{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "-"
    }
   },
   "source": [
    "# Export to GDS file\n",
    "\n",
    "[GDS](https://en.wikipedia.org/wiki/GDSII) is a binary file format used to represent planar geometric shapes, text labels, and other information about integrated circuits layout in hierarchical form. The GDS file generation is usually the last step in the photonic design workflow.\n",
    "\n",
    "<img src=\"img/export_to_gds.png\" alt=\"GDS layout image\" width=\"400\"/>\n",
    "\n",
    "Tidy3D [geometries](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/index.html#geometry), [structures](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure), and [simulations](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation) can be exported to GDS format via the third-party [gdstk](https://heitzmann.github.io/gdstk/) package.\n",
    "\n",
    "**As of version 2.9, we removed the support for the `gdspy` package.**\n",
    "\n",
    "There are 4 methods available on those objects to export them to GDS. All of them take an axis coordinate (either `x`, `y`, or `z`) that defines the cross-section plane from which to export the GDS polygons. Geometry and structure methods also take the `layer` and `datatype` numbers to export, whereas simulations require defining a dictionary mapping structure media to `layer` and `datatype`. This dictionary allows us to export each medium to a separate GDS layer/datatype. Structure and simulation methods also accept a `permittivity_threshold` and `frequency` arguments, which can be used to sample custom medium when exporting geometry, for example, from an inverse designed structure.\n",
    "\n",
    "- [Geometry.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gds_file), [Structure.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gds_file), [Simulation.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds_file): export the cross-section polygons directly to a GDS file.\n",
    "\n",
    "- [Geometry.to_gds](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gds), [Structure.to_gds](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gds), [Simulation.to_gds](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds): append the cross-section polygons to a pre-existing `gdstk.Cell`.\n",
    "\n",
    "- [Geometry.to_gdstk](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gdstk), [Structure.to_gdstk](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gdstk), [Simulation.to_gdstk](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gdstk): returns a list with cross-section polygons as `gdstk.Polygon`.\n",
    "\n",
    "In this notebook, we show a few examples of using these functions to create GDS polygons, cells and files from `Tidy3D`.\n",
    "To import existing GDS files into Tidy3D simulations refer to the [Importing GDS files](https://docs.flexcompute.com/projects/tidy3d/en/latest/notebooks/GDSImport.html) tutorial. 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. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# standard python imports\n",
    "import os\n",
    "\n",
    "import gdstk\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# tidy3d import\n",
    "import tidy3d as td\n",
    "from tidy3d import web"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we have some parameters used throughout the notebook."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Wavelengths\n",
    "lda0 = 1.55  # central wavelength\n",
    "freq0 = td.C_0 / lda0  # central frequency\n",
    "ldas = np.linspace(1.5, 1.6, 101)  # wavelength range\n",
    "freqs = td.C_0 / ldas  # frequency range\n",
    "fwidth = 0.5 * (np.max(freqs) - np.min(freqs))  # width of the source frequency range"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Example 1: Waveguide and Ring\n",
    "We will start by defining a simulation including two waveguides, a ring, and a custom medium structure. We will employ different mediums to illustrate how to organize them in multiple layers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:48:33 UTC </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: An appropriate frequency could not be determined when     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">plotting the permittivity. The permittivity will be evaluated at   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">infinite frequency. Please supply a value for `freq` to plot at a  </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">finite frequency.                                                  </span>\n",
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       "\u001b[2;36m12:48:33 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: An appropriate frequency could not be determined when     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mplotting the permittivity. The permittivity will be evaluated at   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minfinite frequency. Please supply a value for `freq` to plot at a  \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mfinite frequency.                                                  \u001b[0m\n"
