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    "# Grating efficiency benchmark\n",
    "\n",
    "In this example, we compute the grating efficiency of a multilevel diffraction grating whose design is inspired by the work of [Oliva et al. (2011)](https://opg.optica.org/oe/fulltext.cfm?uri=oe-19-15-14735&id=220358).\n",
    "\n",
    "Tidy3D uses a near field to far field transformation specialized to periodic structures to compute the grating efficiency, and its accuracy is verified through a comparison with the semi-analytical rigorous coupled wave analysis (RCWA) approach, using the open-source library [grcwa](https://grcwa.readthedocs.io/en/v1.9.0rc2/index.html)."
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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\">[22:01:52] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> This version of Tidy3D was pip installed from the <span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d-beta'</span> repository on   <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">__init__.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#103\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">103</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         PyPI. Future releases will be uploaded to the <span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d'</span> repository. From now on, <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         please use <span style=\"color: #008000; text-decoration-color: #008000\">'pip install tidy3d'</span> instead.                                        <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "</pre>\n"
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       "\u001b[2;36m[22:01:52]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m This version of Tidy3D was pip installed from the \u001b[32m'tidy3d-beta'\u001b[0m repository on   \u001b]8;id=187399;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\u001b\\\u001b[2m__init__.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=577052;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#103\u001b\\\u001b[2m103\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         PyPI. Future releases will be uploaded to the \u001b[32m'tidy3d'\u001b[0m repository. From now on, \u001b[2m               \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m         please use \u001b[32m'pip install tidy3d'\u001b[0m instead.                                        \u001b[2m               \u001b[0m\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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Using client version: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.9</span>.0rc1                                                  <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">__init__.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">121</span></a>\n",
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Using client version: \u001b[1;36m1.9\u001b[0m.0rc1                                                  \u001b]8;id=33894;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\u001b\\\u001b[2m__init__.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=961794;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\u001b\\\u001b[2m121\u001b[0m\u001b]8;;\u001b\\\n"
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   "source": [
    "# standard python imports\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# tidy3D import\n",
    "import tidy3d as td\n",
    "from tidy3d import web\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d4f0faa",
   "metadata": {},
   "source": [
    "## Normal incidence\n",
    "\n",
    "We will first analyze the grating under normal incidence, as also studied in the paper. In this case, we can use periodic boundary conditions in both tangential directions."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d12b5401-7572-40ac-ab0a-d563a572381a",
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   "source": [
    "### Geometry setup\n",
    "First, the structure and simulation geometry are defined. The structure includes a dielectric substrate with two dielectric patterned layers."
   ]
  },
  {
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   "source": [
    "# Grating parameters (all lengths in um)\n",
    "index = 1.46847\n",
    "period = 1.866\n",
    "width_layer1 = 0.519\n",
    "width_layer2 = 1.202\n",
    "height_layer1 = 0.333\n",
    "height_layer2 = 0.281\n",
    "\n",
    "# free space central wavelength\n",
    "wavelength = 0.416\n",
    "\n",
    "# Simulation domain geometry\n",
    "space_above = wavelength * 3\n",
    "height_substrate = wavelength * 3\n",
    "space_below = wavelength * 3\n",
    "\n",
    "# Define a buffer to make sure objects extend past the simulation boundary\n",
    "buffer = 0.1\n",
    "\n",
    "# Simulation domain along x and z\n",
    "length_x = period\n",
    "length_z = space_below + height_substrate + height_layer1 + height_layer2 + space_above\n",
    "\n",
    "# Define the medium\n",
    "grating_medium = td.Medium(permittivity=index**2)\n",
    "\n",
    "# Create the substrate\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -length_z / 2 + height_substrate / 2 + space_below],\n",
    "        size=[td.inf, td.inf, height_substrate],\n",
    "    ),\n",
    "    medium=grating_medium,\n",
    ")\n",
    "\n",
    "# Level 1 grating\n",
    "center_L1 = [\n",
    "    -buffer / 2 - length_x / 2 + width_layer1 / 2 + width_layer2 / 2,\n",
    "    0,\n",
    "    -length_z / 2 + space_below + height_substrate + height_layer2 / 2,\n",
    "]\n",
    "size_L1 = [width_layer1 + width_layer2 + buffer, td.inf, height_layer2]\n",
    "grating_L1 = td.Structure(\n",
    "    geometry=td.Box(center=center_L1, size=size_L1),\n",
    "    medium=grating_medium,\n",
    ")\n",
    "\n",
    "# Level 2 grating\n",
    "center_L2 = [\n",
    "    -buffer / 2 - length_x / 2 + width_layer1 / 2,\n",
    "    0,\n",
    "    -length_z / 2 + space_below + height_substrate + height_layer2 + height_layer1 / 2,\n",
    "]\n",
    "size_L2 = [width_layer1 + buffer, td.inf, height_layer1]\n",
    "grating_L2 = td.Structure(\n",
    "    geometry=td.Box(center=center_L2, size=size_L2),\n",
    "    medium=grating_medium,\n",
    ")\n",
    "\n",
    "# Collect all structures\n",
    "structures = [substrate, grating_L1, grating_L2]\n"
   ]
  },
  {
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   "source": [
    "### Source setup\n",
    "Next, define the source plane wave impinging from above the grating at normal incidence"
   ]
  },
  {
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   "source": [
    "# Central frequency in Hz\n",
    "f0 = td.C_0 / wavelength\n",
    "\n",
    "# Bandwidth\n",
    "fwidth = f0 / 40.0\n",
    "\n",
    "# Run time\n",
    "run_time = 100 / fwidth\n",
    "\n",
    "# Time dependence of source\n",
    "gaussian = td.GaussianPulse(freq0=f0, fwidth=fwidth)\n",
    "\n",
    "# Source\n",
    "src_z = length_z / 2 - space_above / 2\n",
    "angle_theta = np.pi / 10\n",
    "source = td.PlaneWave(\n",
    "    center=(0, 0, src_z),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time=gaussian,\n",
    "    direction=\"-\",\n",
    "    pol_angle=0,\n",
    "    angle_theta=0,\n",
    "    angle_phi=0,\n",
    ")\n"
   ]
  },
  {
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   "source": [
    "### Monitor setup\n",
    "Here, we'll set up a field monitor to record and plot the frequency domain fields at a plane in the `xz` cross-section. Also, we'll set up two `DiffractionMonitor`s, one for reflection, and the other for transmission."
