DielectricMetasurfaceAbsorber.ipynb

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   "source": [
    "# Dielectric metasurface absorber"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00c36541",
   "metadata": {},
   "source": [
    "Metamaterials and metasurfaces can achieve functionalities that are not available to naturally occurring materials such as negative refractive index. Originally, metamaterials often utilize metallic structures. These metallic structures, such as split ring resonators, exhibit strong resonances at specific frequencies, which can be effectively tuned by adjusting the geometric parameters. However, metals exhibit large loss at optical frequencies. This can greatly impair the performance of the metamaterials. As a consequence, metamaterials fully based on dielectric materials have attracted a lot of interest recently.\n",
    "\n",
    "Electromagnetic absorber is one of the most popular categories of metasurfaces. Metasurfaces with high absorption can be used as radiation power detectors since they convert electromagnetic radiation into thermal energy at high efficiency. This model demonstrates how to simulate an all-dielectric metasurface absorber at the THz regime. The design consists of a cylindrical silicon resonator on a thin PDMS substrate. The design parameters are adapted from [Kebin Fan, Jonathan Y. Suen, Xinyu Liu, and Willie J. Padilla, \"All-dielectric metasurface absorbers for uncooled terahertz imaging,\" Optica 4, 601-604 (2017)](https://opg.optica.org/optica/fulltext.cfm?uri=optica-4-6-601&id=367183).\n",
    "\n",
    "<img src=\"img/metasurface.png\" width=600  alt=\"Schematic of the dielectric metasurface absorber\">\n",
    "\n",
    "In Tidy3D's example library, we have demonstrated a [gradient metasurface reflector](https://www.flexcompute.com/tidy3d/examples/notebooks/GradientMetasurfaceReflector/), a [metalens at the visible frequency](https://www.flexcompute.com/tidy3d/examples/notebooks/Metalens/), and a [graphene metamaterial absorber](https://www.flexcompute.com/tidy3d/examples/notebooks/GrapheneMetamaterial/). In addition, we also investigated a [frequency selected surface](https://www.flexcompute.com/tidy3d/examples/notebooks/MicrowaveFrequencySelectiveSurface/) for the microwave frequency range. \n",
    "\n",
    "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."
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   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b48c84ea",
   "metadata": {},
   "source": [
    "## Simulation Setup "
   ]
  },
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   "metadata": {},
   "source": [
    "The absorption peak of the metasurface is designed to be around 0.6 THz. Therefore, we aim to simulate a frequency range from 0.4 THz to 0.8 THz. "
   ]
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   "source": [
    "THz = 1e12  # convertion factor from Hz to THz\n",
    "freqs = np.linspace(0.4 * THz, 0.8 * THz, 100)  # freqeucny range of the simulation\n",
    "freq0 = 0.6 * THz  # central frequency\n",
    "freqw = 0.4 * THz  # width of the frequency range\n",
    "lda0 = td.C_0 / freq0  # central wavelength\n"
   ]
  },
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   "source": [
    "Two materials are involved in this model. The dielectric cylinder is made of silicon, which is described by a Drude model with $\\varepsilon_{\\inf}$=11.7 and plasma frequency $\\omega_P$=0.69 THz and damping rate $\\gamma$=0.83 THz. We can use the built-in [Drude](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Drude.html?highlight=drude) feature to describe the response of silicon. The thin substrate is made of PDMS, which has a relative permittivity of 1.72 and a loss tangent of 0.15 at the relevant frequency range. The relative permittivity and loss tangent will be converted to the complex refractive index then PDMS can be described by using the `from_nk` method of [Medium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Medium.html). Note that this is only strictly accurate at the specified frequency. To ensure it's accurate at all frequencies, one needs to perform a [dispersive material fitting](https://www.flexcompute.com/tidy3d/examples/notebooks/Fitting/) procedure. "
   ]
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   "source": [
    "w_p = 0.69 * THz  # plasma frequency of Si\n",
    "gamma = 0.83 * THz  # damping rate of Si\n",
    "Si = td.Drude(\n",
    "    eps_inf=11.7, coeffs=[(w_p, gamma)]\n",
    ")  # using drude model to describe the response of silicon\n",
    "\n",
    "loss_tan = 0.15  # loss tangent of PDMS\n",
    "eps_pdms = 1.72 + 1j * 1.72 * loss_tan  # complex permittivity of PDMS\n",
    "n_pdms = np.sqrt(eps_pdms)  # refractive index of PDMS\n",
    "PDMS = td.Medium.from_nk(\n",
    "    n=np.real(n_pdms), k=np.imag(n_pdms), freq=freq0\n",
    ")  # define PDMS with the complex refractive index\n"
   ]
  },
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   "id": "545d6733",
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   "source": [
    "The unit cell of the metasurface consists of a cylindrical silicon resonator on a thin PDMS substrate. The periodicity is 330 $\\mu m$. The cylinder radius and height are 106 $\\mu m$ and 85 $\\mu m$, respectively. The substrate is only 8 $\\mu m$ thick."
