{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Grating coupler\n",
    "\n",
    "Run this notebook in your browser using [Binder](https://mybinder.org/v2/gh/flexcompute-readthedocs/tidy3d-docs/readthedocs?labpath=docs%2Fsource%2Fnotebooks%2FGratingCoupler.ipynb)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:56.460323Z",
     "iopub.status.busy": "2022-07-21T20:13:56.459721Z",
     "iopub.status.idle": "2022-07-21T20:13:57.479764Z",
     "shell.execute_reply": "2022-07-21T20:13:57.479193Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# basic imports\n",
    "import numpy as np\n",
    "import matplotlib.pylab as plt\n",
    "\n",
    "# tidy3d imports\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Problem Setup\n",
    "\n",
    "In this example, we model a 3D grating coupler in a Silicon on Insulator (SOI) platform.\n",
    "\n",
    "A basic schematic of the design is shown below.  The simulation is about 19um x 4um x 5um with a wavelength of 1.55um and takes about 1 minute to simulate 10,000 time steps.\n",
    "\n",
    "In the simulation, we inject a modal source into the waveguide and propagate it towards the grating structure.  The radiation from the grating coupler is then measured with a near field monitor and we use a far field projection to inspect the angular dependence of the radiation.\n",
    "\n",
    "<img src=\"img/grating_coupler.png\" width=600>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:57.481908Z",
     "iopub.status.busy": "2022-07-21T20:13:57.481765Z",
     "iopub.status.idle": "2022-07-21T20:13:57.484832Z",
     "shell.execute_reply": "2022-07-21T20:13:57.484561Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# basic parameters (note, all length units are microns)\n",
    "nm = 1e-3\n",
    "wavelength = 1550 * nm\n",
    "\n",
    "# grid specification\n",
    "grid_spec = td.GridSpec.auto(min_steps_per_wvl=20, wavelength=wavelength)\n",
    "\n",
    "# waveguide\n",
    "wg_width = 400 * nm\n",
    "wg_height = 220 * nm\n",
    "wg_length = 2 * wavelength\n",
    "\n",
    "# surrounding\n",
    "sub_height = 2.0\n",
    "air_height = 2.0\n",
    "buffer = 0.5 * wavelength\n",
    "\n",
    "# coupler\n",
    "cp_width = 4 * wavelength\n",
    "cp_length = 8 * wavelength\n",
    "taper_length = 6 * wavelength"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:57.486175Z",
     "iopub.status.busy": "2022-07-21T20:13:57.486068Z",
     "iopub.status.idle": "2022-07-21T20:13:57.489199Z",
     "shell.execute_reply": "2022-07-21T20:13:57.488859Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# sizes\n",
    "Lx = buffer + wg_length + taper_length + cp_length\n",
    "Ly = buffer + cp_width + buffer\n",
    "Lz = sub_height + wg_height + air_height\n",
    "sim_size = [Lx, Ly, Lz]\n",
    "\n",
    "# convenience variables to store center of coupler and waveguide\n",
    "wg_center_x = +Lx/2 - buffer - (wg_length + taper_length)/2\n",
    "cp_center_x = -Lx/2 + buffer + cp_length/2\n",
    "wg_center_z = -Lz/2 + sub_height + wg_height/2\n",
    "cp_center_z = -Lz/2 + sub_height + wg_height/2\n",
    "\n",
    "# materials\n",
    "Air = td.Medium(permittivity=1.0)\n",
    "Si = td.Medium(permittivity=3.47**2)\n",
    "SiO2 = td.Medium(permittivity=1.44**2)\n",
    "\n",
    "# source parameters\n",
    "freq0 = td.C_0 / wavelength\n",
    "fwidth = freq0 / 10\n",
    "run_time = 100 / fwidth"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Mode Solve\n",
    "To determine the pitch of the waveguide for a given design angle, we need to compute the effective index of the waveguide mode being coupled into.  For this, we set up a simple simulation of the coupler region and use the mode solver to get the effective index. We will not run this simulation, we just add a ``ModeMonitor`` object in order to call the mode solver, ``sim.compute_modes()`` below, and get the effective index of the wide-waveguide region."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:57.490733Z",
     "iopub.status.busy": "2022-07-21T20:13:57.490616Z",
     "iopub.status.idle": "2022-07-21T20:13:57.666303Z",
     "shell.execute_reply": "2022-07-21T20:13:57.665937Z"
    },
    "tags": []
   },
   "outputs": [
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# grating parameters\n",
    "design_theta_deg = -30\n",
    "design_theta_rad = np.pi * design_theta_deg / 180\n",
    "grating_height = 70 * nm\n",
    "\n",
    "# do a mode solve to get neff of the coupler\n",
    "\n",
    "sub = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -Lz/2],\n",
    "        size=[td.inf, td.inf, 2 * sub_height]\n",
    "    ),\n",
    "    medium=SiO2,\n",
    "    name='substrate')\n",
    "\n",
    "cp = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, cp_center_z-grating_height/4],\n",
    "        size=[td.inf, cp_width, wg_height-grating_height/2]\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name='coupler')\n",
    "\n",
    "mode_plane = td.Box(\n",
    "    center=(0,0,0),\n",
    "    size=(0, 8*cp_width, 8*wg_height)\n",
    ")\n",
    "\n",
    "\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[sub, cp],\n",
    "    sources=[],\n",
    "    monitors=[],\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    run_time=1e-12)\n",
    "\n",
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(15, 3))\n",
    "sim.plot(x=0, ax=ax1)\n",
    "sim.plot(y=0, ax=ax2)\n",
    "sim.plot(z=0, ax=ax3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compute Effective index for Grating Pitch Design"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:57.668110Z",
     "iopub.status.busy": "2022-07-21T20:13:57.667951Z",
     "iopub.status.idle": "2022-07-21T20:13:58.296210Z",
     "shell.execute_reply": "2022-07-21T20:13:58.295757Z"
    }
   },
   "outputs": [],
   "source": [
    "from tidy3d.plugins import ModeSolver\n",
    "ms = ModeSolver(simulation=sim, plane=mode_plane, mode_spec=td.ModeSpec(), freqs=[freq0])\n",
    "mode_output = ms.solve()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:58.299690Z",
     "iopub.status.busy": "2022-07-21T20:13:58.298576Z",
     "iopub.status.idle": "2022-07-21T20:13:58.614373Z",
     "shell.execute_reply": "2022-07-21T20:13:58.613913Z"
    }
   },
   "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=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 108</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0x216</span><span style=\"color: #000000; text-decoration-color: #000000\"> with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">6</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