   ]
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  {
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   "source": [
    "# Fields\n",
    "monitor_xz = td.FieldMonitor(\n",
    "    center=[0, 0, 0], size=[td.inf, 0, td.inf], freqs=[f0], name=\"field_xz\"\n",
    ")\n",
    "\n",
    "# The allowed orders will be computed automatically and returned as part of the results\n",
    "monitor_r = td.DiffractionMonitor(\n",
    "    center=[0.0, 0.0, length_z / 2 - wavelength],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[f0],\n",
    "    name=\"reflection\",\n",
    "    normal_dir=\"+\",\n",
    ")\n",
    "\n",
    "monitor_t = td.DiffractionMonitor(\n",
    "    center=[0.0, 0.0, -length_z / 2 + wavelength],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[f0],\n",
    "    name=\"transmission\",\n",
    "    normal_dir=\"-\",\n",
    ")\n",
    "\n",
    "monitors = [monitor_xz, monitor_r, monitor_t]\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "383d61f0-c458-486d-9573-e52847faa88a",
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   "source": [
    "### Set up boundary conditions and initialize simualtion\n",
    "\n",
    "For normal incidence, we can use periodic boundary conditions along the `x` and `y` directions. More generally, we need to use Bloch boundary conditions as will be illustrated below. We can also use Bloch boundaries with zero Bloch vector for normal incidence, but a simulation with Bloch boundaries uses complex fields and is twice more computationally expensive than a simulation with periodic boundaries, while the results for `bloch_vec = 0` are equivalent.\n",
    "\n",
    "Along `z`, a perfectly matched layer (PML) is applied to mimic an infinite domain. Because the diffraction grating introduces waves propagating at various angles, including steep angles with respect to the PML boundary, we use more layers than the default value to minimize spurious reflections at the PMLs."
   ]
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\n",
      "text/plain": [
       "<Figure size 500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Simulation size\n",
    "length_y = 0  # grating is translationally invariant along y\n",
    "sim_size = (length_x, length_y, length_z)\n",
    "\n",
    "# Resolution\n",
    "min_steps_per_wvl = 60\n",
    "\n",
    "# Boundaries\n",
    "num_pml_layers = 40\n",
    "boundary_spec = td.BoundarySpec(\n",
    "    x=td.Boundary.periodic(),\n",
    "    y=td.Boundary.periodic(),\n",
    "    z=td.Boundary(\n",
    "        minus=td.PML(num_layers=num_pml_layers), plus=td.PML(num_layers=num_pml_layers)\n",
    "    ),\n",
    ")\n",
    "\n",
    "# Simulation\n",
    "simulation = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=min_steps_per_wvl),\n",
    "    structures=structures,\n",
    "    sources=[source],\n",
    "    monitors=monitors,\n",
    "    run_time=run_time,\n",
    "    boundary_spec=boundary_spec,\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(5, 8))\n",
    "simulation.plot(y=0, ax=ax)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "005b6b43-4988-4134-91e1-c90da7319aed",
   "metadata": {},
   "source": [
    "### Run simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "4bebcdbb-af7c-4c54-a22b-083681d1e0cd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:01:53.059047Z",
     "iopub.status.busy": "2023-02-03T04:01:53.058884Z",
     "iopub.status.idle": "2023-02-03T04:02:48.247588Z",
     "shell.execute_reply": "2023-02-03T04:02:48.247125Z"
    }
   },
   "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\">[22:01:53] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Created task <span style=\"color: #008000; text-decoration-color: #008000\">'GratingEfficiency'</span> with task_id                                     <a href=\"file:///Users/twhughes/Documents/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:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">120</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'f8951e10-80d3-4e84-8bc2-139f6ff8884e'</span>.                                           <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:01:53]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Created task \u001b[32m'GratingEfficiency'\u001b[0m with task_id                                     \u001b]8;id=225903;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=243012;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'f8951e10-80d3-4e84-8bc2-139f6ff8884e'\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\"></pre>\n"
      ],
      "text/plain": [
       "\u001b[?25l"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f24ec0b82d13472abce32ade20685943",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "\n",
       "\u001b[?25h"
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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\">[22:01:55] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> status = queued                                                                   <a href=\"file:///Users/twhughes/Documents/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:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#262\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">262</span></a>\n",
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       "\u001b[2;36m[22:01:55]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = queued                                                                   \u001b]8;id=664064;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=479334;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#262\u001b\\\u001b[2m262\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "</pre>\n"
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       "\u001b[2;36m[22:02:02]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m0.061\u001b[0m                                                      \u001b]8;id=28479;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=972241;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\u001b\\\u001b[2m253\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25h\r",
       "\u001b[1A\u001b[2K"
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       "</pre>\n"
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       "\u001b[2;36m[22:02:08]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=175105;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=998017;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#278\u001b\\\u001b[2m278\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:02:18]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=773268;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=343102;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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      "text/plain": [
       "Output()"
      ]
     },
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     "output_type": "display_data"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
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       "\n",
       "\u001b[?25h"
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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\">[22:02:48] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/GratingEfficiency.hdf5                           <a href=\"file:///Users/twhughes/Documents/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:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">415</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:02:48]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/GratingEfficiency.hdf5                           \u001b]8;id=624246;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=611871;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
      ]
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     "metadata": {},
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   ],
   "source": [
    "sim_data = web.run(\n",
    "    simulation, task_name=\"GratingEfficiency\", path=\"data/GratingEfficiency.hdf5\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46b6d225-91ef-4545-917c-e1005acf5be3",
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   "source": [
    "### Diffraction data\n",
    "Now we can extract the diffracted power from the output data structures and verfify that the sum across all reflection and transmission orders is close to 1. We can also access the diffraction angles and the complex power amplitudes for each order and polarization."