   ]
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   "source": [
    "p = 330  # unit cell size\n",
    "h = 85  # height of the cylinder\n",
    "r = 106  # radius of the cylinder\n",
    "t = 8  # thickness of the substrate\n"
   ]
  },
  {
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   "id": "b3a6bf2a",
   "metadata": {},
   "source": [
    "Define the simulation domain and the unit cell structure."
   ]
  },
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   "source": [
    "# simulation domain size\n",
    "# simulation size is the periodicity of the unit cell in x and y directions\n",
    "# in z direction, the size is set to 2 central wavelength\n",
    "Lx, Ly, Lz = p, p, 2 * lda0\n",
    "sim_size = [Lx, Ly, Lz]\n",
    "\n",
    "# construct the pdms substrate\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Box(center=[0, 0, -t / 2], size=[td.inf, td.inf, t]), medium=PDMS\n",
    ")\n",
    "\n",
    "# construct the silicon resonator\n",
    "cylinder = td.Structure(\n",
    "    geometry=td.Cylinder(center=[0, 0, h / 2], radius=r, length=h, axis=2), medium=Si\n",
    ")\n"
   ]
  },
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   "source": [
    "The metasurface is excited by a plane wave at normal incidence. To measure the transmission, reflection, and absorption, we set up two flux monitors, one on the incident side and one on the transmission side. An additional field monitor is added so that we can visualize the resonance mode profile at the absorption peak."
   ]
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:19:44] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Default value for the field monitor          </span> <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">monitor.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py#261\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">261</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #008000; text-decoration-color: #008000\">'colocate'</span><span style=\"color: #800000; text-decoration-color: #800000\"> setting has changed to </span><span style=\"color: #008000; text-decoration-color: #008000\">'True'</span><span style=\"color: #800000; text-decoration-color: #800000\"> in Tidy3D    </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2.4</span><span style=\"color: #800000; text-decoration-color: #800000\">.</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">. All field components will be colocated to the  </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #800000; text-decoration-color: #800000\">grid boundaries. Set to </span><span style=\"color: #008000; text-decoration-color: #008000\">'False'</span><span style=\"color: #800000; text-decoration-color: #800000\"> to get the raw fields </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #800000; text-decoration-color: #800000\">on the Yee grid instead.                              </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "</pre>\n"
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       "\u001b[2;36m[15:19:44]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor          \u001b[0m \u001b]8;id=537468;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py\u001b\\\u001b[2mmonitor.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=845305;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py#261\u001b\\\u001b[2m261\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has changed to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D    \u001b[0m \u001b[2m              \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be colocated to the  \u001b[0m \u001b[2m              \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m\u001b[31mgrid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw fields \u001b[0m \u001b[2m              \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m\u001b[31mon the Yee grid instead.                              \u001b[0m \u001b[2m              \u001b[0m\n"
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   "source": [
    "# add a plane wave source\n",
