{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "1ac672f7-3538-44d7-8676-cd4b96bb663e",
   "metadata": {},
   "source": [
    "# Defining fully anisotropic materials\n",
    "\n",
    "`Tidy3D`'s capabilities include modeling of non-dispersive [fully anisotropic materials](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FullyAnisotropicMedium.html). In this tutorial we explain how to set up and run a simulation containing such materials. Specifically, we will consider scattering of a plane wave from fully anisotropic dielectric spheres and compare results to an equivalent setup containing only diagonally anisotropic materials.\n",
    "\n",
    "For simulation examples, please visit our [examples page](https://www.flexcompute.com/tidy3d/examples/). If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. FDTD simulations can diverge due to various reasons. If you run into any simulation divergence issues, please follow the steps outlined in our [troubleshooting guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) to resolve it."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "df24bf37-66f9-40a9-90c6-015c36e5c36c",
   "metadata": {},
   "source": [
    "## Simulation setup"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c0c17554-fd08-40da-8553-f1fda17b34c1",
   "metadata": {},
   "outputs": [],
   "source": [
    "# standard python imports\n",
    "import matplotlib.pylab as plt\n",
    "import numpy as np\n",
    "\n",
    "# tidy3D import\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "import xarray as xr\n",
    "from tidy3d.constants import C_0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "09fefe38-3b4f-4d74-b88f-a75853f16778",
   "metadata": {},
   "source": [
    "We start with defining the simulation domain as a cube with side length of 1.6 um, and selecting 11 sample frequencies in the vicinity of the wavelength of interest $\\lambda = 1$ um. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b055ec54-d050-4dc9-8bb6-d24c76eedde5",
   "metadata": {},
   "outputs": [],
   "source": [
    "sim_size = (1.6, 1.6, 1.6)\n",
    "\n",
    "wvl_um = 1\n",
    "freq0 = td.C_0 / wvl_um\n",
    "fwidth = freq0 / 10\n",
    "num_freqs = 11\n",
    "freqs = np.linspace(freq0 - fwidth / 2, freq0 + fwidth / 2, num_freqs)\n",
    "find0 = num_freqs // 2\n",
    "\n",
    "run_time = 10 / fwidth"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d1d6e99-0e1b-42bf-a797-8c7048cb9b0d",
   "metadata": {},
   "source": [
    "Next we define main permittivity and conductivity components of medium we would like to simulate."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "dae9d54c-dced-4bce-afc3-f251ffea47be",
   "metadata": {},
   "outputs": [],
   "source": [
    "permittivity_main = (15, 10, 5)\n",
    "conductivity_main = (0.01, 0.02, 0.03)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5f0e6bb-ff4e-4d4a-bddc-0e3ef8c910d8",
   "metadata": {},
   "source": [
    "We will create 3 different anisotropic media to use and compare in 3 different simulations. First, a diagonally anisotropic medium that will be used in a reference simulation is created using the familiar [AnisotropicMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.AnisotropicMedium.html) class."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f3201622-42b9-4a93-b4bc-a5dd46e8c5b2",
   "metadata": {},
   "outputs": [],
   "source": [
    "# diagonally anisotropic material\n",
    "medium_diag = td.AnisotropicMedium(\n",
    "    xx=td.Medium(permittivity=permittivity_main[0], conductivity=conductivity_main[0]),\n",
    "    yy=td.Medium(permittivity=permittivity_main[1], conductivity=conductivity_main[1]),\n",
    "    zz=td.Medium(permittivity=permittivity_main[2], conductivity=conductivity_main[2]),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7457973b-2bb3-4083-9a67-cc88312515a4",
   "metadata": {},
   "source": [
    "Next, we would like to create two fully anisotropic media obtained as rotations of the above diagonally anisotropic medium around x and z axes, respectively. Fully anisotropic materials are created using class [FullyAnisotropicMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FullyAnisotropicMedium.html), which requires full permittivity and conductivity tensor during initialization. `Tidy3D` provides a convenience class [RotationAroundAxis](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.RotationAroundAxis.html) that can be used for transformation of material property tensors. Using it we can define a fully anisotropic medium in two ways. First, one can use this class directly to perform rotation of material property tensors, and then use the resulting tensors to initialize a `FullyAnisotropicMedium` as following."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "008c5dd3-acc1-42bb-b818-a058ae683cb0",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Fully anisotropic media obtained as a rotation around x axis by angle phi\n",
    "phi = np.pi / 3\n",
    "\n",
    "# create diagonal tensor\n",
