{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Defining mode sources and monitors\n",
    "\n",
    "Here, we look at a simple demonstration of how to excite a specific waveguide mode, and how to decompose the fields recorded in a monitor on the basis of waveguide modes, i.e. how to compute the power carried in each mode.\n",
    "\n",
    "We also provide a comprehensive list of other tutorials such as [how to define boundary conditions](https://www.flexcompute.com/tidy3d/examples/notebooks/BoundaryConditions/), [how to defining spatially-varying sources](https://www.flexcompute.com/tidy3d/examples/notebooks/CustomFieldSource/) and [structures](https://www.flexcompute.com/tidy3d/examples/notebooks/CustomMediumTutorial/), [how to model dispersive materials](https://www.flexcompute.com/tidy3d/examples/notebooks/Dispersion/), and [how to visualize simulation setups](https://www.flexcompute.com/tidy3d/examples/notebooks/VizSimulation/) and [results](https://www.flexcompute.com/tidy3d/examples/notebooks/VizData/).\n",
    "\n",
    "If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# standard python imports\n",
    "import matplotlib as mpl\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\n",
    "from tidy3d.plugins.mode import ModeSolver"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Straight waveguide simulation\n",
    "\n",
    "First, we will do a simulation of a straight waveguide, using a silicon ridge waveguide on a silicon oxide substrate. We begin by defining some general parameters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Unit length is micron.\n",
    "wg_height = 0.22\n",
    "wg_width = 0.45\n",
    "\n",
    "# Permittivity of waveguide and substrate\n",
    "si_eps = 3.48**2\n",
    "sio_eps = 1.45**2\n",
    "\n",
    "# Free-space wavelength (in um) and frequency (in Hz)\n",
    "lambda0 = 1.55\n",
    "freq0 = td.C_0 / lambda0\n",
    "fwidth = freq0 / 10\n",
    "\n",
    "# Simulation size inside the PML along propagation direction\n",
    "sim_length = 5\n",
    "\n",
    "# Simulation domain size and total run time\n",
    "sim_size = [sim_length, 4, 2]\n",
    "run_time = 20 / fwidth\n",
    "\n",
    "# Grid specification\n",
    "grid_spec = td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lambda0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Initialize structures, mode source, and mode monitor\n",
    "\n",
    "When initializing `ModeSource` and `ModeMonitor` objects, one of the three values of the `size` parameter must be zero. This implicitly defines the propagation direction for the mode decomposition. In this example, the waveguide is oriented along the x-axis, and the mode is injected along the positive-x direction (\"forward\"). Below, we add a mode monitor that will show us the waveguide transmission at a range of frequencies, as well as a simple frequency monitor to examine the fields in the xy-plane at the central frequency. Note that we use a rather wide frequency range in the flux and modal monitors. This will be used later to demonstrate the effect of mode mismatch away from the central frequency and to discuss ways to remedy that."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Waveguide and substrate materials\n",
    "mat_wg = td.Medium(permittivity=si_eps)\n",
    "mat_sub = td.Medium(permittivity=sio_eps)\n",
    "\n",
    "# Substrate\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -sim_size[2]],\n",
    "        size=[td.inf, td.inf, 2 * sim_size[2]],\n",
    "    ),\n",
    "    medium=mat_sub,\n",
    ")\n",
    "\n",
    "# Waveguide\n",
    "waveguide = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, wg_height / 2],\n",
    "        size=[100, wg_width, wg_height],\n",
    "    ),\n",
    "    medium=mat_wg,\n",
    ")\n",
    "\n",
    "# Modal source parameters\n",
    "src_pos = -sim_size[0] / 2 + 0.5\n",
    "src_plane = td.Box(center=[src_pos, 0, 0], size=[0, 3, 2])\n",
    "\n",
    "# xy-plane frequency-domain field monitor at central frequency\n",
    "freq_mnt = td.FieldMonitor(\n",
    "    center=[0, 0, wg_height / 2], size=[100, 100, 0], freqs=[freq0], name=\"field\"\n",
    ")\n",
    "\n",
    "\n",
    "# frequencies\n",
    "mon_plane = td.Box(center=[-src_pos, 0, 0], size=[0, 3, 2])\n",
    "Nfreqs = 17\n",
    "freqs = np.linspace(freq0 - 2 * fwidth, freq0 + 2 * fwidth, Nfreqs)\n",
    "fcent_ind = Nfreqs // 2  # index of the central frequency\n",
    "\n",
    "# flux monitor\n",
    "flux_mnt = td.FluxMonitor(\n",
    "    center=mon_plane.center, size=mon_plane.size, freqs=list(freqs), name=\"flux\"\n",
    ")\n",
    "\n",
    "# Modal monitor at a range of frequencies\n",
    "mode_mnt = td.ModeMonitor(\n",
    "    center=mon_plane.center,\n",
    "    size=mon_plane.size,\n",
    "    freqs=list(freqs),\n",
    "    mode_spec=td.ModeSpec(num_modes=3),\n",