    "plane_wave = td.PlaneWave(\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=0.5 * freqw),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    center=(0, 0, 0.3 * lda0),\n",
    "    direction=\"-\",\n",
    "    pol_angle=0,\n",
    ")\n",
    "\n",
    "# add a flux monitor to detect transmission\n",
    "monitor_t = td.FluxMonitor(\n",
    "    center=[0, 0, -0.4 * Lz], size=[td.inf, td.inf, 0], freqs=freqs, name=\"T\"\n",
    ")\n",
    "\n",
    "# add a flux monitor to detect reflection\n",
    "monitor_r = td.FluxMonitor(\n",
    "    center=[0, 0, 0.4 * Lz], size=[td.inf, td.inf, 0], freqs=freqs, name=\"R\"\n",
    ")\n",
    "\n",
    "# add a field monitor to see the field profile at the absorption peak frequency\n",
    "monitor_field = td.FieldMonitor(\n",
    "    center=[0, 0, 0], size=[td.inf, 0, lda0], freqs=[freq0], name=\"field\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1bb21be",
   "metadata": {},
   "source": [
    "Set up the Simulation object. Using an [automatic nonuniform grid](https://www.flexcompute.com/tidy3d/examples/notebooks/AutoGrid/) is the most efficient and convenient. We set `min_steps_per_wvl=40` to ensure it resolves the structure well."
   ]
  },
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   "source": [
    "run_time = 3e-10  # simulation run time\n",
    "\n",
    "# set up simulation\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=40, wavelength=lda0),\n",
    "    structures=[substrate, cylinder],\n",
    "    sources=[plane_wave],\n",
    "    monitors=[monitor_t, monitor_r, monitor_field],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec(\n",
    "        x=td.Boundary.periodic(), y=td.Boundary.periodic(), z=td.Boundary.pml()\n",
    "    ),\n",
    "    symmetry=(-1, 1, 0),\n",
    ")  # symmetry can be used to greatly reduce the computational cost\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b4d6cdf5",
   "metadata": {},
   "source": [
    "Before submitting the simulation job to the server, it is always a good practice to verify if the settings are correct. For example, we can check if the frequency spectrum of the source covers the frequency range of interest. To do so, we can simply plot it. Here, we need to make sure the time domain sampling is sufficiently fine so we use 2000 points."
   ]
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim.sources[0].source_time.plot_spectrum(\n",
    "    times=np.linspace(0, sim.run_time, 2000), val=\"abs\"\n",
    ")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "092086a6",
   "metadata": {},
   "source": [
    "Lastly, to ensure the geometry and mesh are set up appropriately, we visualize them before running the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "a235db44",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:19:45.240945Z",
     "iopub.status.busy": "2023-09-10T22:19:45.240799Z",
     "iopub.status.idle": "2023-09-10T22:19:45.676687Z",
     "shell.execute_reply": "2023-09-10T22:19:45.676233Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1000x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 4))\n",
    "ax1 = sim.plot(y=0, ax=ax1)\n",
    "ax1 = sim.plot_grid(y=0, ax=ax1)\n",
    "\n",
    "ax2 = sim.plot(z=h, ax=ax2)\n",
    "ax2 = sim.plot_grid(z=h, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7823f7e1",
   "metadata": {},
   "source": [
    "To have a better visualization, we can also plot the simulation in 3D."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "50468ac4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:19:45.679681Z",
     "iopub.status.busy": "2023-09-10T22:19:45.679491Z",
     "iopub.status.idle": "2023-09-10T22:19:45.700138Z",
     "shell.execute_reply": "2023-09-10T22:19:45.699652Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "        \"name\": null,\n",
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    "sim.plot_3d()"
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   "source": [
    "## Running Simulation"
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   "id": "1541f8ba",
   "metadata": {},
   "source": [
    "Submit the simulation to the server."