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       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 108\u001b[0m\u001b[1;36m0x216\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m6\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
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     "metadata": {},
     "output_type": "display_data"
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(15, 3))\n",
    "mode_output.fields.Ex.real.plot(x='y', y='z', ax=ax1)\n",
    "mode_output.fields.Ey.real.plot(x='y', y='z', ax=ax2)\n",
    "mode_output.fields.Ez.real.plot(x='y', y='z', ax=ax3)\n",
    "ax1.set_title('Ex')\n",
    "ax2.set_title('Ey')\n",
    "ax3.set_title('Ez')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:58.616136Z",
     "iopub.status.busy": "2022-07-21T20:13:58.616017Z",
     "iopub.status.idle": "2022-07-21T20:13:58.619148Z",
     "shell.execute_reply": "2022-07-21T20:13:58.618874Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "effective index = 2.6885\n"
     ]
    }
   ],
   "source": [
    "neff = float(mode_output.n_eff)\n",
    "print(f'effective index = {neff:.4f}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create Simulation\n",
    "Now we set up the grating coupler to simulate in Tidy3D."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:58.620561Z",
     "iopub.status.busy": "2022-07-21T20:13:58.620418Z",
     "iopub.status.idle": "2022-07-21T20:13:58.625578Z",
     "shell.execute_reply": "2022-07-21T20:13:58.625348Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# gratings\n",
    "pitch = wavelength / (neff - np.sin(abs(design_theta_rad)))\n",
    "grating_length = pitch / 2.0\n",
    "num_gratings = int(cp_length / pitch)\n",
    "\n",
    "sub = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -Lz/2],\n",
    "        size=[td.inf, td.inf, 2 * sub_height],\n",
    "    ),\n",
    "    medium=SiO2,\n",
    "    name='substrate')\n",
    "\n",
    "wg = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[wg_center_x, 0, wg_center_z],\n",
    "        size=[buffer + wg_length + taper_length + cp_length/2, wg_width, wg_height],\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name='waveguide')\n",
    "\n",
    "cp = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[cp_center_x, 0, cp_center_z],\n",
    "        size=[cp_length, cp_width, wg_height],\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name='coupler')\n",
    "\n",
    "tp = td.Structure(\n",
    "    geometry=td.PolySlab(\n",
    "    vertices=[\n",
    "        [cp_center_x + cp_length/2 + taper_length, + wg_width/2],\n",
    "        [cp_center_x + cp_length/2 + taper_length, - wg_width/2],\n",
    "        [cp_center_x + cp_length/2, - cp_width/2],\n",
    "        [cp_center_x + cp_length/2, + cp_width/2]],\n",
    "        slab_bounds=(wg_center_z-wg_height/2, wg_center_z+wg_height/2),\n",
    "        axis=2,\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name='taper')\n",
    "\n",
    "grating_left_x = cp_center_x - cp_length/2\n",
    "gratings = [\n",
    "    td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[grating_left_x + (i + 0.5) * pitch, 0, cp_center_z + wg_height/2 - grating_height/2],\n",
    "            size=[grating_length, cp_width, grating_height],\n",
    "        ),\n",
    "        medium=Air,\n",
    "        name=f'{i}th_grating')\n",
    "    for i in range(num_gratings)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:58.626980Z",
     "iopub.status.busy": "2022-07-21T20:13:58.626794Z",
     "iopub.status.idle": "2022-07-21T20:13:58.629432Z",
     "shell.execute_reply": "2022-07-21T20:13:58.629186Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# distance to near field monitor\n",
    "nf_offset = 50 * nm\n",
    "\n",
    "plane_monitor = td.FieldMonitor(\n",
    "    center=[0, 0, cp_center_z],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[freq0],\n",
    "    name='full_domain_fields')\n",
    "\n",
    "rad_monitor = td.FieldMonitor(\n",
    "    center=[0, 0, 0],\n",
    "    size=[td.inf, 0, td.inf],\n",
    "    freqs=[freq0],\n",
    "    name='radiated_fields')\n",
    "\n",
    "near_field_monitor = td.FieldMonitor(\n",
    "    center=[cp_center_x, 0, cp_center_z + wg_height/2 + nf_offset],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[freq0],\n",
    "    name='radiated_near_fields')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:58.630833Z",
     "iopub.status.busy": "2022-07-21T20:13:58.630673Z",
     "iopub.status.idle": "2022-07-21T20:13:58.634614Z",
     "shell.execute_reply": "2022-07-21T20:13:58.634389Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[16:13:58] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> No sources in simulation.                               <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">simulation.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#406\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">406</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[16:13:58]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                               \u001b]8;id=503011;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\u001b\\\u001b[2msimulation.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=324938;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#406\u001b\\\u001b[2m406\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[sub, wg, cp, tp] + gratings,\n",
    "    sources=[],\n",
    "    monitors=[plane_monitor, rad_monitor, near_field_monitor],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML())\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Make Modal Source"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:58.636004Z",
     "iopub.status.busy": "2022-07-21T20:13:58.635888Z",
     "iopub.status.idle": "2022-07-21T20:13:59.140541Z",
     "shell.execute_reply": "2022-07-21T20:13:59.140195Z"
    }
   },
   "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=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 108</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0x216</span><span style=\"color: #000000; text-decoration-color: #000000\"> with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">6</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 108\u001b[0m\u001b[1;36m0x216\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m6\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "source_plane = td.Box(\n",
    "    center=[Lx/2 - buffer, 0, cp_center_z],\n",
    "    size=[0, 8*wg_width, 8*wg_height],\n",
    ")\n",
    "\n",
    "ms = ModeSolver(simulation=sim, plane=source_plane, mode_spec=td.ModeSpec(), freqs=[freq0])\n",
