{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "b25d115c",
   "metadata": {},
   "source": [
    "# Hyperbolic polaritons in nanostructured hBN"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "783922b9",
   "metadata": {},
   "source": [
    "Note: the cost of running the entire notebook is larger than 1 FlexCredit.\n",
    "\n",
    "Surface Phonon Polaritons (SPhPs) are hybrid light-matter waves that arise from the coupling of an electromagnetic wave with the optical phonons of the material. SPhPs are particularly interesting because they can confine light at the nanoscale, far below the diffraction limit. This confinement can lead to strong light-matter interactions, making SPhPs useful for a variety of applications.\n",
    "\n",
    "Hexagonal boron nitride (hBN) is a van der Waals material that has gained significant attention in the field of nanophotonics due to its ability to support SPhPs in mid-infrared. hBN is a naturally hyperbolic material, meaning it exhibits hyperbolic dispersion for phonon polaritons. These hyperbolic SPhPs can propagate with in-plane wavevectors much larger than the wavevector of light in vacuum, leading to highly confined polaritons.\n",
    "\n",
    "The in-plane permittivity of hBN is isotropic ($\\varepsilon_{xx}=\\varepsilon_{yy}$). Therefore, the SPhP propagates isotropically. In the landmark paper `Peining Li et al., Infrared hyperbolic metasurface based on nanostructured van der Waals materials. Science 359, 892-896 (2018).` [DOI: 10.1126/science.aaq1704](https://www.science.org/doi/10.1126/science.aaq1704), the authors proposed a metamaterial consisting of nanostructured hBN. The nanostructure results in an effective medium with anisotropic in-plane permittivity and thus it supports unidirectional SPhP. In this notebook, we simulate and compare the SPhPs in a uniform hBN layer and a nanostructured hBN layer. Unidirectional SPhP is observed in the hBN metamaterial and the results are shown to be consistent with these in the publication.\n",
    "\n",
    "<img src=\"img/hBN_metamaterial.png\" width=\"800\" alt=\"Schematic of the hBN metamaterial\">\n",
    "\n",
    "As a side note, using anisotropic metamaterial as an effective medium has also been demonstrated to be an useful engineering technique in silicon integrated photonics.  Please see the two case studies: [waveguide crosstalk reduction](https://www.flexcompute.com/tidy3d/examples/notebooks/ZeroCrossTalkTE/) and the [broadband polarizer](https://www.flexcompute.com/tidy3d/examples/notebooks/SWGBroadbandPolarizer/).\n",
    "\n",
    "For more interesting contents in the realm of nanophotonics, please check out the case studies on [Anderson localization](https://www.flexcompute.com/tidy3d/examples/notebooks/AndersonLocalization/), [non-Hermitian metagratings](https://www.flexcompute.com/tidy3d/examples/notebooks/NonHermitianMetagratings/), and [plasmonic nanoantennas](https://www.flexcompute.com/tidy3d/examples/notebooks/PlasmonicYagiUdaNanoantenna/).\n",
    "\n",
    "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": "code",
   "execution_count": 1,
   "id": "0467492d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4124ace8",
   "metadata": {},
   "source": [
    "## SPhP on Uniform hBN Slab"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38bcb7d1",
   "metadata": {},
   "source": [
    "### Simulation Setup "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "801cb4b6",
   "metadata": {},
   "source": [
    "The frequencies of interest are 1405 1/cm, 1415 1/cm, and 1425 1/cm. In mid-infrared, 1/cm (wavenumber) is conventionally used while in `Tidy3D` the native frequency unit is Hz. We can convert 1/cm to Hz by multiplying `td.C_0/1e4`. The native length unit in `Tidy3D` is $\\mu m$ so `td.C_0` is in the unit for $\\mu m$/s. Hence, there is an additional factor of $1e4$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "39223cdf",
   "metadata": {},
   "outputs": [],
   "source": [
    "wavenumbers = np.array([1405, 1415, 1425])  # wavenumbers of interest in 1/cm\n",
    "freqs = td.C_0 * wavenumbers / 1e4  # frequencies of interest in Hz"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4ca0b2d5",
   "metadata": {},
   "source": [
    "The in-plane and out-of-plane permittivities of the hBN are given by [Lorentz](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Lorentz.html) oscillators with the parameter values taken from the [referenced paper](https://www.science.org/doi/10.1126/science.aaq1704). The hBN is on a SiO$_2$/Si wafer. For SiO$_2$, the permittivity is also described by [Lorentz](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Lorentz.html) while Si is considered to have a constant permittivity of 12."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "500545d5",
   "metadata": {},
   "outputs": [],
   "source": [
    "w_TO_z = 785 * td.C_0 / 1e4  # TO phonon frequency in Hz for the out-of-plane permittivity\n",