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  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "b6ee89fa",
   "metadata": {
    "execution": {
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     "iopub.status.busy": "2023-09-10T22:19:45.701908Z",
     "iopub.status.idle": "2023-09-10T22:20:12.037537Z",
     "shell.execute_reply": "2023-09-10T22:20:12.037058Z"
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       "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\">[15:19:51] </span>status = preprocess                                     <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#355\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">355</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:19:51]\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                     \u001b]8;id=303985;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=593347;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#355\u001b\\\u001b[2m355\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\"></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\">[15:19:56] </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span>. Use                     <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#341\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">341</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed FlexCredit   <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>cost after a simulation run.                            <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:19:56]\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.025\u001b[0m. Use                     \u001b]8;id=116456;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=25720;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#341\u001b\\\u001b[2m341\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m\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 FlexCredit   \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0mcost after a simulation run.                            \u001b[2m             \u001b[0m\n"
      ]
     },
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>starting up solver                                      <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#377\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">377</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                      \u001b]8;id=342013;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=522519;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#377\u001b\\\u001b[2m377\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>running solver                                          <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#386\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">386</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                          \u001b]8;id=478619;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=480624;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#386\u001b\\\u001b[2m386\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><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   <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#387\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">387</span></a>\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   <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>web UI. Terminating the Python script will not stop the <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>job running on the cloud.                               <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\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   \u001b]8;id=122197;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=240375;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#387\u001b\\\u001b[2m387\u001b[0m\u001b]8;;\u001b\\\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   \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0mweb UI. Terminating the Python script will not stop the \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0mjob running on the cloud.                               \u001b[2m             \u001b[0m\n"
      ]
     },
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     "output_type": "display_data"
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       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:20:07] </span>early shutoff detected, exiting.                        <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#404\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">404</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:07]\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected, exiting.                        \u001b]8;id=183491;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=365250;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#404\u001b\\\u001b[2m404\u001b[0m\u001b]8;;\u001b\\\n"
      ]
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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                                    <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#420\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">420</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                    \u001b]8;id=758462;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=754186;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#420\u001b\\\u001b[2m420\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
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      "text/plain": [
       "Output()"
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     },
     "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\">[15:20:11] </span>status = success                                        <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#427\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">427</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:11]\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                        \u001b]8;id=429534;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=822636;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#427\u001b\\\u001b[2m427\u001b[0m\u001b]8;;\u001b\\\n"
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       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">[15:20:12] </span>loading SimulationData from data/simulation.hdf5        <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#591\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">591</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:12]\u001b[0m\u001b[2;36m \u001b[0mloading SimulationData from data/simulation.hdf5        \u001b]8;id=147714;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=116625;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#591\u001b\\\u001b[2m591\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(\n",