    "mode_output = ms.solve()\n",
    "\n",
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(15, 3))\n",
    "mode_output.fields.Ex.real.plot(x='y', y='z', ax=ax1)\n",
    "mode_output.fields.Ey.real.plot(x='y', y='z', ax=ax2)\n",
    "mode_output.fields.Ez.real.plot(x='y', y='z', ax=ax3)\n",
    "ax1.set_title('Ex')\n",
    "ax2.set_title('Ey')\n",
    "ax3.set_title('Ez')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:59.142329Z",
     "iopub.status.busy": "2022-07-21T20:13:59.142141Z",
     "iopub.status.idle": "2022-07-21T20:13:59.150448Z",
     "shell.execute_reply": "2022-07-21T20:13:59.150141Z"
    }
   },
   "outputs": [],
   "source": [
    "source_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n",
    "mode_src = ms.to_source(mode_index=0, direction='-', source_time=source_time)\n",
    "sim = sim.copy(update={'sources': [mode_src]})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:59.151882Z",
     "iopub.status.busy": "2022-07-21T20:13:59.151724Z",
     "iopub.status.idle": "2022-07-21T20:13:59.357571Z",
     "shell.execute_reply": "2022-07-21T20:13:59.357211Z"
    },
    "tags": []
   },
   "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=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 1008x216 with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 1008x216 with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(14, 3))\n",
    "sim.plot(x=0, ax=ax1)\n",
    "sim.plot(y=0.01, ax=ax2)\n",
    "sim.plot(z=0.1, ax=ax3)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:59.359243Z",
     "iopub.status.busy": "2022-07-21T20:13:59.359079Z",
     "iopub.status.idle": "2022-07-21T20:13:59.374188Z",
     "shell.execute_reply": "2022-07-21T20:13:59.373943Z"
    }
   },
   "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: #000080; text-decoration-color: #000080\">╭────────────────────── </span><span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">class</span><span style=\"color: #000000; text-decoration-color: #000000\"> </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.components.source.ModeSource'</span><span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">&gt;</span><span style=\"color: #000080; text-decoration-color: #000080\"> ──────────────────────╮</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008080; text-decoration-color: #008080\">Injects current source to excite modal profile on finite extent plane.</span>                    <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                                                                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">╭───────────────────────────────────────────────────────────────────────────────────────╮</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeSource</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeSource'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">center</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                        <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.191891195797325e-16</span><span style=\"font-weight: bold\">)</span>, <span style=\"color: #808000; text-decoration-color: #808000\">size</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">)</span>,                                       <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #808000; text-decoration-color: #808000\">source_time</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">GaussianPulse</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">amplitude</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">phase</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'GaussianPulse'</span>,             <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #808000; text-decoration-color: #808000\">freq0</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">193414489407062.47</span>, <span style=\"color: #808000; text-decoration-color: #808000\">fwidth</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">19341448940706.246</span>, <span style=\"color: #808000; text-decoration-color: #808000\">offset</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">5.0</span><span style=\"font-weight: bold\">)</span>, <span style=\"color: #808000; text-decoration-color: #808000\">name</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,          <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #808000; text-decoration-color: #808000\">direction</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'-'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">mode_spec</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeSpec</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">num_modes</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span>, <span style=\"color: #808000; text-decoration-color: #808000\">target_neff</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #808000; text-decoration-color: #808000\">num_pml</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"font-weight: bold\">)</span>,      <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #808000; text-decoration-color: #808000\">filter_pol</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #808000; text-decoration-color: #808000\">angle_theta</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">angle_phi</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">precision</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'single'</span>,                  <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #808000; text-decoration-color: #808000\">bend_radius</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #808000; text-decoration-color: #808000\">bend_axis</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeSpec'</span><span style=\"font-weight: bold\">)</span>, <span style=\"color: #808000; text-decoration-color: #808000\">mode_index</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"font-weight: bold\">)</span>                     <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">╰───────────────────────────────────────────────────────────────────────────────────────╯</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                                                                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">angle_phi</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>    <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">angle_theta</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>   <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">bounding_box</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">Box</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'Box'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">center</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                         <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.3306690738754696e-16</span><span style=\"font-weight: bold\">)</span>, <span style=\"color: #808000; text-decoration-color: #808000\">size</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">))</span>                         <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>         <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">bounds</span> = <span style=\"font-weight: bold\">(</span>                                                                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-1.6</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-0.8800000000000003</span><span style=\"font-weight: bold\">)</span>,                     <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.6</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.8799999999999997</span><span style=\"font-weight: bold\">)</span>                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"font-weight: bold\">)</span>                                                                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>         <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">center</span> = <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.191891195797325e-16</span><span style=\"font-weight: bold\">)</span>                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">direction</span> = <span style=\"color: #008000; text-decoration-color: #008000\">'-'</span>                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>       <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">geometry</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">Box</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'Box'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">center</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                         <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.191891195797325e-16</span><span style=\"font-weight: bold\">)</span>, <span style=\"color: #808000; text-decoration-color: #808000\">size</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">))</span>                          <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">injection_axis</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>                                                                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>     <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">mode_index</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>                                                                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">mode_spec</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeSpec</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">num_modes</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span>, <span style=\"color: #808000; text-decoration-color: #808000\">target_neff</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #808000; text-decoration-color: #808000\">num_pml</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"font-weight: bold\">)</span>, <span style=\"color: #808000; text-decoration-color: #808000\">filter_pol</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"color: #808000; text-decoration-color: #808000\">angle_theta</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">angle_phi</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">precision</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'single'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">bend_radius</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,    <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"color: #808000; text-decoration-color: #808000\">bend_axis</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeSpec'</span><span style=\"font-weight: bold\">)</span>                                         <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>           <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">name</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>                                                                     <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>    <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">plot_params</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">PlotParams</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">alpha</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.4</span>, <span style=\"color: #808000; text-decoration-color: #808000\">edgecolor</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'limegreen'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">facecolor</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'limegreen'</span>,      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"color: #808000; text-decoration-color: #808000\">fill</span>=<span style=\"color: #00ff00; text-decoration-color: #00ff00; font-style: italic\">True</span>, <span style=\"color: #808000; text-decoration-color: #808000\">hatch</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>, <span style=\"color: #808000; text-decoration-color: #808000\">linewidth</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'PlotParams'</span><span style=\"font-weight: bold\">)</span>                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>           <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">size</span> = <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">)</span>                                                         <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>    <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">source_time</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">GaussianPulse</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">amplitude</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">phase</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'GaussianPulse'</span>,            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"color: #808000; text-decoration-color: #808000\">freq0</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">193414489407062.47</span>, <span style=\"color: #808000; text-decoration-color: #808000\">fwidth</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">19341448940706.246</span>, <span style=\"color: #808000; text-decoration-color: #808000\">offset</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">5.0</span><span style=\"font-weight: bold\">)</span>         <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>           <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">type</span> = <span style=\"color: #008000; text-decoration-color: #008000\">'ModeSource'</span>                                                             <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">╰───────────────────────────────────────────────────────────────────────────────────────────╯</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[34m╭─\u001b[0m\u001b[34m───────────────────── \u001b[0m\u001b[1;34m<\u001b[0m\u001b[1;95mclass\u001b[0m\u001b[39m \u001b[0m\u001b[32m'tidy3d.components.source.ModeSource'\u001b[0m\u001b[1;34m>\u001b[0m\u001b[34m ─────────────────────\u001b[0m\u001b[34m─╮\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[36mInjects current source to excite modal profile on finite extent plane.