   ]
  },
  {
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   "id": "de81f913",
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total power: [0.99805612]\n",
      "\n",
      "Theta angles (degrees): \n",
      "<xarray.DataArray (orders_x: 9, orders_y: 1, f: 1)>\n",
      "array([[[63.09360835]],\n",
      "\n",
      "       [[41.97530865]],\n",
      "\n",
      "       [[26.47924028]],\n",
      "\n",
      "       [[12.88158202]],\n",
      "\n",
      "       [[ 0.        ]],\n",
      "\n",
      "       [[12.88158202]],\n",
      "\n",
      "       [[26.47924028]],\n",
      "\n",
      "       [[41.97530865]],\n",
      "\n",
      "       [[63.09360835]]])\n",
      "Coordinates:\n",
      "  * orders_x  (orders_x) int64 -4 -3 -2 -1 0 1 2 3 4\n",
      "  * orders_y  (orders_y) int64 0\n",
      "  * f         (f) float64 7.207e+14\n",
      "\n",
      "Amplitude data: \n",
      "<xarray.DataArray (orders_x: 9, orders_y: 1, f: 1, polarization: 2)>\n",
      "array([[[[ 5.11645612e-18-1.13903174e-17j,\n",
      "           3.12479258e-02-6.99603999e-02j]]],\n",
      "\n",
      "\n",
      "       [[[-1.25585003e-17+7.76528943e-18j,\n",
      "          -9.82699230e-02+6.07843770e-02j]]],\n",
      "\n",
      "\n",
      "       [[[ 3.74715505e-17-2.01430105e-17j,\n",
      "           3.04128912e-01-1.63471264e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 3.59066880e-17+5.03400557e-17j,\n",
      "           2.93110225e-01+4.10932537e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "          -9.29517750e-03+5.36648279e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "          -2.23863575e-01+2.80712695e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "           1.24167992e-01-2.42265102e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "           1.59876574e-01+9.83122416e-02j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "           1.26630831e-01+8.93053459e-02j]]]])\n",
      "Coordinates:\n",
      "  * orders_x      (orders_x) int64 -4 -3 -2 -1 0 1 2 3 4\n",
      "  * orders_y      (orders_y) int64 0\n",
      "  * f             (f) float64 7.207e+14\n",
      "  * polarization  (polarization) <U1 's' 'p'\n"
     ]
    }
   ],
   "source": [
    "data_r = sim_data[\"reflection\"]\n",
    "data_t = sim_data[\"transmission\"]\n",
    "print(f\"Total power: {sum(sum(data_r.power.values + data_t.power.values))}\")\n",
    "print(f\"\\nTheta angles (degrees): \\n{data_t.angles[0] * 180 / np.pi}\")\n",
    "print(f\"\\nAmplitude data: \\n{data_t.amps}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ef82d3ea-d0f9-44af-a9be-29b35ff529ea",
   "metadata": {},
   "source": [
    "### Reference results\n",
    "To validate the accuracy of the results from Tidy3D, We will now compute the grating efficiency using the [grcwa](https://grcwa.readthedocs.io/en/v1.9.0rc2/index.html) package. Be sure to install it in your Python environment first: `pip install grcwa`."
   ]
  },
  {
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   "source": [
    "import grcwa\n",
    "\n",
    "# Define lattice constants - size of the domain\n",
    "# grcwa requires a finite non-zero size along each dimension\n",
    "size_y = 1e-3\n",
    "L1 = [sim_size[0], 0]\n",
    "L2 = [0, size_y]\n",
    "\n",
    "# Set truncation order\n",
    "nG = 300\n",
    "\n",
    "# Set up RCWA object\n",
    "freq = f0 / td.C_0  # grcwa uses normalized coordinates where the speed of light is 1\n",
    "obj = grcwa.obj(nG, L1, L2, freq, 0, 0, verbose=0)\n",
    "\n",
    "# Set up the geometry (the layers are ordered top to bottom in grcwa)\n",
    "num_patterned_layers = 3\n",
    "thick_top = space_above\n",
    "thick_layers = [height_layer1, height_layer2, height_substrate]\n",
    "thick_bot = space_below\n",
    "\n",
    "# Discretization points along x and y\n",
    "num_x = 300\n",
    "num_y = 100\n",
    "\n",
    "# Permittivity info\n",
    "eps_background = 1\n",
    "eps_diel = index**2\n",
    "\n",
    "# Add the layers to the grcwa model\n",
    "obj.Add_LayerUniform(thick_top, eps_background)\n",
    "for i in range(num_patterned_layers):\n",
    "    obj.Add_LayerGrid(thick_layers[i], num_x, num_y)\n",
    "obj.Add_LayerUniform(thick_bot, eps_background)\n",
    "\n",
    "obj.Init_Setup(Gmethod=1)\n",
    "\n",
    "if structures == []:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 1:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 2:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "else:\n",
    "\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_diel\n",
    "\n",
    "    # For each layer, we need to create a permittivity mask\n",
    "    sim_center_rcwa = simulation.center\n",
    "    sim_size_rcwa = [sim_size[0], size_y]\n",
    "\n",
    "    # Create a grid of all possible coordinates\n",
    "    x0 = np.linspace(\n",
    "        sim_center_rcwa[0] - sim_size_rcwa[0] / 2,\n",
    "        sim_center_rcwa[0] + sim_size_rcwa[0] / 2,\n",
    "        num_x,\n",
    "    )\n",
    "    y0 = np.linspace(\n",
    "        sim_center_rcwa[1] - sim_size_rcwa[1] / 2,\n",
    "        sim_center_rcwa[1] + sim_size_rcwa[1] / 2,\n",
    "        num_y,\n",
    "    )\n",
    "    x_sim, y_sim = np.meshgrid(x0, y0, indexing=\"ij\")\n",
    "\n",
    "    # Now mask out the coordinates that correspond to the dielectric regions\n",
    "    center_L1 = grating_L1.geometry.center\n",
    "    size_L1 = grating_L1.geometry.size\n",
    "\n",
    "    center_L2 = grating_L2.geometry.center\n",
    "    size_L2 = grating_L2.geometry.size\n",
    "\n",
    "    def get_ind(x_grid, y_grid, diel_center, diel_size):\n",
    "        \"\"\"Get the anti-mask indices for a given dielectric slab.\"\"\"\n",
    "        ind = np.nonzero(\n",
    "            (x_grid < diel_center[0] - diel_size[0] / 2)\n",
    "            | (x_grid > diel_center[0] + diel_size[0] / 2)\n",
    "            | (y_grid < diel_center[1] - diel_size[1] / 2)\n",
    "            | (y_grid > diel_center[1] + diel_size[1] / 2)\n",
    "        )\n",
    "        return ind\n",
    "\n",
    "    ind_L1 = get_ind(x_sim, x_sim, center_L1, size_L1)\n",
    "    ind_L2 = get_ind(x_sim, x_sim, center_L2, size_L2)\n",
    "\n",
    "    eps_grid_L1[ind_L1] = eps_background\n",
    "    eps_grid_L2[ind_L2] = eps_background\n",
    "\n",
    "# Combine the three layer masks\n",
    "eps_grid = np.concatenate(\n",
    "    (eps_grid_L2.flatten(), eps_grid_L1.flatten(), eps_grid_substrate.flatten())\n",
    ")\n",
    "\n",
    "# Apply these material masks to the model\n",
    "obj.GridLayer_geteps(eps_grid)\n",
    "\n",
    "# Set up the s-polarized plane wave source\n",
    "planewave = {\"p_amp\": 1, \"s_amp\": 0, \"p_phase\": 0, \"s_phase\": 0}\n",
    "obj.MakeExcitationPlanewave(\n",
    "    planewave[\"p_amp\"],\n",
    "    planewave[\"p_phase\"],\n",
    "    planewave[\"s_amp\"],\n",
    "    planewave[\"s_phase\"],\n",
    "    order=0,\n",
    ")\n",
    "\n",
    "# Run grcwa to get the reflection and transmission efficiencies by order\n",
    "R, T = obj.RT_Solve(normalize=1)\n",
    "Ri, Ti = obj.RT_Solve(byorder=1)\n",
    "\n",
    "\n",
    "def rcwa_order_index(orders_x, orders_y, obj, rcwa_data):\n",
    "    \"\"\"Helper function to extract data corresponding to particular order pairs.\"\"\"\n",
    "    ords = []\n",
    "    out_data = []\n",
    "    for order_y in orders_y:\n",
    "        ords.append([])\n",
    "        out_data.append([])\n",
    "        for order_x in orders_x:\n",
    "            order = [order_x, order_y]\n",
    "            ords[-1].append(obj.G.tolist().index(order))\n",
    "            out_data[-1].append(np.array(rcwa_data[ords[-1][-1]]))\n",
    "    return ords, out_data\n",
    "\n",
    "\n",
    "# Extract grcwa results at orders corresponding to those computed above by Tidy3D\n",
    "r_ords, Ri_by_order = rcwa_order_index(\n",
    "    data_r.orders_x,\n",
    "    data_r.orders_y,\n",
    "    obj,\n",
    "    Ri,\n",
    ")\n",
    "t_ords, Ti_by_order = rcwa_order_index(\n",
    "    data_t.orders_x,\n",
    "    data_t.orders_y,\n",
    "    obj,\n",
    "    Ti,\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3646f5cf-4815-4c7b-bda5-21f70ab69da3",
   "metadata": {},
   "source": [
    "### Plot and compare diffracted power\n",
    "Since this is essentially a 1D grating along `x`, we'll plot the power, which is normalized and corresponds to the grating efficiency, as a function of `x` for order 0 in `y`. The results are in excellent agreement with each other."
   ]
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\n",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 3))\n",
    "\n",
    "orders_x = data_r.orders_x\n",
    "ax[0].plot(orders_x, data_r.power.values[:, 0], \"o-\", label=\"Tidy3D\")\n",
    "ax[0].plot(orders_x, Ri_by_order[0], \"x--r\", label=\"grcwa\")\n",
    "ax[0].set_title(\"Reflection\")\n",
    "ax[0].set_xlabel(\"Order along x\")\n",
    "ax[0].legend()\n",
    "\n",
    "orders_x = data_t.orders_x\n",
    "ax[1].plot(orders_x, data_t.power.values[:, 0], \"o-\", label=\"Tidy3D\")\n",
    "ax[1].plot(orders_x, Ti_by_order[0], \"x--r\", label=\"grcwa\")\n",
    "ax[1].set_title(\"Transmission\")\n",
    "ax[1].set_xlabel(\"Order along x\")\n",
    "ax[1].legend()\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25dc4a93-6acd-45e6-affa-f7c347dae7dd",
   "metadata": {},
   "source": [
    "### Plot and compare power amplitudes\n",
    "We can also compare the transmitted complex power amplitude for each order and each polarization to those obtained via the [grcwa](https://grcwa.readthedocs.io/en/v1.9.0rc2/index.html) package. The power amplitudes are complex and provide information about the phase difference among different orders.\n",
    "\n",
    "Note that grcwa returns fields in Cartesian coordinates, while Tidy3D returns power amplitudes in the `s` and `p` polarization basis. Therefore, we will use some convenience methods to convert grcwa's fields to spherical coordinates before comparing the two solvers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "6acbd424-181c-47d6-aa4c-b78591b2e493",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:03:06.384687Z",
     "iopub.status.busy": "2023-02-03T04:03:06.384449Z",
     "iopub.status.idle": "2023-02-03T04:03:12.721052Z",
     "shell.execute_reply": "2023-02-03T04:03:12.720542Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import xarray as xr\n",
    "\n",
    "# get amplitudes from Tidy3D results\n",
    "amps_sp = data_t.amps\n",
    "\n",
    "# get amplitudes from grcwa\n",
    "\n",
    "# we're sampling near-fields in the lower-most layer\n",
    "layer = 4\n",
    "# position above the simulation domain's bottom where we're sampling\n",
    "z_offset = monitor_t.center[2] - (-sim_size[2] / 2)\n",
    "amps_grcwa_xy, _ = obj.Solve_FieldFourier(layer, z_offset)\n",
    "\n",
    "# Extract grcwa results at orders corresponding to those computed by Tidy3D\n",
    "amps_grcwa_xy = [\n",
    "    np.array(rcwa_order_index(data_t.orders_x, data_t.orders_y, obj, amps)[1])\n",
    "    for amps in amps_grcwa_xy\n",
    "]\n",
    "\n",
    "# we need to swap the axes as below for the data to match Tidy3D data\n",
    "amps_grcwa_xy = [np.swapaxes(amps, 0, 1) for amps in amps_grcwa_xy]\n",
    "\n",
    "# # to match the format of Tidy3D data, add a frequency dimension\n",
    "amps_grcwa_xy = [amps[..., None] for amps in amps_grcwa_xy]\n",
    "\n",
    "# convert to spherical coordinates\n",
    "theta, phi = data_t.angles\n",
    "amps_grcwa_tp = data_t.monitor.car_2_sph_field(\n",
    "    amps_grcwa_xy[0], amps_grcwa_xy[1], amps_grcwa_xy[2], theta.values, phi.values\n",
    ")\n",
    "\n",
    "# make an xarray dataset for the rcwa amplitudes\n",
    "coords = {}\n",
    "coords[\"orders_x\"] = np.atleast_1d(data_t.orders_x)\n",
    "coords[\"orders_y\"] = np.atleast_1d(data_t.orders_y)\n",
    "coords[\"f\"] = np.array(data_t.f)\n",
    "coords[\"polarization\"] = [\"s\", \"p\"]\n",
    "amps_grcwa_sp = xr.DataArray(\n",