    "permittivity_phi = np.diag(permittivity_main)\n",
    "conductivity_phi = np.diag(conductivity_main)\n",
    "\n",
    "# create rotation around axis\n",
    "rotation_around_x = td.RotationAroundAxis(axis=(1, 0, 0), angle=phi)\n",
    "\n",
    "# transform material property tensors\n",
    "permittivity_phi = rotation_around_x.rotate_tensor(permittivity_phi)\n",
    "conductivity_phi = rotation_around_x.rotate_tensor(conductivity_phi)\n",
    "\n",
    "# define a fully anisotropic medium\n",
    "medium_phi = td.FullyAnisotropicMedium(permittivity=permittivity_phi, conductivity=conductivity_phi)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73074a7a-69af-4e2f-8feb-411e5f29fa47",
   "metadata": {},
   "source": [
    "The alternative way is to use a shortcut class method `FullyAnisotropicMedium.from_diagonal()` that performs the necessary tensor transformations internally. Note that this class method follows the signature of `AnisotropicMedium` class, that is, it expects main components of material properties defined as `Medium`'s."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "0e0f9878-3e73-4264-bd4c-6e96a40b4f2c",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Fully anisotropic media obtained as a rotation around z axis by angle theta\n",
    "theta = np.pi / 7\n",
    "\n",
    "# create rotation around axis\n",
    "rotation_around_z = td.RotationAroundAxis(axis=(0, 0, 1), angle=theta)\n",
    "\n",
    "# define a fully anisotropic medium as a transformation of diagonally anisotropic medium\n",
    "medium_theta = td.FullyAnisotropicMedium.from_diagonal(\n",
    "    xx=td.Medium(permittivity=permittivity_main[0], conductivity=conductivity_main[0]),\n",
    "    yy=td.Medium(permittivity=permittivity_main[1], conductivity=conductivity_main[1]),\n",
    "    zz=td.Medium(permittivity=permittivity_main[2], conductivity=conductivity_main[2]),\n",
    "    rotation=rotation_around_z,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a7d8ffab-2b66-4f87-a896-6d5cf5d20310",
   "metadata": {},
   "source": [
    "One can confirm that the three created media have identical main components by visualizing their complex refractive indexes using the built-in function `.plot()`. Note that in case of fully anisotropic materials the direction of each main component is provided in figure legend as they are no longer aligned with Cartesian directions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3a638193-a18a-48f0-9958-ea978d3a5fc4",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1400x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize material properties\n",
    "fig, ax = plt.subplots(1, 3, figsize=(14, 4))\n",
    "medium_diag.plot(freqs, ax=ax[0])\n",
    "medium_phi.plot(freqs, ax=ax[1])\n",
    "medium_theta.plot(freqs, ax=ax[2])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20fe3945-ee48-4320-a138-504f39d5759c",
   "metadata": {},
   "source": [
    "Create three spheres of the same size but made of different anisotropic materials."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "cef34221-ef0c-48f8-ac31-002dc43e1400",
   "metadata": {},
   "outputs": [],
   "source": [
    "sphere_diag = td.Structure(geometry=td.Sphere(center=(0, 0, 0), radius=0.3), medium=medium_diag)\n",
    "sphere_phi = sphere_diag.updated_copy(medium=medium_phi)\n",
    "sphere_theta = sphere_diag.updated_copy(medium=medium_theta)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc8d5b94-6889-474f-a877-5b853ce8e801",
   "metadata": {},
   "source": [
    "To set up three equivalent simulations we use [TFSF](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TFSF.html) sources injecting plane waves whose propagation fronts are rotated in the same way as the material properties of the three anisotropic media."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "0628e8e8-acb2-493f-a024-2cfa81c18b87",
   "metadata": {},
   "outputs": [],
   "source": [
    "source_diag = td.TFSF(\n",
    "    center=(0, 0, 0),\n",
    "    size=(1.1, 1.1, 1.1),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    injection_axis=0,\n",
    "    direction=\"+\",\n",
    "    name=\"tfsf\",\n",
    "    angle_phi=0,\n",
    "    angle_theta=0,\n",
    "    pol_angle=0,\n",
    ")\n",
    "\n",
    "source_phi = source_diag.updated_copy(angle_phi=phi)\n",
    "source_theta = source_diag.updated_copy(angle_theta=theta)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "745a5191-4bdb-4443-b116-9743a5f692f1",
   "metadata": {},
   "source": [
    "For a quantitative comparison of results of the three equivalent simulation we monitor total scattered flux from the sphere and field distribution in two orthogonal planes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "b80a92f2-da6d-4315-b0f6-380ab2fe8a50",
   "metadata": {},
   "outputs": [],
   "source": [
    "mnt_flux = td.FluxMonitor(center=(0, 0, 0), size=(1.3, 1.3, 1.3), freqs=freqs, name=\"flux\")\n",
    "mnt_field_yz = td.FieldMonitor(\n",
    "    center=(0, 0, 0), size=(0, td.inf, td.inf), freqs=freqs, name=\"field_yz\"\n",