    "w_LO_z = 845 * td.C_0 / 1e4  # LO phonon frequency in Hz for the out-of-plane permittivity\n",
    "eps_inf_z = 2.8  # high frequency permittivity for the out-of-plane permittivity\n",
    "gamma_z = 1 * td.C_0 / 1e4  # damping coefficient for the out-of-plane permittivity\n",
    "\n",
    "# define the out-of-plane permittivity\n",
    "coeffs_z = [(eps_inf_z * (w_LO_z**2 / w_TO_z**2 - 1), w_TO_z, gamma_z / 2)]\n",
    "hBN_z = td.Lorentz(eps_inf=eps_inf_z, coeffs=coeffs_z)\n",
    "\n",
    "# similarly for the in-plane permittivity\n",
    "w_TO_x = 1395 * td.C_0 / 1e4\n",
    "w_LO_x = 1630 * td.C_0 / 1e4\n",
    "eps_inf_x = 3\n",
    "gamma_x = 2 * td.C_0 / 1e4\n",
    "\n",
    "coeffs_x = [(eps_inf_x * (w_LO_x**2 / w_TO_x**2 - 1), w_TO_x, gamma_x / 2)]\n",
    "hBN_x = td.Lorentz(eps_inf=eps_inf_x, coeffs=coeffs_x)\n",
    "\n",
    "# define hBN as an anisotropic medium\n",
    "hBN = td.AnisotropicMedium(xx=hBN_x, yy=hBN_x, zz=hBN_z)\n",
    "\n",
    "# define Si as a constant permittivity\n",
    "Si = td.Medium(permittivity=12)\n",
    "\n",
    "# define SiO2 as an isotropic dispersive medium using Lorentz\n",
    "coeffs_sio2 = [\n",
    "    (0.6753, 1072.27 * td.C_0 / 1e4, 67.2179 * td.C_0 / 2e4),\n",
    "    (0.0929, 805.2 * td.C_0 / 1e4, 75.7006 * td.C_0 / 2e4),\n",
    "    (1.0218, 457.61 * td.C_0 / 1e4, 44.5775 * td.C_0 / 2e4),\n",
    "]\n",
    "\n",
    "SiO2 = td.Lorentz(eps_inf=2.1, coeffs=coeffs_sio2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cf48d2f9",
   "metadata": {},
   "source": [
    "The thickness of hBN is 20 nm and the thickness of SiO$_2$ is 250 nm. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "c26f0a05",
   "metadata": {},
   "outputs": [],
   "source": [
    "h_bn = 0.02  # thickness of the hBN layer\n",
    "h_sio2 = 0.25  # thickness of the SiO2 layer\n",
    "inf_eff = 1e2  # effective infinity"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2362181c",
   "metadata": {},
   "source": [
    "We first investigate the SPhP in a uniform hBN slab. The system consists of three layers: a 20 nm hBN, a 250 nm SiO$_2$, and a thick Si substrate. Each layer can be defined as a [Box](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Box.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a1d842e9",
   "metadata": {},
   "outputs": [],
   "source": [
    "# define the hBN slab\n",
    "hBN_slab = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -inf_eff, -h_bn), rmax=(inf_eff, inf_eff, 0)),\n",
    "    medium=hBN,\n",
    ")\n",
    "\n",
    "# define the SiO2 slab\n",
    "SiO2_slab = td.Structure(\n",
    "    geometry=td.Box.from_bounds(\n",
    "        rmin=(-inf_eff, -inf_eff, -h_bn - h_sio2), rmax=(inf_eff, inf_eff, -h_bn)\n",
    "    ),\n",
    "    medium=SiO2,\n",
    ")\n",
    "\n",
    "# define the Si substrate\n",
    "Si_slab = td.Structure(\n",
    "    geometry=td.Box.from_bounds(\n",
    "        rmin=(-inf_eff, -inf_eff, -inf_eff), rmax=(inf_eff, inf_eff, -h_bn - h_sio2)\n",
    "    ),\n",
    "    medium=Si,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "71b052b6",
   "metadata": {},
   "source": [
    "To excite the SPhP, a [PointDipole](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PointDipole.html) source 200 nm above the hBN top surface is used. The momentum of SPhP is much higher than that of the free-space photon at the same frequency. Therefore, SPhP can not be excited by sources like a plane wave due to the momentum mismatch. The [PointDipole](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PointDipole.html) excitation contains a broad range of momentum, which can couple to SPhP.\n",
    "\n",
    "To visualize the excited SPhP, we define a [FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldMonitor.html) 30 nm above the hBN top surface."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "6a5cb63d",
   "metadata": {},
   "outputs": [],
   "source": [
    "dipole_z = 0.2  # z position of the point dipole\n",
    "monitor_z = 0.03  # z position of the field monitor\n",
    "\n",
    "# define a point dipole source\n",
    "point_dipole = td.PointDipole(\n",
    "    center=(0, 0, dipole_z),\n",
    "    source_time=td.GaussianPulse(freq0=freqs[1], fwidth=freqs[1] / 10),\n",
    "    polarization=\"Ez\",\n",
    ")\n",
    "\n",
    "# define a field monitor\n",
    "field_monitor = td.FieldMonitor(\n",
    "    center=(0, 0, monitor_z), size=(td.inf, td.inf, 0), freqs=freqs, name=\"field\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ab97dc48",
   "metadata": {},
   "source": [
    "Next we define a [Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html) using the previously defined components. A few points to note:\n",
    "\n",
    "- The `run_time` needs to be sufficiently long to fully capture the propagation of SPhP. \n",
    "\n",
    "- A fine grid needs to be used since SPhP has a small wavelength. \n",
    "\n",