    "    name=\"mode\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Initialize simulation and visualize two cross-sections to make sure we have set up the device correctly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Simulation\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[substrate, waveguide],\n",
    "    sources=[],\n",
    "    monitors=[freq_mnt, mode_mnt, flux_mnt],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    ")\n",
    "\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(11, 4))\n",
    "sim.plot(z=0, ax=ax1)\n",
    "sim.plot(y=0, ax=ax2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that Tidy3D is warning us that the simulation does not contain a source. However, since this simulation is used to construct the mode solver and will not be run directly, we can ignore this warning."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Mode source\n",
    "\n",
    "Before we can run a simulation with a mode source, we have to select which of the eigenmodes we would like to inject. To do that, we can first visualize the modes using the in-built eigenmode solver and plotting functions. The modes are computed at the central frequency of the source, and in order of decreasing effective index `n`, such that the modes that are fully below light-line (if any) should appear first. The solver assumes periodic boundary conditions at the boundaries of the 2D plane. Thus, for accurate results, the plane should be large enough for the fields to decay at the edges. In cases when found solutions do not decay to zero at the plane boundaries a warning is shown to make the user aware."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "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\">11:55:58 UTC </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Use the remote mode solver with subpixel averaging for    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">better accuracy through </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.web.run(...)'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or the deprecated    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.plugins.mode.web.run(...)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:55:58 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Use the remote mode solver with subpixel averaging for    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mbetter accuracy through \u001b[0m\u001b[32m'tidy3d.web.run\u001b[0m\u001b[32m(\u001b[0m\u001b[32m...\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m or the deprecated    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'tidy3d.plugins.mode.web.run\u001b[0m\u001b[32m(\u001b[0m\u001b[32m...\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:55:59 UTC </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Mode field at frequency index </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">, mode index </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span><span style=\"color: #800000; text-decoration-color: #800000\"> does not    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">decay at the plane boundaries.                                     </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:55:59 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Mode field at frequency index \u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m, mode index \u001b[0m\u001b[1;36m2\u001b[0m\u001b[31m does not    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mdecay at the plane boundaries.                                     \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>wavelength</th>\n",
       "      <th>n eff</th>\n",
       "      <th>k eff</th>\n",
       "      <th>TE (Ey) fraction</th>\n",
       "      <th>wg TE fraction</th>\n",
       "      <th>wg TM fraction</th>\n",
       "      <th>mode area</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>f</th>\n",
       "      <th>mode_index</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">1.934145e+14</th>\n",
       "      <th>0</th>\n",
       "      <td>1.55</td>\n",
       "      <td>2.330600</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.979003</td>\n",
       "      <td>0.708737</td>\n",
       "      <td>0.817743</td>\n",
       "      <td>0.186907</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1.55</td>\n",
       "      <td>1.545888</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.068291</td>\n",
       "      <td>0.735328</td>\n",
       "      <td>0.882530</td>\n",
       "      <td>0.409748</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1.55</td>\n",
       "      <td>1.363705</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.011887</td>\n",
       "      <td>0.843177</td>\n",
       "      <td>0.935718</td>\n",
       "      <td>1.840031</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                         wavelength     n eff  k eff  TE (Ey) fraction  \\\n",
       "f            mode_index                                                  \n",
       "1.934145e+14 0                 1.55  2.330600    0.0          0.979003   \n",
