJsyNXc0c+WDMwnqoDvvADPvw\nm84mGu9dWk4kDgAAAAAguMAOe/8GNLNg7yUSBw5QsAcAxIRZsDeL8cGYHfZmYb6S0w77JOO9zbge\nAAAAAAAqRdx0lkgc1AAFewBATJQYXexmjnwwCW4zEscTdJxZyI+UYZ8Yb3TYs+ksAAAAACCEwE1n\njUgcEYmD6qNgDwCIicBIHDsZ9nF+z+1vOhsXdFwlswO/3OuR18stiwAAAACAQIEFe6PD3m0W7Pl8\nCfso2AMAYsLssE+Kt9FhbzMSp9zovI/UYe9yuQLevzTEhrYAAAAAgMbNjMRJTSISB9FDwR4AEBPF\n1dh01uyUNwvzlTxe/9fNKJ1gzAz9UnLsAQAAAABBBG46axbs2XQW1UfBHgAQEyVlJX7P7RTs44zC\nu8drr8M+LkIkjiQlmBvPkmMPAAAAAAiisKTI77mZYS8XGfaoPgr2AICYMDvY7UXiGB32Xnsd9vHu\nyAX7JDrsAQAAAAA2FJX6N6ClJPrvyUYkDmqCgj0AICYCN5113mEfKhKn3Ots01lJSjQz7MvpsAcA\nAAAABCos9e+wJxIH0UTBHgAQE8VmJI6NDnuz8G520lcKiMSx0WFvZtiX0GEPAAAAAAjCzLBPTfKP\nxDE77InEgRMU7AEAMVFidLAnJySFGPkXM9omqpE4CXTYAwAAAAAii7TprIsMe9QABXsAQEyYkThm\nh3sw5uaxnhCROGUe/0gcO5vOmu9Phj0AAAAAwOTz+VRYEr5gTyQOaoKCPQAgJswOezsFe7sd9ubr\ndjrszQx78wsFAAAAAABKy8v8CvAJcfFKiPPfb83FprOoAQr2AICYKCv374K3t+msUbAP0WFvdt7H\nG5vVBpNEhz0AAAAAIAJzw1kzv14K0mHvpcMe9lGwBwDEhJkRnxBno8M+YNPZ8qDjzA776kXi0GEP\nAAAAAPBXVFri9zwlITlgTECGfa2uCHsbCvYAgJgoMTrYqxOJY2bVV6rOprMBkTh02AMAAAAADIEb\nziYFjHEbkTg+MuzhAAV7AEBMlBkF8aR4O5E4/tE2ITPszUgcGx32gZE4dNgDAAAAAPwVlhCJg9pF\nwR4AEBNmRnxiQjUicUJk2AdsOhsXOcM+0cjQJ8MeAAAAAGAK7LAPjMRxu9l0FtVHwR4AEBMl1ciw\nD9h0NkSHvceIyrEViRPHprMAAAAAgPAKjYJ9apCCvUtmhj0Fe9hHwR4AEBOBkTiRC/YJRqe8mVVf\nKWDTWVsZ9hTsAQAAAADh2emwNzedJRIHTkTOCNjLlJSUaPHixVq0aJE2bdqkLVu2yOfzqW3btjri\niCM0bNgwpaWl2ZrL6/Vq4cKFmjt3rjZu3KikpCT16NFD55xzjnr37l1ncwBAQxS46WzkDHszEsfM\nqrdeD4jEcV6wN+8AAAAAAADAXoY9kTiovkZVsL/99tt1zz33qLi4OOjxJ554Qtdcc40efPBBXXjh\nhWHn2rBhg0aNGqWvvvoq4NjkyZN19dVXa9q0aYqPD/0rjsYcANBQmZu6Jtr4b53dSJzyakTiJJFh\nDwAAAACIILDDPilgjNttROL46LCHfY2qEvznn3+quLhYLpdLxx13nE4++WR1795dLpdL3377rZ55\n5hnl5ubqoosuUl5enq655pqg8+zevVsnn3yyfvvtN8XHx+vKK6/Ucccdp4KCAr3yyitauHChHn30\nURUXF+uZZ56ptTkAoCEL2HTWToe92+ams54oROKU0WEPAAAAAPBXVFri9zxoJI6ZYU+DPRxoVAV7\nt9ut8847TxMnTlTPnj39jg0fPlxjx47Vscceq/Xr12v8+PE666yz1KlTp4B5br/9dv3222+SpHfe\neUdDhw61jl1wwQW6/PLL9eyzz+rZZ5/VqFGjdPzxx9fKHADQkAUW7G1sOmtG4njLg44zs+3j4yL/\n7878wsCM7AEAAAAAoLDUiMRJtBOJQ4c97GtUm84+8MADevnllwOK9ZU6d+6s++67T5JUXFysd955\nJ2BMbm6unnjiCUnSiBEj/ArtlR566CG1aNFCkjRlypRamQMAGjqzYG9G0gRjdtiHjMSpxqaz5qa3\nZmQPAAAAAAC2Np01InEo2MOJRlWwb968ecQxVTvZV6xYEXD8gw8+UElJxa0vF198cdA5UlNTdc45\n50iSPvvsM+3cuTPqcwBAQ2cWxBPiInfYVzcSx96ms2TYAwAAAADCKyzxL9inJgUW7Nl0FjXRqAr2\ndhQV/XVbi9sd+Ov573//ax075phjQs5z3HHHSaooJi1atCjqcwBAQ1dqbAxrLxLHP9omVId9QCRO\nNTLsicQBAAAAAJiKymx02BvPfRTs4QAFe8OCBQusx7179w44Xpk73759ezVp0iTkPFVjd5YvXx71\nOQCgoTM3dTUjaYIJ6LAPFYlTjU1nzUgeInEAAAAAAKbCEv8M+2AFe7MJmII9nGhUm85GUlRUpLvv\nvluSlJycrGHDhgWM2bhxoySpQ4cOYeeqenzTpk1RnyOSnJyckMdyc3MdzQUAtcGMnEmwU7A3om3K\nPKE2nfV/PcHWprNGhn0ZHfYAAAAAAH9mhn1qsII9m86iBijYV3HttddqzZo1kqTrr79e7dq1CxiT\nn58vqSJjPpy0tLSAc6I5RySVG9YCQH1VUm522EfedNbslDc76a3XzUicamTYm+sDAAAAAKCotMTv\nedAOe5d/KA4d9nCCSJz/efrpp/X0009Lkg4//HBNmjQp6Liy/3VcxseH/64jIeGvTs3SUv+iTzTm\nAICGzuyOt5NhX6uROGaHPRn2AAAAAACD2WEfNMPeKNiz6SycoMNe0vvvv6+xY8dKkrp166b33nvP\nr1heVWpqqnbv3q3i4uKgxytV3by2aqd8tOaIJDs7O+Sx3NxcdevWzdF8ABBtZoZ9YoKNDvs4mx32\nxpcBdjadNSN5yLAHAAAAAJgKbRXsicRB9TX6gv3ChQt17rnnyuPxqH379lqwYEHQKJxKzZo105Yt\nWyLmwFc9npGREfU5ImnevLmj8QBQ10qMDvZEGznzZhZ9yA574/U4G3ObHfbm+gAAAAAAKC7zj8RJ\nTkgKGGNG4tBhDycadSTOV199paFDh6qkpEStWrXSwoULI3aed+/eXZK0bt26sOOqHu/Ro0fU5wCA\nhszj9fh1GLhdbsXbKKqbnfLl3lCbzhoZ9jY67M0M+zIK9gAAAAAAQ2AkTrCCvX/JlQx7ONFoC/bf\nffedBg8erMLCQjVv3lwLFixQr169Ip7Xt29fSVJeXp5WrVoVdn7znGjOAQANmdm9bna3h2J701lP\ndTadJcMeAAAAABCe2WEfPBLH/7mPSBw40CgL9kuXLtXJJ5+svLw8NW3aVB9//LEOPPBAW+eedtpp\n1uO5c+eGHFd