    "- The coupling efficiency of the [PointDipole](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PointDipole.html) to the SPhP is relatively small so we also lower the `shutoff` threshold from the default `1e-5` to `1e-7` to ensure simulation accuracy.\n",
    "\n",
    "- The system has two mirror symmetries in the `x` and `y` directions. Therefore, we set `symmetry=(1,1,0)`, which reduces the simulation domain size by a factor of 4. Even though the simulation domain size is not large, due to the fine grid and long `run_time`, the simulation still requires a good amount of computation.\n",
    "\n",
    "- We use [Absorber](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Absorber.html) instead of PML as the boundary condition since the simulation domain size is small compared to the wavelength. Using PML can also work in principle as long as the evanescent field does not leak into PML. For safety, we will just use [Absorber](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Absorber.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "2c42073c",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Lx = 12  # simulation domain size in x\n",
    "Ly = 12  # simulation domain size in y\n",
    "Lz = 1  # simulation domain size in z\n",
    "\n",
    "run_time = 1e-11  # simulation run time in second\n",
    "\n",
    "# define simulation for the uniform hBN slab\n",
    "sim_uniform = td.Simulation(\n",
    "    center=(0, 0, 0),\n",
    "    size=(Lx, Ly, Lz),\n",
    "    sources=[point_dipole],\n",
    "    structures=[hBN_slab, SiO2_slab, Si_slab],\n",
    "    monitors=[field_monitor],\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.Absorber()),\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=50, wavelength=td.C_0 / freqs[0]),\n",
    "    run_time=run_time,\n",
    "    symmetry=(1, 1, 0),\n",
    "    shutoff=1e-7,\n",
    ")\n",
    "\n",
    "# visualize the cross section of the simulation domain\n",
    "ax = sim_uniform.plot(x=0)\n",
    "ax.set_xlim(-1, 1)\n",
    "ax.set_ylim(-0.4, 0.3)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9100696b",
   "metadata": {},
   "source": [
    "Submit the simulation to run on the cloud."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "94434404",
   "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\">16:45:37 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'hbn_slab'</span> with task_id                              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-78d99201-e70a-457b-b0b7-31b130b74e08'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:45:37 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'hbn_slab'\u001b[0m with task_id                              \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-78d99201-e70a-457b-b0b7-31b130b74e08'\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-78d99201-e70a-457b-b0b7-31b130b74e08\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e7</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">0a-457b-b0b7-31b130b74e08'</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=216022;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=32028;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=216022;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=210263;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=216022;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[32m-78d99201-e7\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=216022;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[32m0a-457b-b0b7-31b130b74e08'\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=850032;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": "89d363402b25403f8add104f3b2f35ac",
       "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\">16:45:39 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2.542</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;36m16:45:39 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m2.542\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\">16:45:41 CEST </span>status = queued                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:45:41 CEST\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": "e314de4a4db14713841ab773e5f4756a",
       "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\">16:45:53 CEST </span>status = preprocess                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:45:53 CEST\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\">16:45:57 CEST </span>starting up solver                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:45:57 CEST\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\">16:45:58 CEST </span>running solver                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:45:58 CEST\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2f247ba165f141fd86f34efc00881d85",