       "             1                 1.55  1.545888    0.0          0.068291   \n",
       "             2                 1.55  1.363705    0.0          0.011887   \n",
       "\n",
       "                         wg TE fraction  wg TM fraction  mode area  \n",
       "f            mode_index                                             \n",
       "1.934145e+14 0                 0.708737        0.817743   0.186907  \n",
       "             1                 0.735328        0.882530   0.409748  \n",
       "             2                 0.843177        0.935718   1.840031  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1200 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the modes\n",
    "mode_spec = td.ModeSpec(num_modes=3)\n",
    "ms = ModeSolver(simulation=sim, plane=src_plane, mode_spec=mode_spec, freqs=[freq0])\n",
    "modes = ms.solve()\n",
    "\n",
    "fig, axs = plt.subplots(3, 2, figsize=(12, 12))\n",
    "for mode_ind in range(3):\n",
    "    ms.plot_field(\"Ey\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 0])\n",
    "    ms.plot_field(\"Ez\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 1])\n",
    "\n",
    "modes.to_dataframe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The waveguide has a single guided TE mode, as well as a TM mode which is very close to the light line (effective index close to substrate index). Finally, the last mode shown here, is below the light-line of the substrate and is mostly localized in that region. However, modes like these should always be considered unphysical, because of the assumption is that they decay by the edges of the mode plane. Thus, for meaningful results, only Mode 0 and Mode 1 should be used by the mode source."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Run simulation\n",
    "\n",
    "We set the mode source to the fundamental TE mode. Then, we run the simulation as usual through the web API, wait for it to finish, and download and load the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "source_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n",
    "mode_source = ms.to_source(mode_index=0, direction=\"+\", source_time=source_time)\n",
    "sim = sim.copy(update=dict(sources=[mode_source]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As of tidy3d 2.4 there is an alternative way to export a simulation with the mode source added through the `sim_with_source()` method, which creates a simulation in the mode solver, using the same inputs as `to_source()` above, with the created mode source, as done below. There are also `sim_with_monitor()` and `sim_with_mode_solver_monitor()` methods that return simulations with the corresponding objects added."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "sim = ms.sim_with_source(mode_index=0, direction=\"+\", source_time=source_time)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "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\">11:56:01 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'mode_tutorial'</span> with task_id                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:01 UTC\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'mode_tutorial'\u001b[0m with task_id                          \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">1-42ec-b088-31ec684ca94d'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=586901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=477362;https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=586901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=648323;https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=586901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\u001b\\\u001b[32m-7ee8fcad-8ff\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=586901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-7ee8fcad-8ff1-42ec-b088-31ec684ca94d\u001b\\\u001b[32m1-42ec-b088-31ec684ca94d'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=212259;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e8ccebd422424bbf96b63151f36998ff",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:04 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.026</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:04 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.026\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:05 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:05 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5ad8310f07dc453787195061c2b7ac54",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:14 UTC </span>loading simulation from data/simulation.hdf5                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:14 UTC\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation.hdf5                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name=\"mode_tutorial\", verbose=True)\n",