    "    np.stack([amps_grcwa_tp[2], amps_grcwa_tp[1]], axis=3), coords=coords\n",
    ")\n",
    "\n",
    "# finally, we can compare the complex amplitudes for the y=0 order, as a function of orders along x\n",
    "pol = \"p\"\n",
    "fig, ax = plt.subplots(1, 2, figsize=(12, 4))\n",
    "orders_x = data_t.orders_x\n",
    "data_tidy3d = data_t.amps.sel(polarization=pol).values[:, 0]\n",
    "data_grcwa = amps_grcwa_sp.sel(polarization=pol).values[:, 0]\n",
    "\n",
    "ax[0].plot(orders_x, np.real(data_tidy3d), \"o-\", label=\"Tidy3D\")\n",
    "ax[0].plot(orders_x, np.real(data_grcwa), \"x--r\", label=\"grcwa\")\n",
    "ax[0].set_title(f\"{pol}-pol, real part\")\n",
    "ax[0].set_ylabel(\"Transmission\")\n",
    "ax[0].set_xlabel(\"Order along x\")\n",
    "ax[0].legend()\n",
    "\n",
    "ax[1].plot(orders_x, np.imag(data_tidy3d), \"o-\", label=\"Tidy3D\")\n",
    "ax[1].plot(orders_x, np.imag(data_grcwa), \"x--r\", label=\"grcwa\")\n",
    "ax[1].set_title(f\"{pol}-pol, imag part\")\n",
    "ax[1].set_ylabel(\"Transmission\")\n",
    "ax[1].set_xlabel(\"Order along x\")\n",
    "ax[1].legend()\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "033a8fd6-03c5-427b-818a-9f7a23b12b0b",
   "metadata": {},
   "source": [
    "### Plot Field Distributions\n",
    "Plot the frequency-domain electric field components at the center frequency along an `xz` cut of the domain. The `y` component is zero everywhere because the wave is entirely `x`-polarized."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1b736593-d3e0-4c46-a4a1-bc642ce9ee29",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:03:12.724510Z",
     "iopub.status.busy": "2023-02-03T04:03:12.724000Z",
     "iopub.status.idle": "2023-02-03T04:03:15.998527Z",
     "shell.execute_reply": "2023-02-03T04:03:15.998074Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</pre>\n"
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      "text/plain": [
       "\u001b[2;36m[22:03:12]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m0.4160\u001b[0m defined from sources.                     \u001b]8;id=733685;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=453207;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#510\u001b\\\u001b[2m510\u001b[0m\u001b]8;;\u001b\\\n"
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     },
     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1200x500 with 7 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = sim_data[\"field_xz\"]\n",
    "fig, axs = plt.subplots(1, 4, tight_layout=True, figsize=(12, 5))\n",
    "sim_data.simulation.plot(y=0, ax=axs[0])\n",
    "sim_data.plot_field(\n",
    "    field_name=\"Ex\", field_monitor_name=\"field_xz\", ax=axs[1], val=\"abs\"\n",
    ")\n",
    "sim_data.plot_field(\n",
    "    field_name=\"Ey\", field_monitor_name=\"field_xz\", ax=axs[2], val=\"abs\"\n",
    ")\n",
    "sim_data.plot_field(\n",
    "    field_name=\"Ez\", field_monitor_name=\"field_xz\", ax=axs[3], val=\"abs\"\n",
    ")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e6fabbff",
   "metadata": {},
   "source": [
    "## Off-normal incidence\n",
    "\n",
    "To study a diffraction grating under an angled illumination, we need to use Bloch boundary conditions along the `x` and `y` directions that match the incoming wave. The Bloch vector can be automatically computed based on the plane wave parameters, as shown below.\n",
    "\n",
    "If the illumination is such that the angle is non-zero along y, a slightly special treatment is required in that we cannot set the simulation size to zero in that direction anymore. Instead we should define the simulation length to be a small finite value, and set the mesh step in that direction to the same value."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "93287773",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:03:16.003076Z",
     "iopub.status.busy": "2023-02-03T04:03:16.002861Z",
     "iopub.status.idle": "2023-02-03T04:03:16.111017Z",
     "shell.execute_reply": "2023-02-03T04:03:16.110615Z"
    }
   },
   "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\">[22:03:16] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Auto meshing using wavelength <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.4160</span> defined from sources.                     <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">grid_spec.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#510\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">510</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:03:16]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m0.4160\u001b[0m defined from sources.                     \u001b]8;id=327997;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=169478;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#510\u001b\\\u001b[2m510\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Angles\n",
    "angle_theta = np.pi / 10\n",
    "angle_phi = np.pi / 3\n",
    "\n",
    "# Simulation size\n",
    "length_y = 0.01  # needed when angle_phi is not zero\n",
    "sim_size = (length_x, length_y, length_z)\n",
    "\n",
    "# Angled source\n",
    "src_z = length_z / 2 - space_above / 2\n",
    "angle_theta = np.pi / 10\n",
    "source = td.PlaneWave(\n",
    "    center=(0, 0, src_z),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time=gaussian,\n",
    "    direction=\"-\",\n",
    "    pol_angle=0,\n",
    "    angle_theta=angle_theta,\n",
    "    angle_phi=angle_phi,\n",
    ")\n",
    "\n",
    "# Boundaries\n",
    "bloch_x = td.Boundary.bloch_from_source(source=source, domain_size=sim_size[0], axis=0)\n",
    "bloch_y = td.Boundary.bloch_from_source(source=source, domain_size=sim_size[1], axis=1)\n",
    "boundary_spec = td.BoundarySpec(\n",
    "    x=bloch_x,\n",
    "    y=bloch_y,\n",
    "    z=td.Boundary(\n",
    "        minus=td.PML(num_layers=num_pml_layers), plus=td.PML(num_layers=num_pml_layers)\n",
    "    ),\n",
    ")\n",
    "\n",
    "# Simulation\n",