    ")\n",
    "mnt_field_xy = td.FieldMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, td.inf, 0), freqs=freqs, name=\"field_xy\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d30d598-378f-455a-8dfe-1596965f446b",
   "metadata": {},
   "source": [
    "PML boundary conditions are placed on each side of the simulation domain and a simple uniform grid is used for grid discretization. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "5654a142-b8b1-40f2-a2f4-096214c53fb8",
   "metadata": {},
   "outputs": [],
   "source": [
    "boundary_spec = td.BoundarySpec.all_sides(boundary=td.PML())\n",
    "grid_spec = td.GridSpec.uniform(dl=0.005)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1527df85-f156-4695-96d1-0eab38db163e",
   "metadata": {},
   "source": [
    "Combining all the components defined above we create three equivalent simulations which are rotations of each other."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "bf05eb7a-cf2c-48dc-bd67-fe6bdfa03def",
   "metadata": {},
   "outputs": [],
   "source": [
    "sim_diag = td.Simulation(\n",
    "    center=(0, 0, 0),\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[sphere_diag],\n",
    "    sources=[source_diag],\n",
    "    monitors=[mnt_flux, mnt_field_yz, mnt_field_xy],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=boundary_spec,\n",
    ")\n",
    "\n",
    "sim_phi = sim_diag.updated_copy(structures=[sphere_phi], sources=[source_phi])\n",
    "sim_theta = sim_diag.updated_copy(structures=[sphere_theta], sources=[source_theta])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9756ec80-8f03-485f-9dd6-b5074ddeee7d",
   "metadata": {},
   "source": [
    "Visualize simulation setups for confirmation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "29fe317a-245a-46e3-9705-ad2b7bbfef9b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(10, 3))\n",
    "sim_diag.plot(z=0, ax=ax[0])\n",
    "sim_phi.plot(z=0, ax=ax[1])\n",
    "sim_theta.plot(z=0, ax=ax[2])\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73a1012d-aab5-40c4-bc65-04654345eeea",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Results"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3f885dcd-b024-4046-9768-014246e13f34",
   "metadata": {},
   "source": [
    "Submit and run simulations on the server."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "c21101cb-fcb4-4693-8948-37a2b0cafe42",
   "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\">14:17:25 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'fully_anisotropic_diag'</span> with task_id                 \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-42f5167c-577d-44a9-b164-843137f7a491'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:25 UTC\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'fully_anisotropic_diag'\u001b[0m with task_id                 \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-42f5167c-577d-44a9-b164-843137f7a491'\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-42f5167c-577d-44a9-b164-843137f7a491\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577d-44a9-b164-843137f7a491\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">d-44a9-b164-843137f7a491'</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=917591;https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577d-44a9-b164-843137f7a491\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=928249;https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577d-44a9-b164-843137f7a491\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=917591;https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577d-44a9-b164-843137f7a491\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=748036;https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577d-44a9-b164-843137f7a491\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=917591;https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577d-44a9-b164-843137f7a491\u001b\\\u001b[32m-42f5167c-577\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=917591;https://tidy3d.simulation.cloud/workbench?taskId=fdve-42f5167c-577d-44a9-b164-843137f7a491\u001b\\\u001b[32md-44a9-b164-843137f7a491'\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/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=153382;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e3acfde6e9de4366b479737a8d6f5205",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:17:27 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.434</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:27 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.434\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:17:28 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:28 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b39e386a1a41477085b0cc11f856bff8",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:17:46 UTC </span>loading simulation from data/simulation_data_diag.hdf5             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:46 UTC\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data_diag.