5rHXr1jr00EOjPgcANGRmfr2ZHx+KWXi3HYlja9NZ/w77EjLsAQAAAACG4lI7kThm\nhj0d9rCv0RXsV65cqYEDByo7O1vp6emaP3+++vfvb/v8I444Qvvtt58k6ZFHHvHbGLbSkiVL9Omn\nn0qS/v73v8vtdkd9DgBoyMzudbO7PZR4t39sjlmYr1S9SBw67AEAAAAA4ZmROPYK9nTYw75GVQVe\nt26dTjzxRG3btk0pKSn64IMPdNRRRzmaw+Vy6Z577pEkrVmzRqNHj9bu3but40uXLtU555wjn8+n\n5s2ba8KECbUyBwA0ZKUeMxInMcRIf7UaiZPgv4ZSOuwBAAAAAFWUe8r9GsfcLnfwBrSASBw67GFf\n5B3+9iL/+Mc/tHHjRklSZmam7r77bt19990hxx988MFBjw8dOlQ333yzpkyZovfff18dO3bUQQcd\npIKCAv3000/y+XxKTk7Wu+++q8zMzKBzR2MOAGiozEgc2x32NiNxPMZmtPYicfzXYObsAwAAAAAa\nNzO/PjkxSS4zsF5E4qBmGlXBvrCw0Hq8YcMGbdiwIez48vLykMfuvPNOHXDAAbr99tv122+/6csv\nv5Qkud1unXTSSXrwwQfVu3fvsPNHYw4AaIjMYrjdDPuADvtQGfZGh31CXOT/3SUaXf7mlwoAAAAA\ngMbNThyOJLmNIj6bzsKJRlWwv++++5SdnW17fKTO9pEjR2rkyJH6888/tWHDBiUlJSkrK8tRR3w0\n5gCAhqYsIBKneh325Z7gX6xWZ9NZs6hf7vXI6/WyhwgAAAAAQJJUZGw4m5KYHHRcQIe9lw572Neo\nCvaHHXZYrczbtWtXde3aNeZzAEBDEbjprL0Me3Pz2NAZ9v6F/HgbHfYul0tJ8YkqqZJdX1JeGvIC\nDAAAAADQuJiROCkhOuzNmByfKNjDPtoGAQB1rsSIm4l6JI7xulnoD8XM0je/WAAAAAAANF5mh31y\nor1IHC+ROHCAgj0AoM6ZhfDqRuJ4QkTieIzO+7g4ewV784uD0nJy7AEAAAAAFYrL/DPsQ3fYs+ks\nqo+CPQCgzpkZ9mZneyjx7sCc+WCq22FvfnFgbo4LAAAAAGi8im132JsZ9nTYwz4K9gCAOldSVs0M\neyOL3hP1SBz/dZSW0WEPAAAAAKgQEIkTssPe/zkZ9nCCgj0AoM6ZUTO2O+zj7G06W91IHHMddNgD\nAAAAACoFbDqbmBx0nNlh7yMSBw5QsAcA1LlSI3vebsG+tjedTUrw77A3o3sAAAAAAI1XUZm9DvuA\nTWeJxIEDFOwBAHXO7LBPshuJYxTeg0Xi+Hy+gNfNQn8o5hcH5ua4AAAAAIDGq6jUf9PZkBn2bjad\nRfVRsAcA1LlSI8M+IT4+xEh/diJxghXrXWaAYAhmhn0JGfYAAAAAgP8xN50NFYnjkv9nUDLs4QQF\newBAnSsJyLC312FvJxLHfC0hzt6XAZKURIc9AAAAACCEgAz7kJvOEomD6qNgDwCoc2Y2vFkoDyUg\nEidIh325kY9vNw5HChaJQ4c9AAAAAKBCQCROqAx7N5vOovoo2AMA6pzZuZ5gt2BvRuJ4ywPGmDE5\n5jnhBETi0GEPAAAAAPifgA77EJE4AZvO+uiwh30U7AEAdc7Mhjc720OJc/vH2wTLsDcjcZx02AdG\n4tBhDwAAAACoYBbsQ206G5BhT4c9HKBgDwCoc2VGbE2SzQx7Ox325qazZoxOOIkJ/usgwx4AAAAA\nUKm6kTheCvZwgII9AKDOBW46a7fD3k6GfU0icfzXYd4JAAAAAABovIpKicRB7aNgDwCoc2bnut2C\nvdktb8bfBHvN0aazcWYkDh32AAAAAIAKAZE4ITrsXS5z09laWxL2QhTsAQB1rqyaBfuEOCPDPkjB\n3mPE7TiKxAnIsKdgDwAAAACoYEbipITKsKfDHjVAwR4AUOdKAgr29jLs3W6334WPz+eT1+t/4WMW\n8Z1E4iQZGfZmdA8AAAAAoPEyO+ztRuL4KNjDAQr2AIA6V2pm2MfZ67CXIsfimJvOxrn9u/LDocMe\nAAAAABCK7U1nXWw6i+qjYA8AqHMBGfYJ0SvY12zTWTrsAQAAAADBFZfay7AP7LCnYA/7KNgDAOpc\n4Kaz9iJxJCnOKMB7jAJ9mZFh72TT2SSzw76MDnsAAAAAQAW7kTiBGfYU7GEfBXsAQJ0zC/ZmoTyc\neLe58ax/gd6MxDE3qg3H/OKgzEPBHgAAAABQocjssA+56awZiUOGPeyzX8WIIp/Pp5UrV2rbtm0q\nLCzUUUcdpaZNm8ZiKQCAGDAz7BMcFOzNDnszAidg01kHHfZmhr25OS4AILLVq1dr8+bNKiws1CGH\nHKJWrVrFekkAAABRYXbY24/EoWAP++q0w3737t0aP368WrVqpf3220/HHXecTj31VK1cudJv3O23\n365TTjlF33zzTV0uDwBQR0rL/bvinXXYG5E45qazRgHfLPCHk5Tg32FvfrEAAAiuuLhYkydPVvv2\n7dW9e3f97W9/C3o9/8gjj+iUU07Rhx9+GKOVAgAAVI/X6w2MxLG56SyJOHCizjrs169frxNPPFGr\nVq2KODY9PV0fffSRDjzwQB1++OF1sDoAQF0yC+FOMuwjbjobxQ57MuwBILLs7GydeOKJ+umnnyKO\nbdmypT766CO1adNGp5xySu0vDgAAIEqKjc+xSfGJcruD90IHZtjTYQ/76qTD3ufzafjw4Vq1apUy\nMjJ0xx13aPHixerTp0/Q8YMHD5Ykffzxx3WxPABAHTOjZpzkzAdG4pQbz40Oe0cFe/8vDkrosAeA\niM477zz99NNPSklJ0YQJE/Tll19qwIABQceecsopcrvdWrBgQd0uEgAAoIaKbebXS4GROGw6Cyfq\npMN+1qxZ+u6779S0aVN9/fXX2n///SVJSUnB/2Lvt99+io+P19KlS1VaWqrERPudlwCA+s/ssDej\naMIJ6LA3CvQeYxPaeCeROGaHPRn2ABDW4sWLNX/+fCUmJmrBggU6+uijJUlpaWlBx7ds2VJt2rTR\nli1btGnTJnXo0KEulwsAAFBtgXE4ySHHmpE4dNjDiTrpsJ87d64kady4cVaxXgq8PaTq661atZLH\n49GGDRvqYokAgDpUZmTYm1E04Zgd89GMxDE3vyXDHgDCq7zOv+CCC6xivRT6Ol+S2rZtK0lau3Zt\nra4NAAAgmopKi/2eh+uwN6+FfHTYw4E6KdivXr1akkLeGhtMZmamJCk/P782lgQAiCEzasZRhn1c\n+E1nAyNx7N9MZnbYm9E9AAB/XOcDAIDGwuywTw6x4awULMOegj3sq5OCfWlpRWEmOdn/VpFwnTeV\nF/Cpqam1tzAAQEyYUTNOOuzNvPvASByjw95BJI75xQEd9gAQHtf5AACgsTAz7FPCZtj7l1x9ROLA\ngTop2Ldu3VqS9Oeff9oan52drbVr18rtdlu3zAIA9g4er8evqO5yuRzF1piROGZmfZmxCa2zTWfJ\nsAcAJ5xe55eVlWnp0qWSRH49AABoUAIiccJ02AdsOuulwx721cmms0cccYTee+89vfHGGxozZoz1\neqjOmyeffFI+n08HHXSQmjRpUhdLBADUEbMInhSfGLYT0xR509nqd9gnGR32JWV02ANAOEcccYSe\nfPJJvfnmm/q///s/6/VQ/11/6aWXlJ+fr3bt2qlbt25RX4/X69XPP/+s5cuXa/PmzcrOzlaTJk20\n77776rjjjlOrVq1sz7Vz507NnTvXaiTq1q2bTjvtNDVr1izq6wYAAPVfkbnpbGLoTWcDMuxFwR72\n1UnBfuTIkbrlllv0wQcf6Nlnn9Vll10Wcuz8+fN1xx13SJIuvvjiulgeAKAOmQV7M+ImkjgzEidC\nhr2T+emwBwBnzjjjDGVkZGjJkiWaPHmybrnllpBjFy1apOuuu05S7Vznjxo1SgsWLNCuXbuCHo+P\nj9eYMWM0depUK0c/mLKyMk2aNElTp05VubFJelJSkiZNmqQJEybI7a6Tm5UBAEA9UZNIHC+ROHCg\nTgr2Xbp00Q033KApU6bo8ssv19y5czVmzBgVFBRIklatWqU///xTb731lmbOnCmfz6cDDjhAl156\naV0sDwBQh8xc+MQE+xvOSoEd9gGbznrNTWcdROIkmBn2FOwBIJxmzZrpzjvv1D//+U9NmjRJn3/+\nuS666CLl5ORIktavX69Zs2bpvffe06uvvqry8nJ16dLFrxs/Wt577z1J0lFHHaXu3burY8eOSkxM\n1IYNGzR37lxt3bpVM2bM0KJFi/TNN9+E7JS/6KKL9Oqrr0qS+vfvr1NOOUUej0ezZ8/WsmXLdPPN\nN2vbtm16+OGHo/4zAACA+quozH4kDpvOoibqpGAvSXfccYc2b96sF154QbNmzdKsWbOsY6NGjfIb\n2717d73//vsBm1cBABq+UrNb0cGGs1JgxE1AJI7x3Ek+vrmWEjadBYCIrr76am3cuFH33nuv/vOf\n/+g///mPdWzs2LF+Y9u1a6dZs2apefPmUV/HzJkzdcIJJyglJSXgWElJif7973/rwQcf1MqVKzV5\n8mQ98MADAeNee+01q1g/btw4Pfjgg9YH7smTJ+vCCy/UK6+8okceeUSnnXaaBg0aFPWfAwAA1E+B\nHfah65bmnXg+Lx32sK/O7uN0u916/vnn9cYbb6hv375Bx6Smpuqaa67Rt99+WyuZlgCA2AvosI93\n1mFvdswHROIYm9DGOciwN9dSRoc9ANhyzz33aN68eTr88MODHk9MTNTFF1+s77//XgceeGCtrOG0\n004LWqyXKqJs7r//fmuj27lz5wYdd9ttt0mSevbsqalTp/p1x8XFxempp55S27ZtJUm33nprFFcP\nAADqu2Ijwz5sh73IsEf11VmHfaWRI0dq5MiRWrdunX7++Wft2rVLSUlJ6tSpkw477DAlJYX+yw4A\naPhKaphhHxCJ4wkfieOkw95cS7nXI4/X4yhWBwAaq1NPPVWnnnqqtmzZou+//147d+5UfHy82rdv\nryOOOEKpqakxXV9cXJz23Xdfbdq0yYrmrOr777/XH3/8IUm67LLLFB8f+P+ntLQ0nX