    "simulation = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec(\n",
    "        grid_x=td.AutoGrid(min_steps_per_wvl=60),\n",
    "        grid_y=td.UniformGrid(dl=sim_size[1]),\n",
    "        grid_z=td.AutoGrid(min_steps_per_wvl=60),\n",
    "    ),\n",
    "    structures=structures,\n",
    "    sources=[source],\n",
    "    monitors=monitors,\n",
    "    run_time=run_time * 2,\n",
    "    boundary_spec=boundary_spec,\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(5, 8))\n",
    "simulation.plot(y=0, ax=ax)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f75e1cb4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:03:16.113215Z",
     "iopub.status.busy": "2023-02-03T04:03:16.113045Z",
     "iopub.status.idle": "2023-02-03T04:06:17.743254Z",
     "shell.execute_reply": "2023-02-03T04:06:17.742754Z"
    }
   },
   "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><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Created task <span style=\"color: #008000; text-decoration-color: #008000\">'GratingEfficiency'</span> with task_id                                     <a href=\"file:///Users/twhughes/Documents/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:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">120</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'0df146c9-f9ba-4718-9381-a23d06d86969'</span>.                                           <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Created task \u001b[32m'GratingEfficiency'\u001b[0m with task_id                                     \u001b]8;id=990725;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=319911;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'0df146c9-f9ba-4718-9381-a23d06d86969'\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\"></pre>\n"
      ],
      "text/plain": [
       "\u001b[?25l"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "52c8094649b947038b43d55768dda2e0",
       "version_major": 2,
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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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
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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\">[22:03:18] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Maximum FlexUnit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.649</span>                                                      <a href=\"file:///Users/twhughes/Documents/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:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">253</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m[22:03:18]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m0.649\u001b[0m                                                      \u001b]8;id=411062;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=489993;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\u001b\\\u001b[2m253\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:03:21]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = preprocess                                                               \u001b]8;id=347051;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=359890;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#274\u001b\\\u001b[2m274\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:03:25]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=265316;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=132993;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#278\u001b\\\u001b[2m278\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:03:35]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=656199;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=22269;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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       "</pre>\n"
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       "\u001b[2;36m[22:06:12]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Billed FlexUnit cost: \u001b[1;36m0.209\u001b[0m                                                       \u001b]8;id=59842;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=236428;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#311\u001b\\\u001b[2m311\u001b[0m\u001b]8;;\u001b\\\n"
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       "</pre>\n"
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       "\u001b[?25l"
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       "\n",
       "\u001b[?25h"
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       "</pre>\n"
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       "\u001b[2;36m[22:06:17]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/GratingEfficiency.hdf5                           \u001b]8;id=889370;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=465383;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(\n",
    "    simulation, task_name=\"GratingEfficiency\", path=\"data/GratingEfficiency.hdf5\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "5862a5ee",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:06:20.240130Z",
     "iopub.status.busy": "2023-02-03T04:06:20.240020Z",
     "iopub.status.idle": "2023-02-03T04:06:20.261658Z",
     "shell.execute_reply": "2023-02-03T04:06:20.261306Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total power: [1.00027104]\n",
      "\n",
      "Theta angles (degrees): \n",
      "<xarray.DataArray (orders_x: 9, orders_y: 1, f: 1)>\n",
      "array([[[59.96510993]],\n",
      "\n",
      "       [[41.09624023]],\n",
      "\n",
      "       [[27.56093082]],\n",
      "\n",
      "       [[18.        ]],\n",
      "\n",
      "       [[16.03511623]],\n",
      "\n",
      "       [[23.30441275]],\n",
      "\n",
      "       [[35.4338644 ]],\n",
      "\n",
      "       [[51.65673818]],\n",
      "\n",
      "       [[85.39539255]]])\n",
      "Coordinates:\n",
      "  * orders_x  (orders_x) int64 -3 -2 -1 0 1 2 3 4 5\n",
      "  * orders_y  (orders_y) int64 0\n",
      "  * f         (f) float64 7.207e+14\n",
      "\n",