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     "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: An appropriate frequency could not be determined when     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">plotting the permittivity. The permittivity will be evaluated at   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">infinite frequency. Please supply a value for `freq` to plot at a  </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">finite frequency.                                                  </span>\n",
       "</pre>\n"
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      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: An appropriate frequency could not be determined when     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mplotting the permittivity. The permittivity will be evaluated at   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minfinite frequency. Please supply a value for `freq` to plot at a  \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mfinite frequency.                                                  \u001b[0m\n"
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",
      "text/plain": [
       "<Figure size 1200x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "core_medium = td.Medium(permittivity=3.48**2)\n",
    "wg = td.Structure(geometry=td.Box(size=(30, 0.45, 0.22)), medium=core_medium)\n",
    "\n",
    "ring_geo = td.Cylinder(radius=5, length=0.22, axis=2, center=(-4, 5.3, 0)) - td.Cylinder(\n",
    "    radius=4.5, length=0.22, axis=2, center=(-4, 5.3, 0)\n",
    ")\n",
    "ring = td.Structure(geometry=ring_geo, medium=core_medium)\n",
    "\n",
    "alternative_medium = td.Medium(permittivity=2.0**2)\n",
    "wg2 = td.Structure(\n",
    "    geometry=td.Box(center=(0, 10.7, 0.2 - 0.11), size=(30, 0.6, 0.4)),\n",
    "    medium=alternative_medium,\n",
    ")\n",
    "\n",
    "# Structure defined by a custom medium\n",
    "x = np.linspace(2, 8, 121)\n",
    "y = np.linspace(1, 7, 121)\n",
    "z = [0]\n",
    "x_mesh, y_mesh, z_mesh = np.meshgrid(x, y, z, indexing=\"ij\")\n",
    "\n",
    "n = 2.0 + (y_mesh - 1) / 6 - ((x_mesh - 5) / 3) ** 2\n",
    "n_dataset = td.SpatialDataArray(n, coords=dict(x=x, y=y, z=z))\n",
    "\n",
    "custom_medium = td.CustomMedium.from_nk(n_dataset, interp_method=\"nearest\")\n",
    "custom_structure = td.Structure(\n",
    "    geometry=td.Box(center=(5, 4, 0), size=(6, 6, 0.22)),\n",
    "    medium=custom_medium,\n",
    ")\n",
    "\n",
    "sim = td.Simulation(\n",
    "    center=(0, 6, 0),\n",
    "    size=(20, 15, 3),\n",
    "    structures=[wg, ring, wg2, custom_structure],\n",
    "    grid_spec=td.GridSpec.uniform(0.1),\n",
    "    run_time=1e-12,\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(1, 2, figsize=(12, 5), tight_layout=True)\n",
    "\n",
    "_ = sim.plot_eps(z=0, ax=ax[0])\n",
    "_ = sim.plot_eps(x=-4.5, ax=ax[1])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can start by exporting single geometries using `.to_gds_file`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "ring_geo.to_gds_file(\n",
    "    \"./misc/gds_export_ring.gds\", z=0, gds_layer=1, gds_dtype=2, gds_cell_name=\"RING\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Then, we can look at the resulting GDS file in any compatible viewer. Here's the result in [KLayout](https://www.klayout.de/):\n",
    "\n",
    "<img src=\"data:image/png;base64,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\" />"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Structures can be exported in a similar way, but in order to handle custom medium, we can specify the permittivity threshold that defined the polygon's boundaries. We will use the `to_gdstk` method instead of storing them directly to a file this time."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:48:34 UTC </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: An appropriate frequency could not be determined when     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">plotting the permittivity. The permittivity will be evaluated at   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">infinite frequency. Please supply a value for `freq` to plot at a  </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">finite frequency.                                                  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:48:34 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: An appropriate frequency could not be determined when     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mplotting the permittivity. The permittivity will be evaluated at   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minfinite frequency. Please supply a value for `freq` to plot at a  \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mfinite frequency.                                                  \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "polygons = custom_structure.to_gdstk(z=0, permittivity_threshold=2.0**2, frequency=freq0)\n",
    "\n",
    "# We can plot the retrieved polygons on top of our simulation to see how they match\n",
    "ax = sim.plot_eps(z=0)\n",
    "for polygon in polygons:\n",
    "    vertices = polygon.points\n",
    "    vertices = np.vstack((vertices, vertices[0]))\n",
    "    ax.plot(vertices[:, 0], vertices[:, 1])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we will export the geometry directly to a `gdstk.Cell`. This way, it is possible, for example, to append geometries from multiple `z` levels or with different thresholds."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Cell 'MAIN' with 4 polygons, 0 flexpaths, 0 robustpaths, 0 references, and 0 labels\n"
     ]
    }
   ],
   "source": [
    "cell = gdstk.Cell(\"MAIN\")\n",
    "\n",
    "layer_map = {\n",
    "    core_medium: (1, 2),\n",
    "    alternative_medium: (2, 2),\n",
    "    custom_medium: (3, 3),\n",
    "}\n",
    "sim.to_gds(cell, z=0, permittivity_threshold=2.0**2, frequency=freq0, gds_layer_dtype_map=layer_map)\n",
    "\n",
    "print(cell)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's add another level of the custom medium to the same cell and save the file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "custom_structure.to_gds(\n",
    "    cell,\n",
    "    z=0,\n",
    "    permittivity_threshold=2.5**2,\n",
    "    frequency=freq0,\n",
    "    gds_layer=3,\n",
    "    gds_dtype=4,\n",
    ")\n",
    "\n",
    "lib = gdstk.Library()\n",
    "lib.add(cell)\n",
    "lib.write_gds(\"./misc/gds_export_ring_bus.gds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Once more, we will take a loot at the result in Klayout.\n",
    "\n",
    "<img 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\" />"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Example 2: Directional Coupler\n",
    "\n",
    "In this example, we will create a directional coupler (DC) simulation and export it to GDS. To define the DC geometry we will use a function presented in the [Defining common integrated photonic components](https://www.flexcompute.com/tidy3d/examples/notebooks/PICComponents/) tutorial."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Directional coupler function.\n",
    "def directional_coupler(\n",
    "    x0,\n",
    "    y0,\n",
    "    z0,\n",
    "    wg_width,\n",
    "    wg_thickness,\n",
    "    wg_spacing_in,\n",
    "    wg_spacing_coup,\n",
    "    wg_length,\n",
    "    coup_length,\n",
    "    bend_length,\n",
    "    medium,\n",
    "    sidewall_angle=0,\n",
    "):\n",
    "    \"\"\"\n",
    "    This function defines a directional coupler and returns the tidy3d structure of it.\n",
    "\n",
    "    Parameters\n",
    "    ----------\n",
    "    x0: x coordinate of directional coupler center (um)\n",
    "    y0: y coordinate of directional coupler center (um)\n",
    "    z0: z coordinate of directional coupler center (um)\n",
    "    wg_width: width of the waveguide (um)\n",
    "    wg_thickness: thickness of the waveguide (um)\n",
    "    wg_spacing_in : spacing between the input straight waveguides (um)\n",
    "    wg_spacing_coup: gap size of the coupling region (um)\n",
    "    wg_length: length of the input straight waveguides (um)\n",
    "    coup_length：length of the coupling region (um)\n",
    "    bend_length: length of the bending (um)\n",
    "    medium: medium of the waveguide\n",
    "    sidewall_angle: side wall angle of the waveguide (rad)\n",
    "    \"\"\"\n",
    "\n",
    "    cell = gdstk.Cell(\"dc\")  # define a gds cell\n",
    "\n",
    "    # define a path\n",
    "    coup = gdstk.RobustPath(\n",
    "        (-wg_length - bend_length - coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n",
    "        wg_width,\n",
    "        layer=1,\n",
    "        datatype=0,\n",
    "    )\n",
    "\n",
    "    coup.segment((-bend_length - coup_length / 2 + x0, wg_spacing_in / 2 + y0))\n",
    "\n",
    "    A = (wg_spacing_in - wg_spacing_coup - wg_width) / 4\n",
    "\n",
    "    coup.segment(\n",
    "        (-coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n",
    "        offset=lambda u: A * np.cos(np.pi * u) - A,\n",
    "    )\n",
    "\n",
    "    coup.segment((coup_length / 2 + x0, wg_spacing_in / 2 + y0))\n",
    "\n",
    "    coup.segment(\n",
    "        (bend_length + coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n",
    "        offset=lambda u: -A * np.cos(np.pi * u) - A,\n",
    "    )\n",
    "    coup.segment((wg_length + bend_length + coup_length / 2 + x0, wg_spacing_in / 2 + y0))\n",
    "\n",
    "    # add path to the cell\n",
    "    cell.add(coup)\n",
    "\n",
    "    # add the mirrored path to the cell\n",
    "    cell.add(coup.copy().mirror((x0 + 1, y0), (x0, y0)))\n",
    "\n",
    "    # define geometry from the gds cell\n",
    "    dc_geo = td.PolySlab.from_gds(\n",