    "sim_data = job.run(path=\"data/simulation.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's first examine the in-plane fields recorded by the frequency monitor. We can already see how the source emits all of its power in the desired direction and waveguide mode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data.plot_field(\"field\", \"Ey\", z=wg_height / 2, f=freq0, val=\"real\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Mode monitors"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Mode monitors allow us to decompose the frequency-domain fields recorded in a simulation into the propagating modes of a waveguide. Specifically, we can write the modes of the waveguide at angular frequency $\\omega$ that are propagating in the *forward* direction, i.e. in the positive `x` direction in the example above, as\n",
    "\n",
    "$$\n",
    "\\mathbf{E}_p^f(\\omega, x) = \\mathbf{E}_p^f(\\omega) e^{i k_p x}, \\quad \\quad \\mathbf{H}_p^f(\\omega, x) = \\mathbf{H}_p^f(\\omega) e^{i k_p x},\n",
    "$$\n",
    "\n",
    "where $p$ is a discrete mode index, $k_p = n_p \\omega/c$ is the wave-vector, $n_p$ is the effective index of the $p$-th mode, and superscript $f$ specifies forward propagation. The fields in the backward direction can be obtained via reflection symmetry. In the axes of the simulation we have $k_p \\rightarrow -k_p$ and $\\mathbf{E}_{p}^b(\\omega) = (-E_{p,x}^{f}, E_{p,y}^{f}, E_{p,z}^{f})$, $\\mathbf{H}_{p}^b(\\omega) = (H_{p,x}^{f}, -H_{p,y}^{f}, -H_{p,z}^{f})$ for backward modes.\n",
    "\n",
    "The fields stored in a monitor can then be decomposed on the basis of these waveguide modes. Following [1](https://journals.aps.org/pre/abstract/10.1103/PhysRevE.66.066608), [2](https://arxiv.org/abs/1301.5366), we can define an inner product between fields in the 2D plane as\n",
    "\n",
    "$$\n",
    "(\\mathbf{u}_1, \\mathbf{u}_2) = \\frac{1}{4} \\int_A \\left(\\mathbf{E}_1^* \\times \\mathbf{H}_2 + \\mathbf{E}_2 \\times \\mathbf{H}_1^* \\right) \\cdot \\mathrm{d}\\mathbf{A},\n",
    "$$\n",
    "\n",
    "where $\\mathbf{u} = (\\mathbf{E}, \\mathbf{H})$ combines both electromagnetic fields, the integration is over the plane area $A$, and $\\mathrm{d}\\mathbf{A}$ is the surface normal. From this definition it is clear that $(\\mathbf{u}_p, \\mathbf{u}_p)$ is just the flux carried by a mode $\\mathbf{u}_p$, which is positive for forward-propagating modes and negative for backward-propagating ones. Note that the modes coming from the mode solver are normalized to unit directed flux, such that $(\\mathbf{u}_p, \\mathbf{u}_p) = \\pm 1$. The mode monitor amplitudes are defined by the complex coefficient\n",
    "\n",
    "$$\n",
    "c_p = \\frac{(\\mathbf{u}_p, \\mathbf{u}_s)}{(\\mathbf{u}_p, \\mathbf{u}_p)}\n",
    "$$\n",
    "\n",
    "which is the power amplitude of field $\\mathbf{u}_s$ carried by mode $p$, while the power carried by that mode is given by $|c_p|^2$."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can have a look at the monitor modes, but as expected they should be identical to the source modes. As previously, the unphysical mode that does not decay to zero at the plane boundary triggers a warning."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "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\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Mode field at frequency index </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">, mode index </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span><span style=\"color: #800000; text-decoration-color: #800000\"> does not    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">decay at the plane boundaries.                                     </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Mode field at frequency index \u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m, mode index \u001b[0m\u001b[1;36m2\u001b[0m\u001b[31m does not    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mdecay at the plane boundaries.                                     \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1200 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the monitor modes\n",
    "ms = ModeSolver(\n",
    "    simulation=sim, plane=mode_mnt.geometry, mode_spec=mode_mnt.mode_spec, freqs=[freq0]\n",
    ")\n",
    "modes = ms.solve()\n",
    "\n",
    "fig, axs = plt.subplots(3, 2, figsize=(12, 12))\n",
    "for mode_ind in range(3):\n",
    "    ms.plot_field(\"Ey\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 0])\n",
    "    ms.plot_field(\"Ez\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 1])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We note that in ``Tidy3D``, the fields recorded by frequency monitors (and thus also mode monitors) are automatically normalized by the power amplitude spectrum of the source (for multiple sources, the user can select which source to use for the normalization). Furthermore, mode sources are normalized to inject exactly 1W of power at the central frequency."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Flux at central frequency:  0.9999903\n"