/++brvvvu0\nePFirV+/Xp07d671tQMAgNgrKjUiccJm2BOJg+qr84J9pS5duqhLly6xensAQDV9t2ap7p39tMrK\ny3XTmf/QYd2ddUqaXetJTjPszUgco6O+JpE4LpdLifEJftn1ZZ5yxwX7Wd8t1EPzX1DbZq103+jx\n6tSynaPzAaAha9eunYYMGRLrZQTweDxWQb5Pnz4Bx6tG+Zx44okh5znppJN03333WedcdNFFUV4p\nAACoj8wOeyeROF4iceBAnUXiAAAavhWb/9TwaWP1xe/fafGqn3Tx0xMCugwiMTdyTXSYYR8QiROh\nwz7OYQd/Qpz/esqMzP1I1u3crKtfuE2/bVqtT5ct1uhHr3X8OwIARFdhYaGuvfZabdy4US6XSzfd\ndFPAmGXLlkmq+PJ2//33DzlX7969A84BAAB7v6JS+5E4dNijJmLWYQ8AaHge/WiG30asO/fk6MOf\n/6uzDrW/6Z65kWtinMNNZwMy7I0O+xpE4khSYny8Cqpch5V6nOXYP//pWyrz/LWmP7au1duL5+v8\nv53laB4AQPVs3bpVU6dOlSQVFxdr8+bN+vzzz5Wdna1WrVrpueee07HHHhtw3rp16yRJrVu3VmJi\n6Lu/2rVrp/j4eJWXl1vn2JWTkxPyWG5urqO5AABA3QqIxCHDHrWkTgr2l156qX7//fdqnTt9+nT1\n7NkzyisCADhVWl6mj3/5MuD1uT9+5qhgX+MOezNn3uiwr1oslwIjdCIJ7LB3VrBfsPSrgNc++OET\nCvYA9krjx4/XV18F/nfPjvvuu09HHXVUlFck7dy5Uw888EDA6/vvv79efPFFHXrooUHP27NnjySp\nSZMmYed3uVxKTU1VXl6edY5dLVq0cDQeAADUH04icVxGJI6PSBw4UCcF+59++knff/99tc51ehEM\nAKgdX634XnlF+QGvr9m23tE8AQV7pxn25qazRke9WcB3mj+fYHyBYK43nHJPudbv3Bzw+lcrf1B+\ncYHSk9McrQUA6rtly5ZVu2CfnZ0d5dVUaNeune6//35JUmlpqdavX6958+Zp+fLlOuyww3TllVfq\n0UcfDdhUtri4omsuXHd9paSkJL9zAADA3i+wYE8kDmpHnRTsTz75ZHXv3j3k8bKyMm3evFk//vij\nSkpKdPDBB2vfffeVRBcKANQXi//4MejrG3Ztkc/nk8u4IAml1IjESXLYYZ9gdtgbBfsaR+IY85sd\n++FsztkesJ7KNS3fuMrxBr0AUN/97W9/U3p6esjj5eXl2rZtm3744QcVFhaqV69e6tu3rySpQ4cO\ntbKmli1b6vrrrw9Yx80336z77rtPTz31lOLi4vTYY4/5jUlJSZEklZT4fxgPprJQX3mOXeG+pMjN\nzVW3bt0czQcAAOqOk0gct8vosCcSBw7UScF+ypQptsZlZ2frzjvv1NNPP63rrrtO5513Xi2vDABg\n14otfwZ9fU9xgXYX7lGztKa25jE71s0ImkgibjprPI93uums8QWCk4L9+l1bQh77deMfFOwB7HVu\nvPFGW+Py8/M1bdo03XXXXbriiis0bty4Wl6Zv/j4eN1777365Zdf9OGHH+rpp5/WxIkT1bZtW2tM\n06YV/x/Ly8sLO5fH41FhYaHfOXY1b97c4coBAEB9UVzqIBLH7LAnEgcOuCMPqTstWrTQtGnTNHbs\nWF144YVauHBhrJcEAPif3zevCXls/a7AGJhQapphb2bSmx315vM4t7P/1ZnrcZJhv37nppDHlm1Y\n6WgdALA3SU9P16RJk3TXXXfpX//6l954442YrGPUqFGSKjruFy1a5Hesa9eukqQdO3aEjbrZsmWL\nPP/7crjyHAAAsPdz1mFPJA6qr14V7CtNnDhRcXFxGj9+fKyXAgCQVFharHVhitHBcttDMQv2SQ4z\n7CN22HuNTWedZtgHROLYL9hviNBhDwCN3bhx45SZmanx48ervNz+HUzRkpmZaT3Oz/ffl6VPnz7W\n419++SXkHD///LP1uHfv3lFcHQAAqM/MDPvksBn2/iVXr48Oe9hXLwv2TZs2VVZWln744Qft2LEj\n1ssBgEbvjy1r5QvTEbA9z/7GgWaGvVkgj8TsmDcL9B7jVsM4h/ObHfalDgpKu/bkhjz2+6bV3AYJ\noNGLi4vTAQccoPXr1+u3336r8/dfu3at9bhqHI4kDRo0yHq8YMGCkHN8/PHHkiS3262BAwdGd4EA\nAKDeCth0NsF+JI6ksJ+pgarqZcFe+muzp61bt8Z4JQCAFVtCx+FIUk7BbttzmQXwxHhnHfZmx3y0\nI3HMTH0nHfa78nNDHispL9WOPfa/2ACAvVWsrvPLy8v13HPPSZKSk5N11FFH+R3v3bu3tSHuM888\no6KiooA5cnJy9Morr0iSjj/++ICiPwAA2HsVltrvsJcCi/YU7GFXvSzYf//991qzpqI41Lp16xiv\nBgDwx5a1fs/NrL7sMIVqk9lhn+Qww94dULD3hn1e00gcM8InnEi/h3CROQDQGPz5559asmSJpOhe\n53/yySf65ptvQn4Q3rp1q0aMGKEff/xRknTNNdcoLS0tYNydd94pSVq/fr0uv/xyv9ieoqIi/f3v\nf1d2dsWXr5MnT47a+gEAQP0X2GEfvmBPLA6qy1lOQC0rKSnRrFmz9K9//UuS1LdvX7Vp0ya2iwIA\naGO2fxfkwfvsr0V//Gg9z8m332FfYm466zDDPtKms2amvdtph328kWHvIBIn27jToFPLdn5F+g27\ntqh/twMcrQcA9gbl5eX66KOPNG7cOJWVlalt27Y64IDo/fdw9uzZevjhh9W2bVv17t1bbdq0UWZm\npkpKSrRixQp99dVXKiur+P/P6aefHrLYfvrpp+uaa67RI488oldeeUVffvmlBg4cKI/Ho/nz52vL\nlor/pk+ePFlHHnlk1NYPAADqv2Kjwz4lMXQkjlSx8WzVT6dsPAu76qRgf+655+rXX38NO6awsFAb\nN260LqTj4uJ0//3318XyAAARbM7Z5vf8gE49/Qv2BXm25zI77BPjnHXYB0bi+HcpeH3+BXvnHfZG\nhr2DSByzw/7ALr38CvYbdxHzBmDvMnbsWH3++edhxxQXF2vjxo1WFI4kTZ061fEXquGcdNJJ+vnn\nn/XVV1/pP//5T9AxPXv21HXXXafLLrssaK5spYceekhdu3bVbbfdprVr1+rZZ5+1jrVs2VL33nuv\nLrnkkqitHQAA1H8+n09FpcV+r0WKxDE77InEgV11UrBftWqVli1bZnt8p06d9OSTT/pt/AQAiJ3N\nOdv9nvfu1MPvebjsdpPZsW5u8hqJWeAp95Qbz80Me2cFe3M9ZTYjcXw+n7KNOw0O7LyfPvjhE+s5\nkTgA9jbr1q1zdJ3fqlUrPfjggxozZkxU1zFkyBANGTJE+fn5+umnn7R582Zt27ZN8fHxatWqlQ48\n8ED16NEj8kSqyJv917/+pSuvvFKfffaZ1q1bJ5fLpW7duum4445TQoKz/28BAICGr8xT7hdpE+eO\nC4hTNZkNAkTiwK46KdgPHz5c/fv3D3nc5XIpJSVFbdu2Vf/+/XXccccpLs5ZgQUAUDu8Xq+25u7w\ne613R/+ih6NNZ42O9QSHBfuADnvjoqc8YNPZGmbYe+xF4uQV5fvF86QlpSqrTWe/MRuyKdgD2LsM\nHjxYHTt2DHnc5XIpKSlJrVu31iGHHKITTjhBiYnOotCcSE9P1zHHHBOVuZKTk3XKKadEZS4AANCw\nBeTXR+iul4IV7Omwhz11UrD/97//XRdvAwCoBTv2ZKusStE6I7WJOrVs5zfG7CwPx+xYT4zQlWAy\nC/Aeo6Pea0TkxDmMXKhuh70Zh9MiPSPg97SRDnsAe5mrrroq1ksAAACodQFxOBE2nJWCReLQYQ97\nohccCQDYK23K9s+vb9+8tZqmpPsVzgtKClVSVmqeGpTZse60wz6gYO81O+z956+rDPvcwj1+z5sF\n+WJj466t5BYCAAAAQANjbjhrr2Dv32HPR0HYRcEeABCWueFs++Zt5HK5lJGS7vf6nuICW/MFdNg7\nLtj7/6/LY0TgmAV85xn2/h3/djvs9xTl+z1vkpKujNQmSk9OtV4rKitxtEEvAAAAACD2igI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OOkw7p163DJJZegv78fZWVlePrpp3HMMceY7l9WVgbAOmceGOrE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\niEgL/B8Df30MdrmRTwAAAABJRU5ErkJggg==\n"
          }
        }
      ],
      "source": [
        "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(8, 4))\n",
        "\n",
        "# plot the field distribution at the resonance frequency\n",
        "np.squeeze(sim_data[\"field\"].Ex.sel(f=freq0)).abs.plot(ax=ax1)\n",
        "ax1.set_title(\"|Ex(x, y)| at $f_0$\")\n",
        "\n",
        "# plot the field distribution at the off-resonance frequency\n",
        "np.squeeze(sim_data[\"field\"].Ex.sel(f=0.9 * freq0)).abs.plot(ax=ax2)\n",
        "ax2.set_title(\"|Ex(x, y)| at $0.9f_0$\")\n",
        "plt.show()"
      ],
      "id": "468a09ea"
    }
  ],
  "nbformat": 4,
  "nbformat_minor": 5,
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3",
      "language": "python",
      "name": "python3"
    }
  }
}