      "Amplitude data: \n",
      "<xarray.DataArray (orders_x: 9, orders_y: 1, f: 1, polarization: 2)>\n",
      "array([[[[-0.05664603+0.05397185j, -0.08835353+0.03286269j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.032387  +0.14692347j,  0.07478752+0.24756413j]]],\n",
      "\n",
      "\n",
      "       [[[-0.08489252-0.16559587j, -0.25389775-0.37728038j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.01336719-0.00702348j, -0.44102544+0.21494821j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.08295828+0.25085524j, -0.08892287-0.31271918j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.14513276-0.20704376j, -0.05325258+0.06907596j]]],\n",
      "\n",
      "\n",
      "       [[[-0.01250291+0.08235093j, -0.02001388+0.01585263j]]],\n",
      "\n",
      "\n",
      "       [[[-0.02789082-0.171304j  , -0.04793706+0.0152626j ]]],\n",
      "\n",
      "\n",
      "       [[[ 0.06931857-0.07539681j,  0.00913789-0.00718715j]]]])\n",
      "Coordinates:\n",
      "  * orders_x      (orders_x) int64 -3 -2 -1 0 1 2 3 4 5\n",
      "  * orders_y      (orders_y) int64 0\n",
      "  * f             (f) float64 7.207e+14\n",
      "  * polarization  (polarization) <U1 's' 'p'\n"
     ]
    }
   ],
   "source": [
    "data_r = sim_data[\"reflection\"]\n",
    "data_t = sim_data[\"transmission\"]\n",
    "print(f\"Total power: {sum(sum(data_r.power.values + data_t.power.values))}\")\n",
    "print(f\"\\nTheta angles (degrees): \\n{data_t.angles[0] * 180 / np.pi}\")\n",
    "print(f\"\\nAmplitude data: \\n{data_t.amps}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c21f383",
   "metadata": {},
   "source": [
    "We still used a P-polarized source (`pol_angle = 0` in the source defition), but now we also get nonzero `polarization = \"s\"` amplitudes in the data. This is because the input polarization is at an angle with respect to the `x`-axis, and is not preserved by the translational invariance along `y`. Similarly, now there is a nonzero `Ey` field component in the recorded near fields."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ec58bb76",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:06:20.499476Z",
     "iopub.status.busy": "2023-02-03T04:06:20.499291Z",
     "iopub.status.idle": "2023-02-03T04:06:23.702094Z",
     "shell.execute_reply": "2023-02-03T04:06:23.701619Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m0.4160\u001b[0m defined from sources.                     \u001b]8;id=600118;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=815149;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#510\u001b\\\u001b[2m510\u001b[0m\u001b]8;;\u001b\\\n"
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\n",
      "text/plain": [
       "<Figure size 1200x500 with 7 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = sim_data[\"field_xz\"]\n",
    "fig, axs = plt.subplots(1, 4, tight_layout=True, figsize=(12, 5))\n",
    "sim_data.simulation.plot(y=0, ax=axs[0])\n",
    "sim_data.plot_field(\n",
    "    field_name=\"Ex\", field_monitor_name=\"field_xz\", ax=axs[1], val=\"abs\"\n",
    ")\n",
    "sim_data.plot_field(\n",
    "    field_name=\"Ey\", field_monitor_name=\"field_xz\", ax=axs[2], val=\"abs\"\n",
    ")\n",
    "sim_data.plot_field(\n",
    "    field_name=\"Ez\", field_monitor_name=\"field_xz\", ax=axs[3], val=\"abs\"\n",
    ")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9cd70d4e",
   "metadata": {},
   "source": [
    "### Comparison to RCWA\n",
    "\n",
    "We can also compare to RCWA results as before. Note that, because we are injecting backwards, we need to add an `np.pi` to `angle_theta` in the `grcwa` computation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "bf5f39aa",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:06:23.707328Z",
     "iopub.status.busy": "2023-02-03T04:06:23.707165Z",
     "iopub.status.idle": "2023-02-03T04:06:37.171212Z",
     "shell.execute_reply": "2023-02-03T04:06:37.159883Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define lattice constants - size of the domain\n",
    "# grcwa requires a finite non-zero size along each dimension\n",
    "size_y = 1e-3\n",
    "L1 = [sim_size[0], 0]\n",
    "L2 = [0, size_y]\n",
    "\n",
    "# Set truncation order\n",
    "nG = 300\n",
    "\n",
    "# Set up RCWA object\n",
    "freq = f0 / td.C_0  # grcwa uses normalized coordinates where the speed of light is 1\n",
    "obj = grcwa.obj(nG, L1, L2, freq, angle_theta + np.pi, angle_phi, verbose=0)\n",
    "\n",
    "# Set up the geometry (the layers are ordered top to bottom in grcwa)\n",
    "num_patterned_layers = 3\n",
    "thick_top = space_above\n",
    "thick_layers = [height_layer1, height_layer2, height_substrate]\n",
    "thick_bot = space_below\n",
    "\n",
    "# Discretization points along x and y\n",
    "num_x = 300\n",
    "num_y = 100\n",
    "\n",
    "# Permittivity info\n",
    "eps_background = 1\n",
    "eps_diel = index**2\n",
    "\n",
    "# Add the layers to the grcwa model\n",
    "obj.Add_LayerUniform(thick_top, eps_background)\n",
    "for i in range(num_patterned_layers):\n",
    "    obj.Add_LayerGrid(thick_layers[i], num_x, num_y)\n",
    "obj.Add_LayerUniform(thick_bot, eps_background)\n",
    "\n",
    "obj.Init_Setup(Gmethod=1)\n",
    "\n",
    "if structures == []:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 1:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 2:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "else:\n",
    "\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_diel\n",
    "\n",
    "    # For each layer, we need to create a permittivity mask\n",
    "    sim_center_rcwa = simulation.center\n",
    "    sim_size_rcwa = [sim_size[0], size_y]\n",
    "\n",
    "    # Create a grid of all possible coordinates\n",
    "    x0 = np.linspace(\n",
    "        sim_center_rcwa[0] - sim_size_rcwa[0] / 2,\n",
    "        sim_center_rcwa[0] + sim_size_rcwa[0] / 2,\n",
    "        num_x,\n",
    "    )\n",
    "    y0 = np.linspace(\n",
    "        sim_center_rcwa[1] - sim_size_rcwa[1] / 2,\n",