    "        cell,\n",
    "        gds_layer=1,\n",
    "        axis=2,\n",
    "        slab_bounds=(z0 - wg_thickness / 2, z0 + wg_thickness / 2),\n",
    "        sidewall_angle=sidewall_angle,\n",
    "    )\n",
    "\n",
    "    # define tidy3d structure of the bend\n",
    "    dc = td.Structure(geometry=td.GeometryGroup(geometries=dc_geo), medium=medium)\n",
    "\n",
    "    return dc"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The waveguides material is silicon and the surrounding medium is silica. We will also include metallic pads."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Materials definition.\n",
    "mat_si = td.Medium(permittivity=3.47**2)\n",
    "mat_sio2 = td.Medium(permittivity=1.44**2)\n",
    "mat_gold = td.material_library[\"Au\"][\"JohnsonChristy1972\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we will build the simulation including the DC structure, a mode source, and a field monitor. The DC structure is only for demonstration purposes, so it is not intended to be optimized. Two gold pads are included to illustrate the organization of different mediums in layers. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create the DC structure.\n",
    "dc = directional_coupler(\n",
    "    x0=0,\n",
    "    y0=0,\n",
    "    z0=0,\n",
    "    wg_spacing_in=10,\n",
    "    wg_width=0.50,\n",
    "    wg_thickness=0.22,\n",
    "    wg_spacing_coup=0.1,\n",
    "    coup_length=5,\n",
    "    bend_length=6,\n",
    "    wg_length=10,\n",
    "    medium=mat_si,\n",
    "    sidewall_angle=0,\n",
    ")\n",
    "\n",
    "# Two gold pads for illustration purpose.\n",
    "sq_up = td.Structure(\n",
    "    geometry=td.Box(center=(0, 3, 0), size=(4, 2, 0.22)),\n",
    "    medium=mat_gold,\n",
    ")\n",
    "\n",
    "sq_dw = td.Structure(\n",
    "    geometry=td.Box(center=(0, -3, 0), size=(4, 2, 0.22)),\n",
    "    medium=mat_gold,\n",
    ")\n",
    "\n",
    "# Add a mode source as excitation.\n",
    "mode_spec = td.ModeSpec(num_modes=1, target_neff=3.47)\n",
    "mode_source = td.ModeSource(\n",
    "    center=(-10, 5, 0),\n",
    "    size=(0, 2, 1.5),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    direction=\"+\",\n",
    "    mode_spec=mode_spec,\n",
    "    mode_index=0,\n",
    ")\n",
    "\n",
    "# Add a field monitor to visualize field distribution.\n",
    "field_monitor = td.FieldMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n",
    ")\n",
    "\n",
    "# construct simulation\n",
    "sim_ii = td.Simulation(\n",
    "    center=(0, 0, 0),\n",
    "    size=(21, 14, 2),\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lda0),\n",
    "    structures=[dc, sq_up, sq_dw],\n",
    "    sources=[mode_source],\n",
    "    monitors=[field_monitor],\n",
    "    run_time=1e-12,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    medium=mat_sio2,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's visualize the simulation and verify if all the components are in their correct places."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sim_ii.plot(z=0.001)\n",
    "ax.set_xlabel(\"x (um)\")\n",
    "ax.set_ylabel(\"y (um)\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For completeness, you can uncomment the lines below and run the simulation before exporting it to GDS. However, it is worth mentioning that it is not even necessary. Once you build the simulation object, you can create the GDS file from it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# sim_data = web.run(\n",
    "#    simulation=sim, task_name=\"dc_gds_export\", path=\"data/simulation_data.hdf5\"\n",
    "# )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# sim_data.plot_field(field_monitor_name=\"field\", field_name=\"E\", val=\"abs\")\n",
    "# plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will use the [.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds_file) function to export the `Simulation` object to a GDS file. In this case, we will set a `xy` plane through the `z = 0` coordinate and create a layer map to assign the `mat_si` medium to layer `(0, 0)` and `mat_gold` to layer `(1, 0)`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "layer_map_ii = {\n",
    "    mat_si: (0, 0),\n",
    "    mat_gold: (1, 0),\n",
    "}\n",
    "\n",
    "sim_ii.to_gds_file(\n",
    "    fname=\"./misc/gds_export_dc.gds\",\n",
    "    z=0,\n",
    "    gds_cell_name=\"DC\",\n",
    "    gds_layer_dtype_map=layer_map_ii,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, let's see the generated GDS in Klayout.\n",
    "\n",
    "<img 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\" />"
   ]
  }
 ],
 "metadata": {
  "description": "This notebook demonstrates how to export a Tidy3D FDTD simulation to GDS files.",
  "feature_imag": "./img/export_to_gds.png",
  "feature_image": "N/A",
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "gds, export, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
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