    "    sim, task_name=\"all_dielectric_metasurface_absorber\", path=\"data/simulation.hdf5\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c1bbf44",
   "metadata": {},
   "source": [
    "## Result Visualization "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c247486",
   "metadata": {},
   "source": [
    "After the simulation is complete, we visualize the reflectance, transmittance, and absorptance spectra. The absorption peak is observed around 0.6 THz as expected. The maximum absorption is around 95%."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "02da97fc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:20:12.585058Z",
     "iopub.status.busy": "2023-09-10T22:20:12.584876Z",
     "iopub.status.idle": "2023-09-10T22:20:12.732846Z",
     "shell.execute_reply": "2023-09-10T22:20:12.732334Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "R = sim_data[\"R\"].flux\n",
    "T = -sim_data[\"T\"].flux\n",
    "A = 1 - R - T\n",
    "freq_thz = np.linspace(0.4, 0.8, 100)\n",
    "plt.plot(freq_thz, R, freq_thz, T, freq_thz, A)\n",
    "plt.xlabel(\"Frequency (THz)\")\n",
    "plt.ylim(0, 1)\n",
    "plt.legend((\"R\", \"T\", \"A\"))\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b36c3a2",
   "metadata": {},
   "source": [
    "Finally, we visualize the field intensity distribution at the resonance frequency. A strongly localized field within the silicon cylinder is observed, which indicates a high power dissipation due to the resonance mode of the cylinder."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "99c05d37",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:20:12.734977Z",
     "iopub.status.busy": "2023-09-10T22:20:12.734803Z",
     "iopub.status.idle": "2023-09-10T22:20:13.101499Z",
     "shell.execute_reply": "2023-09-10T22:20:13.100988Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data.plot_field(field_monitor_name=\"field\", field_name=\"E\", val=\"abs^2\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f151255c",
   "metadata": {},
   "source": [
    "## Finite Array of Unit Cells "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed0efe54",
   "metadata": {},
   "source": [
    "The periodic boundary condition indicates that the metasurface is infinitely large in the simulation. In practice, the fabricated metasurface is of course always made of only a finite number of unit cells. In addition, the spot size of the incident light is also finite. Therefore, only a certain number of unit cells are illuminated. \n",
    "\n",
    "Due to the above mentioned reasons, the transmission, reflection, or absorption spectrum might deviate from the perfectly periodic case. In this section, we model a finite array of unit cells illuminated by a focused Gaussian beam. Thanks to the highly optimized Tidy3D solver, such a large structure can be simulated with ease."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "76745db7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:20:13.106479Z",
     "iopub.status.busy": "2023-09-10T22:20:13.106107Z",
     "iopub.status.idle": "2023-09-10T22:20:13.577793Z",
     "shell.execute_reply": "2023-09-10T22:20:13.577268Z"
    }
   },
   "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\">[15:20:13] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Default value for the field monitor          </span> <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">monitor.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py#261\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">261</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #008000; text-decoration-color: #008000\">'colocate'</span><span style=\"color: #800000; text-decoration-color: #800000\"> setting has changed to </span><span style=\"color: #008000; text-decoration-color: #008000\">'True'</span><span style=\"color: #800000; text-decoration-color: #800000\"> in Tidy3D    </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2.4</span><span style=\"color: #800000; text-decoration-color: #800000\">.</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">. All field components will be colocated to the  </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #800000; text-decoration-color: #800000\">grid boundaries. Set to </span><span style=\"color: #008000; text-decoration-color: #008000\">'False'</span><span style=\"color: #800000; text-decoration-color: #800000\"> to get the raw fields </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #800000; text-decoration-color: #800000\">on the Yee grid instead.                              </span> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">              </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:13]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor          \u001b[0m \u001b]8;id=725272;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py\u001b\\\u001b[2mmonitor.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=815199;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/components/monitor.py#261\u001b\\\u001b[2m261\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has changed to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D    \u001b[0m \u001b[2m              \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be colocated to the  \u001b[0m \u001b[2m              \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m\u001b[31mgrid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw fields \u001b[0m \u001b[2m              \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m\u001b[31mon the Yee grid instead.                              \u001b[0m \u001b[2m              \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Nx = 15  # number of unit cells in the x direction\n",
    "Ny = 15  # number of unit cells in the y direction\n",
    "buffer = 0.5 * lda0  # buffer spacing in the x and y directions\n",
    "\n",
    "# simulation domain size\n",
    "Lx, Ly, Lz = Nx * p + 2 * buffer, Ny * p + 2 * buffer, 2 * lda0\n",
    "sim_size = [Lx, Ly, Lz]\n",
    "\n",
    "# systematicall construct the silicon resonators\n",
    "metasurface = [substrate]\n",
    "for i in range(Nx):\n",
    "    for j in range(Ny):\n",
    "        cylinder = td.Structure(\n",
    "            geometry=td.Cylinder(\n",
    "                center=[i * p, j * p, h / 2], radius=r, length=h, axis=2\n",
    "            ),\n",
    "            medium=Si,\n",
    "        )\n",
    "        metasurface.append(cylinder)\n",
    "\n",
    "# define a gaussian beam with a waist radius of 3 wavelengths (focused beam)\n",
    "gaussian = td.GaussianBeam(\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=0.5 * freqw),\n",
    "    center=(p * (Nx // 2), p * (Ny // 2), 0.3 * lda0),\n",