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\">14:17:47 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'fully_anisotropic_phi'</span> with task_id                  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:47 UTC\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'fully_anisotropic_phi'\u001b[0m with task_id                  \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1'\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-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">0-4cd3-9eb5-11b4ccee01a1'</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=709063;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=256599;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=709063;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=357897;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=709063;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[32m-a6bc29ab-c8c\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=709063;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[32m0-4cd3-9eb5-11b4ccee01a1'\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/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=995418;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8faca1731af14499b587b2b980392b7d",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:17:49 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.704</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:49 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.704\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:17:50 UTC </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:50 UTC\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 <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 the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \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 the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "40697576963e42f7a5f884be744c23da",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:18:18 UTC </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:18:18 UTC\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": "373ef02bb1924a6d9cdc271a3bf8f21d",
       "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\">14:18:42 UTC </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">28</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:18:42 UTC\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m28\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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:18:43 UTC </span>status = postprocess                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:18:43 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a01393e72c9f4ad0b66236846af15826",
       "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\">14:18:47 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:18:47 UTC\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\">14:18:49 UTC </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">0-4cd3-9eb5-11b4ccee01a1'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:18:49 UTC\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=807227;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=749792;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=807227;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=388902;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=807227;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[4;34m-a6bc29ab-c8c\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=807227;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6bc29ab-c8c0-4cd3-9eb5-11b4ccee01a1\u001b\\\u001b[4;34m0-4cd3-9eb5-11b4ccee01a1'\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": "d2626f6a89804564b1ddbc49f4693521",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:19:01 UTC </span>loading simulation from data/simulation_data_phi.hdf5              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:01 UTC\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data_phi.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\">             </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'fully_anisotropic_theta'</span> with task_id                \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a'</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'fully_anisotropic_theta'\u001b[0m with task_id                \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a'\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-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9ad</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">c-48d7-9bbb-5ebcddb7be3a'</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=514189;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=36363;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=514189;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=163068;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=514189;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[32m-fe8d79f3-9ad\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=514189;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[32mc-48d7-9bbb-5ebcddb7be3a'\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/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=185320;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "13f9632b1e454fca915dda4f8a49ff13",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:19:03 