       "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\">16:48:39 CEST </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">72</span>%, exiting.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:48:39 CEST\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m72\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": "a6050d7534fc435b91cf8586544f375e",
       "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\">16:48:46 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:48:46 CEST\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\">16:48:48 CEST </span>View simulation result at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e7</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">0a-457b-b0b7-31b130b74e08'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:48:48 CEST\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=715318;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=844182;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=715318;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=222371;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=715318;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[4;34m-78d99201-e7\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=715318;https://tidy3d.simulation.cloud/workbench?taskId=fdve-78d99201-e70a-457b-b0b7-31b130b74e08\u001b\\\u001b[4;34m0a-457b-b0b7-31b130b74e08'\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": "b9db95c6cc114f0581917badbb839673",
       "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\">16:48:57 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:48:57 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_uniform = web.run(sim_uniform, task_name=\"hbn_slab\", path=\"data/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4855c5df",
   "metadata": {},
   "source": [
    "### Result Visualization "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d255f26",
   "metadata": {},
   "source": [
    "After the simulation is done, we will plot the real part of `Ez` to visualize the SPhP at various frequencies of interest. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "bd4f7cb3",
   "metadata": {},
   "outputs": [],
   "source": [
    "# define a helper function to plot Ez at all frequencies of interest\n",
    "def plot_fields(sim_data):\n",
    "    fig, ax = plt.subplots(len(wavenumbers), 1, figsize=(6, 12), tight_layout=True)\n",
    "\n",
    "    for i, wavenumber in enumerate(wavenumbers):\n",
    "        sim_data.plot_field(\"field\", \"Ez\", \"real\", f=freqs[i], vmin=-3e3, vmax=3e3, ax=ax[i])\n",
    "        ax[i].set_title(f\"{wavenumber} 1/cm\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46efb31e",
   "metadata": {},
   "source": [
    "For the uniform hBN slab, the SPhP propagates isotropically along the surface so we observe a circular wave front. As the frequency increases, the SPhP wavelength decreases."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "25a63b58",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x1200 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_fields(sim_data_uniform)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc40f5a5",
   "metadata": {},
   "source": [
    "## SPhP on Nanostructured hBN Metamaterial "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9412e35f",
   "metadata": {},
   "source": [
    "### Simulation Setup "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3836f4a4",
   "metadata": {},
   "source": [
    "As a comparison, here we simulate the nanostructured hBN metamaterial, where hBN is patterned into periodic gratings with a subwavelength period. This metamaterial can be described by an effective permittivity tensor such that \n",
    "$$\\varepsilon_\\mathrm{eff, x} = \\left( \\frac{1 - f}{\\epsilon_\\mathrm{x}} + f \\right) ^{-1},$$ \n",
    "$$\\varepsilon_\\mathrm{eff,y}=\\varepsilon_\\mathrm{y}(1-f)+f,$$\n",
    "$$\\varepsilon_\\mathrm{eff,z}=\\varepsilon_\\mathrm{z}(1-f)+f,$$\n",
    "where $f=\\frac{w}{w+g}$ is the filling fraction. Following this, we can plot the permittivity of hBN as well as the effective permittivity of the nanostructured hBN in the case of 70 nm ribbon width and 100 nm period. For the hBN, $Re(\\varepsilon_x)=Re(\\varepsilon_y)<0$ between 1400 1/cm and 1425 1/cm, which is why it supports isotropic SPhP as observed in the previous simulation. For the nanostructured hBN, only $Re(\\varepsilon_{eff,y})<0$ so in principle it supports unidirectional SPhP. Next, we will confirm it with simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "0f0fa1a7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "wn = np.linspace(1350, 1500, 100)  # wavenumber range\n",
    "fq = wn * td.C_0 / 1e4  # frequency range\n",
    "eps_x = hBN_x.eps_model(fq)  # permittivity of hBN in the x direction\n",
    "eps_y = hBN_x.eps_model(fq)  # permittivity of hBN in the y direction\n",
    "eps_z = hBN_z.eps_model(fq)  # permittivity of hBN in the z direction\n",
    "\n",
    "w = 0.07  # width of the ribbon\n",
    "g = 0.03  # width of the gap\n",