\u001b[0m                    \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                                                                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m╭───────────────────────────────────────────────────────────────────────────────────────╮\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[1;35mModeSource\u001b[0m\u001b[1m(\u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'ModeSource'\u001b[0m, \u001b[33mcenter\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m0.0\u001b[0m,                        \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[1;36m-3.191891195797325e-16\u001b[0m\u001b[1m)\u001b[0m, \u001b[33msize\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m,                                       \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[33msource_time\u001b[0m=\u001b[1;35mGaussianPulse\u001b[0m\u001b[1m(\u001b[0m\u001b[33mamplitude\u001b[0m=\u001b[1;36m1\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mphase\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mtype\u001b[0m=\u001b[32m'GaussianPulse'\u001b[0m,             \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[33mfreq0\u001b[0m=\u001b[1;36m193414489407062\u001b[0m\u001b[1;36m.47\u001b[0m, \u001b[33mfwidth\u001b[0m=\u001b[1;36m19341448940706\u001b[0m\u001b[1;36m.246\u001b[0m, \u001b[33moffset\u001b[0m=\u001b[1;36m5\u001b[0m\u001b[1;36m.0\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mname\u001b[0m=\u001b[3;35mNone\u001b[0m,          \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[33mdirection\u001b[0m=\u001b[32m'-'\u001b[0m, \u001b[33mmode_spec\u001b[0m=\u001b[1;35mModeSpec\u001b[0m\u001b[1m(\u001b[0m\u001b[33mnum_modes\u001b[0m=\u001b[1;36m1\u001b[0m, \u001b[33mtarget_neff\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[33mnum_pml\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0\u001b[0m, \u001b[1;36m0\u001b[0m\u001b[1m)\u001b[0m,      \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[33mfilter_pol\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[33mangle_theta\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mangle_phi\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mprecision\u001b[0m=\u001b[32m'single'\u001b[0m,                  \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[33mbend_radius\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[33mbend_axis\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[33mtype\u001b[0m=\u001b[32m'ModeSpec'\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mmode_index\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1m)\u001b[0m                     \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m╰───────────────────────────────────────────────────────────────────────────────────────╯\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                                                                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mangle_phi\u001b[0m = \u001b[1;36m0.0\u001b[0m                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m    \u001b[3;33mangle_theta\u001b[0m = \u001b[1;36m0.0\u001b[0m                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m   \u001b[3;33mbounding_box\u001b[0m = \u001b[1;35mBox\u001b[0m\u001b[1m(\u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'Box'\u001b[0m, \u001b[33mcenter\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m0.0\u001b[0m,                         \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1;36m-3.3306690738754696e-16\u001b[0m\u001b[1m)\u001b[0m, \u001b[33msize\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m\u001b[1m)\u001b[0m                         \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m         \u001b[3;33mbounds\u001b[0m = \u001b[1m(\u001b[0m                                                                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m-1.6\u001b[0m, \u001b[1;36m-0.8800000000000003\u001b[0m\u001b[1m)\u001b[0m,                     \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m1.6\u001b[0m, \u001b[1;36m0.8799999999999997\u001b[0m\u001b[1m)\u001b[0m                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1m)\u001b[0m                                                                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m         \u001b[3;33mcenter\u001b[0m = \u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m0.0\u001b[0m, \u001b[1;36m-3.191891195797325e-16\u001b[0m\u001b[1m)\u001b[0m                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mdirection\u001b[0m = \u001b[32m'-'\u001b[0m                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m       \u001b[3;33mgeometry\u001b[0m = \u001b[1;35mBox\u001b[0m\u001b[1m(\u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'Box'\u001b[0m, \u001b[33mcenter\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m0.0\u001b[0m,                         \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1;36m-3.191891195797325e-16\u001b[0m\u001b[1m)\u001b[0m, \u001b[33msize\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m\u001b[1m)\u001b[0m                          \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[3;33minjection_axis\u001b[0m = \u001b[1;36m0\u001b[0m                                                                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m     \u001b[3;33mmode_index\u001b[0m = \u001b[1;36m0\u001b[0m                                                                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mmode_spec\u001b[0m = \u001b[1;35mModeSpec\u001b[0m\u001b[1m(\u001b[0m\u001b[33mnum_modes\u001b[0m=\u001b[1;36m1\u001b[0m, \u001b[33mtarget_neff\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[33mnum_pml\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0\u001b[0m, \u001b[1;36m0\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mfilter_pol\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[33mangle_theta\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mangle_phi\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mprecision\u001b[0m=\u001b[32m'single'\u001b[0m, \u001b[33mbend_radius\u001b[0m=\u001b[3;35mNone\u001b[0m,    \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[33mbend_axis\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[33mtype\u001b[0m=\u001b[32m'ModeSpec'\u001b[0m\u001b[1m)\u001b[0m                                         \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m           \u001b[3;33mname\u001b[0m = \u001b[3;35mNone\u001b[0m                                                                     \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m    \u001b[3;33mplot_params\u001b[0m = \u001b[1;35mPlotParams\u001b[0m\u001b[1m(\u001b[0m\u001b[33malpha\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.4\u001b[0m, \u001b[33medgecolor\u001b[0m=\u001b[32m'limegreen'\u001b[0m, \u001b[33mfacecolor\u001b[0m=\u001b[32m'limegreen'\u001b[0m,      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[33mfill\u001b[0m=\u001b[3;92mTrue\u001b[0m, \u001b[33mhatch\u001b[0m=\u001b[3;35mNone\u001b[0m, \u001b[33mlinewidth\u001b[0m=\u001b[1;36m3\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mtype\u001b[0m=\u001b[32m'PlotParams'\u001b[0m\u001b[1m)\u001b[0m                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m           \u001b[3;33msize\u001b[0m = \u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m                                                         \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m    \u001b[3;33msource_time\u001b[0m = \u001b[1;35mGaussianPulse\u001b[0m\u001b[1m(\u001b[0m\u001b[33mamplitude\u001b[0m=\u001b[1;36m1\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mphase\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m, \u001b[33mtype\u001b[0m=\u001b[32m'GaussianPulse'\u001b[0m,            \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[33mfreq0\u001b[0m=\u001b[1;36m193414489407062\u001b[0m\u001b[1;36m.47\u001b[0m, \u001b[33mfwidth\u001b[0m=\u001b[1;36m19341448940706\u001b[0m\u001b[1;36m.246\u001b[0m, \u001b[33moffset\u001b[0m=\u001b[1;36m5\u001b[0m\u001b[1;36m.0\u001b[0m\u001b[1m)\u001b[0m         \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m           \u001b[3;33mtype\u001b[0m = \u001b[32m'ModeSource'\u001b[0m                                                             \u001b[34m│\u001b[0m\n",
       "\u001b[34m╰───────────────────────────────────────────────────────────────────────────────────────────╯\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mode_src.help()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Run Simulation\n",
    "\n",
    "Run the simulation and plot the field patterns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:13:59.375950Z",
     "iopub.status.busy": "2022-07-21T20:13:59.375796Z",
     "iopub.status.idle": "2022-07-21T20:16:54.810518Z",
     "shell.execute_reply": "2022-07-21T20:16:54.809977Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "\u001b[2;36m[16:13:59]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Using Tidy3D credentials from stored file                      \u001b]8;id=464004;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py\u001b\\\u001b[2mauth.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=528304;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py#74\u001b\\\u001b[2m74\u001b[0m\u001b]8;;\u001b\\\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'1d262d01-ec87-46ac-a52d-b84028cb9b8f'</span>.                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "\u001b[2;36m           \u001b[0m         \u001b[32m'1d262d01-ec87-46ac-a52d-b84028cb9b8f'\u001b[0m.                     \u001b[2m             \u001b[0m\n"
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       "\u001b[2;36m[16:14:23]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                          \u001b]8;id=742012;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=765529;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\u001b\\\u001b[2m269\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[16:16:54] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/grating_coupler.hdf5       <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#398\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">398</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[16:16:54]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/grating_coupler.hdf5       \u001b]8;id=861893;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=277282;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#398\u001b\\\u001b[2m398\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulation domain Nx, Ny, Nz: [1157, 334, 102]\n",
      "Applied symmetries: (0, 0, 0)\n",
      "Number of computational grid points: 4.0500e+07.\n",
      "Using subpixel averaging: True\n",
      "Number of time steps: 1.4872e+05\n",
      "Automatic shutoff factor: 1.00e-05\n",
      "Time step (s): 3.4764e-17\n",
      "\n",
      "\n",
      "Compute source modes time (s):     0.3932\n",
      "Compute monitor modes time (s):    0.0049\n",
      "Rest of setup time (s):            5.7131\n",
      "\n",
      "Running solver for 148724 time steps...\n",
      "- Time step   1183 / time 4.11e-14s (  0 % done), field decay: 1.00e+00\n",
      "- Time step   5948 / time 2.07e-13s (  4 % done), field decay: 1.00e+00\n",
      "- Time step  11897 / time 4.14e-13s (  8 % done), field decay: 1.67e-02\n",
      "- Time step  17846 / time 6.20e-13s ( 12 % done), field decay: 3.24e-03\n",
      "- Time step  23795 / time 8.27e-13s ( 16 % done), field decay: 2.62e-04\n",
      "- Time step  29744 / time 1.03e-12s ( 20 % done), field decay: 7.47e-05\n",
      "- Time step  35693 / time 1.24e-12s ( 24 % done), field decay: 2.33e-05\n",
      "- Time step  41642 / time 1.45e-12s ( 28 % done), field decay: 7.48e-06\n",
      "Field decay smaller than shutoff factor, exiting solver.\n",
      "\n",
      "Solver time (s):                   90.9952\n",
      "Post-processing time (s):          2.0611\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# create a project, upload to our server to run\n",
    "job = web.Job(simulation=sim, task_name='grating_coupler')\n",
    "sim_data = job.run(path='data/grating_coupler.hdf5')\n",