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.704</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:03 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.704\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:19:04 UTC </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:04 UTC\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 <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 the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \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 the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "84a30168ca844d4b895cd5ebfe5f2924",
       "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\">14:19:09 UTC </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:09 UTC\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\">14:19:14 UTC </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:14 UTC\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": "78bee2417586455091c95a5e076f5d9f",
       "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\">14:19:43 UTC </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">28</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:43 UTC\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m28\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\"><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": "a940d7e9b9e6412e83010fd8256737d8",
       "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\">14:19:48 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:48 UTC\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\">14:19:50 UTC </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9ad</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">c-48d7-9bbb-5ebcddb7be3a'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:19:50 UTC\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=393871;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=192012;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=393871;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=734465;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=393871;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[4;34m-fe8d79f3-9ad\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=393871;https://tidy3d.simulation.cloud/workbench?taskId=fdve-fe8d79f3-9adc-48d7-9bbb-5ebcddb7be3a\u001b\\\u001b[4;34mc-48d7-9bbb-5ebcddb7be3a'\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": "cedb50f52e01452496551e143ed6a963",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:20:01 UTC </span>loading simulation from data/simulation_data_theta.hdf5            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:20:01 UTC\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data_theta.hdf5            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_diag = web.run(\n",
    "    simulation=sim_diag,\n",
    "    task_name=\"fully_anisotropic_diag\",\n",
    "    path=\"data/simulation_data_diag.hdf5\",\n",
    "    verbose=True,\n",
    ")\n",
    "sim_data_phi = web.run(\n",
    "    simulation=sim_phi,\n",
    "    task_name=\"fully_anisotropic_phi\",\n",
    "    path=\"data/simulation_data_phi.hdf5\",\n",
    "    verbose=True,\n",
    ")\n",
    "sim_data_theta = web.run(\n",
    "    simulation=sim_theta,\n",
    "    task_name=\"fully_anisotropic_theta\",\n",
    "    path=\"data/simulation_data_theta.hdf5\",\n",
    "    verbose=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9446b3fe-0247-4f52-bd0a-0055bb3d6af3",
   "metadata": {},
   "source": [
    "To confirm that the three simulation produces close results we first consider the total scattered flux from the sphere. The slight difference in obtained results is attributed to the fact that currently `Tidy3D` does not support subpixel averaging for fully anisotropic materials. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "0fe64fe3-fce0-44f5-8135-5079b8b60103",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# retrieve flux values from flux monitor\n",
    "flux_diag = sim_data_diag[\"flux\"].flux\n",
    "flux_phi = sim_data_phi[\"flux\"].flux\n",
    "# scale power by injection angle\n",
    "flux_theta = sim_data_theta[\"flux\"].flux * np.cos(theta)\n",
    "\n",
    "# visualize\n",
    "flux_diag.plot()\n",
    "flux_phi.plot()\n",
    "flux_theta.plot()\n",
    "plt.legend([\"diag\", \"phi\", \"theta\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ee1cbf65-a46d-4bfe-8d98-e197d68e99e8",
   "metadata": {},
   "source": [
    "Now we look at the angular field intensity distributions around the sphere at several distances from the sphere's center."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "11d18c58-8fbf-4ed6-9cf2-82ac3b958933",