    "        sim_center_rcwa[1] + sim_size_rcwa[1] / 2,\n",
    "        num_y,\n",
    "    )\n",
    "    x_sim, y_sim = np.meshgrid(x0, y0, indexing=\"ij\")\n",
    "\n",
    "    # Now mask out the coordinates that correspond to the dielectric regions\n",
    "    center_L1 = grating_L1.geometry.center\n",
    "    size_L1 = grating_L1.geometry.size\n",
    "\n",
    "    center_L2 = grating_L2.geometry.center\n",
    "    size_L2 = grating_L2.geometry.size\n",
    "\n",
    "    def get_ind(x_grid, y_grid, diel_center, diel_size):\n",
    "        \"\"\"Get the anti-mask indices for a given dielectric slab.\"\"\"\n",
    "        ind = np.nonzero(\n",
    "            (x_grid < diel_center[0] - diel_size[0] / 2)\n",
    "            | (x_grid > diel_center[0] + diel_size[0] / 2)\n",
    "            | (y_grid < diel_center[1] - diel_size[1] / 2)\n",
    "            | (y_grid > diel_center[1] + diel_size[1] / 2)\n",
    "        )\n",
    "        return ind\n",
    "\n",
    "    ind_L1 = get_ind(x_sim, x_sim, center_L1, size_L1)\n",
    "    ind_L2 = get_ind(x_sim, x_sim, center_L2, size_L2)\n",
    "\n",
    "    eps_grid_L1[ind_L1] = eps_background\n",
    "    eps_grid_L2[ind_L2] = eps_background\n",
    "\n",
    "# Combine the three layer masks\n",
    "eps_grid = np.concatenate(\n",
    "    (eps_grid_L2.flatten(), eps_grid_L1.flatten(), eps_grid_substrate.flatten())\n",
    ")\n",
    "\n",
    "# Apply these material masks to the model\n",
    "obj.GridLayer_geteps(eps_grid)\n",
    "\n",
    "# Set up the s-polarized plane wave source\n",
    "planewave = {\"p_amp\": 1, \"s_amp\": 0, \"p_phase\": 0, \"s_phase\": 0}\n",
    "obj.MakeExcitationPlanewave(\n",
    "    planewave[\"p_amp\"],\n",
    "    planewave[\"p_phase\"],\n",
    "    planewave[\"s_amp\"],\n",
    "    planewave[\"s_phase\"],\n",
    "    order=0,\n",
    ")\n",
    "\n",
    "# Run grcwa to get the reflection and transmission efficiencies by order\n",
    "R, T = obj.RT_Solve(normalize=1)\n",
    "Ri, Ti = obj.RT_Solve(byorder=1)\n",
    "\n",
    "\n",
    "def rcwa_order_index(orders_x, orders_y, obj, rcwa_data):\n",
    "    \"\"\"Helper function to extract data corresponding to particular order pairs.\"\"\"\n",
    "    ords = []\n",
    "    out_data = []\n",
    "    for order_y in orders_y:\n",
    "        ords.append([])\n",
    "        out_data.append([])\n",
    "        for order_x in orders_x:\n",
    "            order = [order_x, order_y]\n",
    "            ords[-1].append(obj.G.tolist().index(order))\n",
    "            out_data[-1].append(np.array(rcwa_data[ords[-1][-1]]))\n",
    "    return ords, out_data\n",
    "\n",
    "\n",
    "# Extract grcwa results at orders corresponding to those computed above by Tidy3D\n",
    "r_ords, Ri_by_order = rcwa_order_index(\n",
    "    data_r.orders_x,\n",
    "    data_r.orders_y,\n",
    "    obj,\n",
    "    Ri,\n",
    ")\n",
    "t_ords, Ti_by_order = rcwa_order_index(\n",
    "    data_t.orders_x,\n",
    "    data_t.orders_y,\n",
    "    obj,\n",
    "    Ti,\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "909cb683",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:06:37.177044Z",
     "iopub.status.busy": "2023-02-03T04:06:37.176659Z",
     "iopub.status.idle": "2023-02-03T04:06:37.440262Z",
     "shell.execute_reply": "2023-02-03T04:06:37.439762Z"
    }
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 3))\n",
    "\n",
    "orders_x = data_r.orders_x\n",
    "ax[0].plot(orders_x, data_r.power.values[:, 0], \"o-\", label=\"Tidy3D\")\n",
    "ax[0].plot(orders_x, Ri_by_order[0], \"x--r\", label=\"grcwa\")\n",
    "ax[0].set_title(\"Reflection\")\n",
    "ax[0].set_xlabel(\"Order along x\")\n",
    "ax[0].legend()\n",
    "\n",
    "orders_x = data_t.orders_x\n",
    "ax[1].plot(orders_x, data_t.power.values[:, 0], \"o-\", label=\"Tidy3D\")\n",
    "ax[1].plot(orders_x, Ti_by_order[0], \"x--r\", label=\"grcwa\")\n",
    "ax[1].set_title(\"Transmission\")\n",
    "ax[1].set_xlabel(\"Order along x\")\n",
    "ax[1].legend()\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c94e365b",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "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"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
     "0f50150075704f9ea458d7f75cc4bb14": {
      "model_module": "@jupyter-widgets/base",
      "model_module_version": "2.0.0",
      "model_name": "LayoutModel",
      "state": {
       "_model_module": "@jupyter-widgets/base",
       "_model_module_version": "2.0.0",
       "_model_name": "LayoutModel",
       "_view_count": null,
       "_view_module": "@jupyter-widgets/base",
       "_view_module_version": "2.0.0",
       "_view_name": "LayoutView",
       "align_content": null,
       "align_items": null,
       "align_self": null,
       "border_bottom": null,
       "border_left": null,
       "border_right": null,
       "border_top": null,
       "bottom": null,
       "display": null,
       "flex": null,
       "flex_flow": null,
       "grid_area": null,
       "grid_auto_columns": null,
       "grid_auto_flow": null,
       "grid_auto_rows": null,
       "grid_column": null,
       "grid_gap": null,
       "grid_row": null,
       "grid_template_areas": null,
       "grid_template_columns": null,
       "grid_template_rows": null,
       "height": null,
       "justify_content": null,
       "justify_items": null,
       "left": null,
       "margin": null,
       "max_height": null,
       "max_width": null,
       "min_height": null,
       "min_width": null,
       "object_fit": null,
       "object_position": null,
       "order": null,
       "overflow": null,
       "padding": null,
       "right": null,
       "top": null,
       "visibility": null,
       "width": null
      }
     },
     "0fbfe406416d4bf8a5eba31378da00a5": {
      "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_98269b512495490c954f415e59ff6c77",
       "msg_id": "",
       "outputs": [
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