    "frac = w / (w + g)  # filling fraction\n",
    "\n",
    "eps_eff_x = 1 / (\n",
    "    (1 - frac) / eps_x + frac\n",
    ")  # effective permittivity of the metamaterial in the x direction\n",
    "eps_eff_y = (\n",
    "    eps_y * (1 - frac) + frac\n",
    ")  # effective permittivity of the metamaterial in the y direction\n",
    "eps_eff_z = (\n",
    "    eps_z * (1 - frac) + frac\n",
    ")  # effective permittivity of the metamaterial in the z direction\n",
    "\n",
    "# plotting the hBN permittivity and the effective permittivity of the metamaterial\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(8, 4), tight_layout=True)\n",
    "ax1.plot(wn, np.real(eps_x), label=\"eps_x and eps_y\")\n",
    "ax1.plot(wn, np.real(eps_z), label=\"eps_z\")\n",
    "ax1.set_xlabel(\"wavenumber (1/cm)\")\n",
    "ax1.legend()\n",
    "ax1.set_title(\"Permittivity of hBN\")\n",
    "ax1.set_ylim(-50, 50)\n",
    "ax2.plot(wn, np.real(eps_eff_x), linewidth=3, label=\"eps_eff_x\")\n",
    "ax2.plot(wn, np.real(eps_eff_y), label=\"eps_eff_y\")\n",
    "ax2.plot(wn, np.real(eps_eff_z), \"--\", c=\"red\", label=\"eps_eff_z\")\n",
    "ax2.set_xlabel(\"wavenumber (1/cm)\")\n",
    "ax2.legend()\n",
    "ax2.set_title(\"Effective permittivity of nanostructured hBN\")\n",
    "ax2.set_ylim(-20, 20)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ec4497f",
   "metadata": {},
   "source": [
    "To define the grating structure, we simply use a for loop."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "86a6844b",
   "metadata": {},
   "outputs": [],
   "source": [
    "grating_geo = []\n",
    "N = int(Lx / (g + w))\n",
    "for i in range(N):\n",
    "    grating_geo.append(\n",
    "        td.Box(center=(-Lx / 2 + i * (g + w), 0, -h_bn / 2), size=(w, inf_eff, h_bn))\n",
    "    )\n",
    "\n",
    "grating = td.Structure(geometry=td.GeometryGroup(geometries=grating_geo), medium=hBN)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a748a72",
   "metadata": {},
   "source": [
    "For this simulation, it's better to have a mesh commensurate with the period of the nanostructure in the $x$ direction. Therefore, we define a uniform grid with the grid size set to a fraction of the period. For the $y$ and $z$ directions, we simply use the same automatic nonuniform grid as before.\n",
    "\n",
    "The simulation for the nanostructured hBN can be defined by copying the previous simulation and updating the structures and grid setting."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "9f14052d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "grid_x = td.UniformGrid(dl=(w + g) / 10)  # define a uniform grid in the x direction\n",
    "\n",
    "# define an automatic nonuniform grid in the y and z direction\n",
    "grid_y = td.AutoGrid(min_steps_per_wvl=50)\n",
    "grid_z = td.AutoGrid(min_steps_per_wvl=50)\n",
    "\n",
    "grid_spec = td.GridSpec(wavelength=td.C_0 / freqs[0], grid_x=grid_x, grid_y=grid_y, grid_z=grid_z)\n",
    "\n",
    "# define the simulation by copying the updating the previous simulation\n",
    "sim_grating = sim_uniform.copy(\n",
    "    update={\"structures\": [grating, SiO2_slab, Si_slab], \"grid_spec\": grid_spec}\n",
    ")\n",
    "\n",
    "# visualize the cross section of the simulation domain\n",
    "ax = sim_grating.plot(y=0)\n",
    "ax.set_xlim(-1, 1)\n",
    "ax.set_ylim(-0.4, 0.3)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "23b03c3e",
   "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\">16:49:05 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'hbn_grating'</span> with task_id                           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-21835c6b-cdab-4346-89cf-84d22ced57f4'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:49:05 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'hbn_grating'\u001b[0m with task_id                           \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-21835c6b-cdab-4346-89cf-84d22ced57f4'\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-21835c6b-cdab-4346-89cf-84d22ced57f4\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cd</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">ab-4346-89cf-84d22ced57f4'</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=321825;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=941266;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=321825;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=540930;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=321825;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[32m-21835c6b-cd\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=321825;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[32mab-4346-89cf-84d22ced57f4'\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=280179;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": "15d986ffe33b4ecda314d51e72a5c372",