   "metadata": {},
   "outputs": [],
   "source": [
    "# field sample locations\n",
    "sample_radius = [0.1, 0.2, 0.4, 0.5]\n",
    "sample_angle = np.linspace(0, 2 * np.pi, 100)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "520a5422-5d55-44a7-9306-fde5dbabf8d6",
   "metadata": {},
   "source": [
    "When comparing the reference (diagonally anisotropic) simulation with the simulation obtained by rotation around $x$ axis we use the fact that field distributions must coincide in the $yz$ plane when appropriately rotated."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "7b2bdf9c-fc8d-4e02-b198-fb8fe179d56a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# get field intensity distribution at central frequency\n",
    "int_diag = sim_data_diag.get_intensity(\"field_yz\").isel(x=0, f=find0)\n",
    "int_full = sim_data_phi.get_intensity(\"field_yz\").isel(x=0, f=find0)\n",
    "\n",
    "fig, ax = plt.subplots(len(sample_radius), 1, constrained_layout=True, figsize=(8, 8))\n",
    "\n",
    "for i, r in enumerate(sample_radius):\n",
    "    # sample points in reference simulation\n",
    "    y_diag = xr.DataArray(r * np.cos(sample_angle), dims=\"u\")\n",
    "    z_diag = xr.DataArray(r * np.sin(sample_angle), dims=\"u\")\n",
    "\n",
    "    # rotated sample points in fully anisotropic simulation\n",
    "    y_full = xr.DataArray(r * np.cos(sample_angle + phi), dims=\"u\")\n",
    "    z_full = xr.DataArray(r * np.sin(sample_angle + phi), dims=\"u\")\n",
    "\n",
    "    # interpolate at sample points\n",
    "    int_sampled_diag = int_diag.interp(y=y_diag, z=z_diag)\n",
    "    int_sampled_full = int_full.interp(y=y_full, z=z_full)\n",
    "\n",
    "    # plot comparisons\n",
    "    ax[i].plot(sample_angle, int_sampled_diag.data)\n",
    "    ax[i].plot(sample_angle, int_sampled_full.data)\n",
    "    ax[i].set_xlabel(\"Angle [rad]\")\n",
    "    ax[i].legend([\"Reference\", \"Fully Anisotropic\"])\n",
    "    ax[i].set_title(f\"Electric field intensity at r = {r}\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f0c127cd-a5b1-4acb-84a5-ab8abf5f8d78",
   "metadata": {},
   "source": [
    "When comparing the reference (diagonally anisotropic) simulation with the simulation obtained by rotation around $z$ axis we use the fact that field distributions must coincide in the $xy$ plane when appropriately rotated."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "2dd32b99-0d62-479a-b77f-a9d2513293b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# get field intensity distribution at central frequency\n",
    "int_diag = sim_data_diag.get_intensity(\"field_xy\").isel(z=0, f=find0)\n",
    "# scale power by the injection angle\n",
    "int_full = sim_data_theta.get_intensity(\"field_xy\").isel(z=0, f=find0) * np.cos(theta)\n",
    "\n",
    "fig, ax = plt.subplots(len(sample_radius), 1, constrained_layout=True, figsize=(8, 8))\n",
    "\n",
    "for i, r in enumerate(sample_radius):\n",
    "    # sample points in reference simulation\n",
    "    x_diag = xr.DataArray(r * np.cos(sample_angle), dims=\"u\")\n",
    "    y_diag = xr.DataArray(r * np.sin(sample_angle), dims=\"u\")\n",
    "\n",
    "    # rotated sample points in fully anisotropic simulation\n",
    "    x_full = xr.DataArray(r * np.cos(sample_angle + theta), dims=\"u\")\n",
    "    y_full = xr.DataArray(r * np.sin(sample_angle + theta), dims=\"u\")\n",
    "\n",
    "    # interpolate at sample points\n",
    "    int_sampled_diag = int_diag.interp(x=x_diag, y=y_diag)\n",
    "    int_sampled_full = int_full.interp(x=x_full, y=y_full)\n",
    "\n",
    "    # plot comparisons\n",
    "    ax[i].plot(sample_angle, int_sampled_diag.data)\n",
    "    ax[i].plot(sample_angle, int_sampled_full.data)\n",
    "    ax[i].set_xlabel(\"Angle [rad]\")\n",
    "    ax[i].legend([\"Reference\", \"Fully Anisotropic\"])\n",
    "    ax[i].set_title(f\"Electric field intensity at r = {r}\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2eef642d-a73e-4a4a-ae8b-91be1924c717",
   "metadata": {},
   "source": [
    "Again, we see that equivalent simulations produce very close results, and the small differences are attributed to the lack of subpixel averaging for fully anisotropic materials.\n",
    "\n",
    "Lastly, gyrotropic materials (materials with Hermitian permittivity tensors) can also be modeled using the [fully anisotropic materials](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FullyAnisotropicMedium.html). For details, see the tutorial on [defining gyrotropic materials](https://www.flexcompute.com/tidy3d/examples/notebooks/Gyrotropic/)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d66617b8",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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 "metadata": {
  "description": "This notebook demonstrates how to define fully anisotropic materials in Tidy3D for FDTD simulations.",
  "feature_imag": "",
  "feature_image": "N/A",
  "kernelspec": {
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