    "    direction=\"-\",\n",
    "    waist_radius=3 * lda0,\n",
    ")\n",
    "\n",
    "# define a field monitor to visualize the field distribution under gaussian beam excitation\n",
    "monitor_field = td.FieldMonitor(\n",
    "    center=[0, 0, 0], size=[td.inf, td.inf, 0], freqs=[freq0], name=\"field\"\n",
    ")\n",
    "\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    center=(p * (Nx // 2), p * (Ny // 2), 0),\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=30, wavelength=lda0),\n",
    "    structures=metasurface,\n",
    "    sources=[gaussian],\n",
    "    monitors=[\n",
    "        monitor_t,\n",
    "        monitor_r,\n",
    "        monitor_field,\n",
    "    ],  # we will reuse the flux monitors defined earlier\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(\n",
    "        boundary=td.PML()\n",
    "    ),  # pml is applied in all boundaries\n",
    "    symmetry=(-1, 1, 0),\n",
    ")  # the same symmetry can be used\n",
    "\n",
    "sim.plot(z=0)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "8330be21",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:20:13.579843Z",
     "iopub.status.busy": "2023-09-10T22:20:13.579667Z",
     "iopub.status.idle": "2023-09-10T22:20:49.474208Z",
     "shell.execute_reply": "2023-09-10T22:20:49.473683Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'all_dielectric_metasurface_absorber'</span> with <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#188\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">188</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>task_id <span style=\"color: #008000; text-decoration-color: #008000\">'fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1'</span>.  <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'all_dielectric_metasurface_absorber'\u001b[0m with \u001b]8;id=258325;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=937659;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#188\u001b\\\u001b[2m188\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0mtask_id \u001b[32m'fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1'\u001b[0m.  \u001b[2m             \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                               <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#190\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">190</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-</span></a> <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1'</span></a>.                <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                               \u001b]8;id=559657;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=870605;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#190\u001b\\\u001b[2m190\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m\u001b]8;id=922397;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=435350;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=922397;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=937955;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=922397;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\u001b\\\u001b[32m-\u001b[0m\u001b]8;;\u001b\\ \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m\u001b]8;id=922397;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1\u001b\\\u001b[32m6b7e14b2-621b-4746-b23d-f8a67cc4f42dv1'\u001b[0m\u001b]8;;\u001b\\.                \u001b[2m             \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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      "application/vnd.jupyter.widget-view+json": {
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:20:14] </span>status = queued                                         <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#361\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">361</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:14]\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                         \u001b]8;id=594641;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=489608;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#361\u001b\\\u001b[2m361\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "model_id": "baa902b3ea6d4568b059cc634971fd90",
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:20:18] </span>status = preprocess                                     <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#355\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">355</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:18]\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                     \u001b]8;id=461925;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=366722;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#355\u001b\\\u001b[2m355\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:20:22] </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.384</span>. Use                     <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#341\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">341</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed FlexCredit   <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>cost after a simulation run.                            <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:22]\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.384\u001b[0m. Use                     \u001b]8;id=293492;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=341361;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#341\u001b\\\u001b[2m341\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m\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 FlexCredit   \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0mcost after a simulation run.                            \u001b[2m             \u001b[0m\n"
      ]
     },