    "print(sim_data.log)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:56.161947Z",
     "iopub.status.busy": "2022-07-21T20:16:56.161768Z",
     "iopub.status.idle": "2022-07-21T20:16:57.788831Z",
     "shell.execute_reply": "2022-07-21T20:16:57.788440Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(2, 1, tight_layout=True, figsize=(14, 8))\n",
    "sim_data.plot_field('full_domain_fields', 'Ey', freq=freq0, ax=ax1)\n",
    "sim_data.plot_field('radiated_fields', 'Ey', freq=freq0, ax=ax2);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Far Field Projection\n",
    "Now we use the Near2Far feature of Tidy3D to compute the anglular dependence of the far field scattering based on the near field monitor."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:57.792851Z",
     "iopub.status.busy": "2022-07-21T20:16:57.792410Z",
     "iopub.status.idle": "2022-07-21T20:16:57.796264Z",
     "shell.execute_reply": "2022-07-21T20:16:57.795902Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "from tidy3d.plugins import Near2Far, Near2FarSurface"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:57.798212Z",
     "iopub.status.busy": "2022-07-21T20:16:57.797875Z",
     "iopub.status.idle": "2022-07-21T20:16:58.398021Z",
     "shell.execute_reply": "2022-07-21T20:16:58.397705Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ca30b68371984bf99c679ef68feca36f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create range of angles to probe (note: polar coordinates, theta = 0 corresponds to vertical (z axis))\n",
    "num_angles = 1101\n",
    "thetas = np.linspace(-np.pi/2, np.pi/2, num_angles)\n",
    "\n",
    "# make a near field to far field projector with the near field monitor data\n",
    "\n",
    "near_field_surface = Near2FarSurface(monitor=near_field_monitor, normal_dir=\"+\")\n",
    "n2f = Near2Far(sim_data=sim_data, surfaces=[near_field_surface], frequency=freq0)\n",
    "\n",
    "# Compute the scattered cross section\n",
    "Ps = n2f.radar_cross_section(thetas, 0.0).values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:58.405632Z",
     "iopub.status.busy": "2022-07-21T20:16:58.405519Z",
     "iopub.status.idle": "2022-07-21T20:16:58.583246Z",
     "shell.execute_reply": "2022-07-21T20:16:58.582906Z"
    }
   },
   "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=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 36</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0x360</span><span style=\"color: #000000; text-decoration-color: #000000\"> with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 36\u001b[0m\u001b[1;36m0x360\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m1\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plot the angle dependence\n",
    "fig, ax = plt.subplots(subplot_kw={'projection': 'polar'}, figsize=(5,5))\n",
    "ax.plot(thetas, Ps, label='measured')\n",
    "ax.plot([design_theta_rad, design_theta_rad], [0, np.max(Ps)*0.7], 'r--', alpha=0.8, label='design angle')\n",
    "ax.set_theta_zero_location(\"N\")\n",
    "ax.set_theta_direction(-1)\n",
    "ax.set_yticklabels([])\n",
    "ax.set_title(\"Scattered Cross-section (arb. units)\", va='bottom')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:58.584861Z",
     "iopub.status.busy": "2022-07-21T20:16:58.584675Z",
     "iopub.status.idle": "2022-07-21T20:16:58.587094Z",
     "shell.execute_reply": "2022-07-21T20:16:58.586809Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "expect angle of -30.00 degrees\n",
      "got maximum angle of -27.16 degrees\n"
     ]
    }
   ],
   "source": [
    "print(f'expect angle of {(design_theta_rad * 180 / np.pi):.2f} degrees')\n",
    "i_max = np.argmax(Ps)\n",
    "print(f'got maximum angle of {(thetas[i_max] * 180 / np.pi):.2f} degrees')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The agreement between the target angle and the actual emission angle of the coupler is good. The small difference comes from the fact that the design is very sensitive to the value of the effective index that we use in the coupler region, and that value depends on which waveguide height we pick in that region: the one with the grating comb, or without. In our setup, we used a thickness that is at the mid-point, but this is a heuristic choice which results in the small final mismatch in angles observed here."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Gaussian beam into the coupler\n",
    "\n",
    "We can also run the coupler in the opposite way, injecting a Gaussian beam from above and monitoring the transmission into the waveguide. We will use the measured angle rather than the design angle to see the highest in-coupling efficiency that we can obtain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:58.588585Z",
     "iopub.status.busy": "2022-07-21T20:16:58.588329Z",
     "iopub.status.idle": "2022-07-21T20:16:58.593749Z",
     "shell.execute_reply": "2022-07-21T20:16:58.593440Z"
    }
   },
   "outputs": [],
   "source": [
    "gaussian_beam = td.GaussianBeam(\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    center=[-8, 0, 2],\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    angle_theta= 27.16 * np.pi / 180,\n",
    "    angle_phi=np.pi,\n",
    "    direction='-',\n",
    "    waist_radius=2,\n",
    "    pol_angle=np.pi/2)\n",
    "\n",
    "mode_mon = ms.to_monitor(freqs=[freq0], name='coupled')\n",
    "\n",
    "flux_mon = td.FluxMonitor(\n",
    "    size=mode_mon.size,\n",
    "    center=mode_mon.center,\n",
    "    freqs=[freq0],\n",
    "    name='flux',\n",
    ")\n",
    "\n",
    "\n",
    "sim2 = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[sub, wg, cp, tp] + gratings,\n",
    "    sources=[gaussian_beam],\n",
    "    monitors=[plane_monitor, rad_monitor, mode_mon, flux_mon],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML())\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:58.595185Z",
     "iopub.status.busy": "2022-07-21T20:16:58.595030Z",
     "iopub.status.idle": "2022-07-21T20:16:58.834999Z",
     "shell.execute_reply": "2022-07-21T20:16:58.834693Z"
    }
   },
   "outputs": [
    {
     "data": {
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     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(14, 3))\n",
    "sim2.plot(x=0, ax=ax1)\n",
    "sim2.plot(y=0.01, ax=ax2)\n",
    "sim2.plot(z=0.1, ax=ax3)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:16:58.836702Z",
     "iopub.status.busy": "2022-07-21T20:16:58.836530Z",
     "iopub.status.idle": "2022-07-21T20:24:48.611378Z",
     "shell.execute_reply": "2022-07-21T20:24:48.610758Z"
    }
   },
   "outputs": [