       "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\">16:49:08 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.649</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;36m16:49:08 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m4.649\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\">16:49:09 CEST </span>status = queued                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:49:09 CEST\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": "e0ef399471d34a72a61066f43bbfd474",
       "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\">16:49:19 CEST </span>status = preprocess                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:49:19 CEST\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\">16:49:23 CEST </span>starting up solver                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:49:23 CEST\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\">16:49:24 CEST </span>running solver                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:49:24 CEST\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c31c8e1e4ec34f47916da3e9d3c2a5b2",
       "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\">16:57:31 CEST </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">92</span>%, exiting.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:57:31 CEST\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m92\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": "b97d99eab9aa4c8d92defd2d1227f6cb",
       "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\">16:57:36 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:57:36 CEST\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\">16:57:38 CEST </span>View simulation result at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cd</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">ab-4346-89cf-84d22ced57f4'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:57:38 CEST\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=445465;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=538223;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=445465;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=750259;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=445465;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[4;34m-21835c6b-cd\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=445465;https://tidy3d.simulation.cloud/workbench?taskId=fdve-21835c6b-cdab-4346-89cf-84d22ced57f4\u001b\\\u001b[4;34mab-4346-89cf-84d22ced57f4'\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": "6f474b81f2c148fd9aadb163e0328204",
       "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\">16:57:55 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:57:55 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_grating = web.run(sim_grating, task_name=\"hbn_grating\", path=\"data/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5d15376",
   "metadata": {},
   "source": [
    "### Result Visualization "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1064ca7c",
   "metadata": {},
   "source": [
    "After the simulation is complete, we plot the field distribution as before. Indeed we observe the unidirectional propagation of the SPhP in the $y$ direction supported by the hBN metamaterial, which is very distinctive from the SPhP in the uniform hBN slab. This result further validates the idea of nanoscale manipulation of light by geometric design. It opens up various possibilities for future nanophotonic engineering. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ea4ab18e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x1200 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_fields(sim_data_grating)"
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Nanophotonics"
  ],
  "description": "This notebook demonstrates how to simulate surface phonon polariton in hBN as well as nanostructured hBN metamaterial.",
  "feature_image": "./img/hBN_metamaterial.png",
  "features": [
   "Anisotropic material"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "surface phonon polariton, SPhP, boron nitride, hyperbolic, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.12"
  },
  "title": "Simulating Hyperbolic Surface Phonon Polariton | Flexcompute",
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
     "0d5c04de1438438c9c516696050c6868": {
      "model_module": "@jupyter-widgets/output",
      "model_module_version": "1.0.0",
      "model_name": "OutputModel",
      "state": {
       "_dom_classes": [],
       "_model_module": "@jupyter-widgets/output",
       "_model_module_version": "1.0.0",
       "_model_name": "OutputModel",
       "_view_count": null,
       "_view_module": "@jupyter-widgets/output",
       "_view_module_version": "1.0.0",
       "_view_name": "OutputView",
       "layout": "IPY_MODEL_b835a1d3a940472794ed48e27f9579b6",
       "msg_id": "",
       "outputs": [
        {
         "data": {
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