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>starting up solver                                      <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#377\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">377</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                      \u001b]8;id=434068;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=257175;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#377\u001b\\\u001b[2m377\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>running solver                                          <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#386\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">386</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                          \u001b]8;id=495426;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=480639;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#386\u001b\\\u001b[2m386\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><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   <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#387\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">387</span></a>\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   <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>web UI. Terminating the Python script will not stop the <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>job running on the cloud.                               <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\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   \u001b]8;id=816746;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=135965;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#387\u001b\\\u001b[2m387\u001b[0m\u001b]8;;\u001b\\\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   \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0mweb UI. Terminating the Python script will not stop the \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0mjob running on the cloud.                               \u001b[2m             \u001b[0m\n"
      ]
     },
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       "Output()"
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     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:20:44] </span>early shutoff detected, exiting.                        <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#404\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">404</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:44]\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected, exiting.                        \u001b]8;id=502115;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=588348;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#404\u001b\\\u001b[2m404\u001b[0m\u001b]8;;\u001b\\\n"
      ]
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    {
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       "</pre>\n"
      ],
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       "\n"
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    {
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      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>status = postprocess                                    <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#420\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">420</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                    \u001b]8;id=928589;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=48512;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#420\u001b\\\u001b[2m420\u001b[0m\u001b]8;;\u001b\\\n"
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     "metadata": {},
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       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:20:47] </span>status = success                                        <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#427\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">427</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:47]\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                        \u001b]8;id=921268;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=901822;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#427\u001b\\\u001b[2m427\u001b[0m\u001b]8;;\u001b\\\n"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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     },
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    {
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       "model_id": "89bc07bcaa744ac7922f0598e702d266",
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[15:20:49] </span>loading SimulationData from data/simulation.hdf5        <a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#591\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">591</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[15:20:49]\u001b[0m\u001b[2;36m \u001b[0mloading SimulationData from data/simulation.hdf5        \u001b]8;id=31816;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=638787;file:///home/momchil/Drive/flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#591\u001b\\\u001b[2m591\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(\n",
    "    sim,\n",
    "    task_name=\"all_dielectric_metasurface_absorber\",\n",
    "    path=\"data/simulation.hdf5\",\n",
    "    verbose=True,\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8ebd0265",
   "metadata": {},
   "source": [
    "After the simulation is complete, we visualize the reflectance, transmittance, and absorptance spectra in the same way. The spectra are similar to that obtained from the unit cell simulation with only minor differences. This result also verifies the validity of the unit cell simulation with the periodic condition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a33fe037",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:20:50.082939Z",
     "iopub.status.busy": "2023-09-10T22:20:50.082750Z",
     "iopub.status.idle": "2023-09-10T22:20:50.229506Z",
     "shell.execute_reply": "2023-09-10T22:20:50.229010Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "R = sim_data[\"R\"].flux\n",
    "T = -sim_data[\"T\"].flux\n",
    "A = 1 - R - T\n",
    "freq_thz = np.linspace(0.4, 0.8, 100)\n",
    "plt.plot(freq_thz, R, freq_thz, T, freq_thz, A)\n",
    "plt.xlabel(\"Frequency (THz)\")\n",
    "plt.ylim(0, 1)\n",
    "plt.legend((\"R\", \"T\", \"A\"))\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1add5e4e",
   "metadata": {},
   "source": [
    "The field intensity distribution reveals that only a small number of unit cells are excited by the gaussian beam."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "82f9b57e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-09-10T22:20:50.231519Z",
     "iopub.status.busy": "2023-09-10T22:20:50.231344Z",
     "iopub.status.idle": "2023-09-10T22:20:54.907814Z",
     "shell.execute_reply": "2023-09-10T22:20:54.907278Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data.plot_field(field_monitor_name=\"field\", field_name=\"E\", val=\"abs^2\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "86545d71",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Metamaterials, gratings, and other periodic structures"
  ],
  "description": "This notebook demonstrates how to model a dielectric metasurface absorber in Tidy3D FDTD.",
  "feature_image": "./img/metasurface.png",
  "features": [],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "metamaterial, absorber, dielectric metasurface, 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": "3.10.9"
  },
  "nbdime-conflicts": {
   "local_diff": [
    {
     "diff": [
      {
       "diff": [
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