    {
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       "\u001b[2;36m[16:17:02]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = queued                                             \u001b]8;id=94851;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=867581;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\u001b\\\u001b[2m253\u001b[0m\u001b]8;;\u001b\\\n"
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       "</pre>\n"
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       "\u001b[2;36m[16:19:40]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = preprocess                                         \u001b]8;id=212966;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=330414;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#265\u001b\\\u001b[2m265\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[16:19:48]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                          \u001b]8;id=31101;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=236705;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\u001b\\\u001b[2m269\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[16:20:00]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                              \u001b]8;id=988990;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=913646;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#275\u001b\\\u001b[2m275\u001b[0m\u001b]8;;\u001b\\\n"
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       "\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\">[16:24:26] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> status = success                                            <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#298\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">298</span></a>\n",
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       "\u001b[2;36m[16:24:26]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = success                                            \u001b]8;id=250775;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=441448;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#298\u001b\\\u001b[2m298\u001b[0m\u001b]8;;\u001b\\\n"
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      ],
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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\">[16:24:27] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> downloading file <span style=\"color: #008000; text-decoration-color: #008000\">\"output/monitor_data.hdf5\"</span> to              <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#574\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">574</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">\"data/grating_coupler.hdf5\"</span>                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
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       "\u001b[2;36m[16:24:27]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m downloading file \u001b[32m\"output/monitor_data.hdf5\"\u001b[0m to              \u001b]8;id=318872;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=390225;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#574\u001b\\\u001b[2m574\u001b[0m\u001b]8;;\u001b\\\n",
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       "\u001b[2;36m[16:24:48]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/grating_coupler.hdf5       \u001b]8;id=750406;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=586198;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#398\u001b\\\u001b[2m398\u001b[0m\u001b]8;;\u001b\\\n"
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     },
     "metadata": {},
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulation domain Nx, Ny, Nz: [1157, 334, 102]\n",
      "Applied symmetries: (0, 0, 0)\n",
      "Number of computational grid points: 4.0500e+07.\n",
      "Using subpixel averaging: True\n",
      "Number of time steps: 1.4872e+05\n",
      "Automatic shutoff factor: 1.00e-05\n",
      "Time step (s): 3.4764e-17\n",
      "\n",
      "\n",
      "Compute source modes time (s):     0.0251\n",
      "Compute monitor modes time (s):    0.4942\n",
      "Rest of setup time (s):            7.0972\n",
      "\n",
      "Running solver for 148724 time steps...\n",
      "- Time step   1183 / time 4.11e-14s (  0 % done), field decay: 1.00e+00\n",
      "- Time step   5948 / time 2.07e-13s (  4 % done), field decay: 3.17e-02\n",
      "- Time step  11897 / time 4.14e-13s (  8 % done), field decay: 3.33e-03\n",
      "- Time step  17846 / time 6.20e-13s ( 12 % done), field decay: 6.45e-05\n",
      "- Time step  23795 / time 8.27e-13s ( 16 % done), field decay: 1.57e-05\n",
      "- Time step  29744 / time 1.03e-12s ( 20 % done), field decay: 2.72e-06\n",
      "Field decay smaller than shutoff factor, exiting solver.\n",
      "\n",
      "Solver time (s):                   250.1184\n",
      "Post-processing time (s):          1.7186\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "job2 = web.Job(simulation=sim2, task_name='grating_coupler_beam')\n",
    "sim_data2 = job2.run(path='data/grating_coupler.hdf5')\n",
    "print(sim_data2.log)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:24:52.136822Z",
     "iopub.status.busy": "2022-07-21T20:24:52.136726Z",
     "iopub.status.idle": "2022-07-21T20:24:53.541684Z",
     "shell.execute_reply": "2022-07-21T20:24:53.541280Z"
    }
   },
   "outputs": [
    {
     "data": {
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 1008x576 with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 1008x576 with \u001b[0m\u001b[1;36m4\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(2, 1, tight_layout=True, figsize=(14, 8))\n",
    "sim_data2.plot_field('full_domain_fields', 'Ey', freq=freq0, ax=ax1)\n",
    "sim_data2.plot_field('radiated_fields', 'Ey', freq=freq0, ax=ax2);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:24:53.544825Z",
     "iopub.status.busy": "2022-07-21T20:24:53.544673Z",
     "iopub.status.idle": "2022-07-21T20:24:53.547296Z",
     "shell.execute_reply": "2022-07-21T20:24:53.546961Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "flux in waveguide / flux in = 0.0481 \n"
     ]
    }
   ],
   "source": [
    "flux = sim_data2['flux']\n",
    "print(f'flux in waveguide / flux in = {float(flux.values):.4f} ')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The coupler has close to 5% in-coupling efficiency, and we did not put any effort into optimizing it beyond just defining the grating pitch to target the correct angle!"
   ]
  }
 ],
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