     ]
    }
   ],
   "source": [
    "# Flux in the mode monitor (total power through the cross-section)\n",
    "flux_wg = sim_data[\"flux\"].flux\n",
    "print(\"Flux at central frequency: \", flux_wg.isel(f=fcent_ind).values)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can also use the mode amplitudes recorded in the mode monitor to reveal the decomposition of the radiated power into forward- and backward-propagating modes, respectively. As we would expect, all of the power is injected into the fundamental waveguide mode, in the forward direction. More precisely, this is true up to some numerical error that decreases with increasing simulation resolution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Power distribution at central frequency in first three modes\n",
      "  positive dir.  [9.99990286e-01 6.66136141e-18 3.11298495e-15]\n",
      "  negative dir.  [1.47645545e-09 4.42742266e-18 2.52838786e-16]\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Forward and backward power amplitude coefficients\n",
    "mode_amps = sim_data[\"mode\"]\n",
    "coeffs_f = mode_amps.amps.sel(direction=\"+\")\n",
    "coeffs_b = mode_amps.amps.sel(direction=\"-\")\n",
    "\n",
    "print(\n",
    "    \"Power distribution at central frequency in first three modes\",\n",
    ")\n",
    "print(\"  positive dir. \", np.abs(coeffs_f.isel(f=fcent_ind) ** 2).values)\n",
    "print(\"  negative dir. \", np.abs(coeffs_b.isel(f=fcent_ind) ** 2).values)\n",
    "\n",
    "# Free-space wavelength corresponding to the monitor frequencies\n",
    "lambdas = td.C_0 / freqs\n",
    "\n",
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "ax.plot(lambdas, np.abs(coeffs_f.values) ** 2)\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_ylabel(\"Power in mode (W)\")\n",
    "ax.set_title(\"Mode decomposition (forward-propagating)\")\n",
    "ax.legend([\"Mode 0\", \"Mode 1\", \"Mode 2\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can examine the frequency dependence of the results a bit more closely, and compare them to the total power flux, which can be computed for any frequency monitor. The flux is the area-integrated time-averaged Poynting vector and gives the (signed) total power flowing through the surface. The flux computation and the modal decomposition are done in separate monitors and in a completely different way, but because all the power is in the fundamental mode here, the flux matches really well the zero-mode power from the power decomposition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "\n",
    "ax.plot(lambdas, flux_wg)\n",
    "ax.plot(lambdas, np.abs(coeffs_f.sel(mode_index=0)) ** 2)\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_ylabel(\"Power (W)\")\n",
    "ax.set_title(\"Power in mode monitor\")\n",
    "ax.legend([\"Total\", \"Mode 0\"])\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As we already saw, at the central frequency, the source power is extremely well directed in the waveguide mode. Since the source mode is computed at the central frequency only, away from that it is not perfectly matched, leading to a small decrease of the total radiated power. In certain situations, it is even possible to observe injected power larger than one away from the central frequency. That said, we see that all the radiated power is still emitted into the desired waveguide mode, within the wavelength range of interest. For best accuracy when computing scattering parameters away from the central frequency, we can choose one of the following two options. The first option is to do a “normalization” run with a straight waveguide, like the one we just did, and normalize w.r.t. the computed flux to account for the small frequency dependence of the total radiated power. The other one is to use the Tidy3D's broadband source functionality, which takes into account the frequency dependence of injected fields. Both approaches are illustrated below."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Waveguide junction (using normalization run)\n",
    "\n",
    "We repeat the simulation, but this time introduce a much bigger waveguide in the second half of the domain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Output waveguide\n",
    "wgout_width = 1.4\n",
    "\n",
    "waveguide_out = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[2, 0, wg_height / 2],\n",
    "        size=[4, wgout_width, wg_height],\n",
    "    ),\n",
    "    medium=mat_wg,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "sim_jct = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[substrate, waveguide, waveguide_out],\n",
    "    sources=[mode_source],\n",
    "    monitors=[freq_mnt, mode_mnt, flux_mnt],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(11, 4))\n",
    "gs = mpl.gridspec.GridSpec(1, 2, figure=fig, width_ratios=[1, 1.4])\n",
    "ax1 = fig.add_subplot(gs[0, 0])\n",
    "ax2 = fig.add_subplot(gs[0, 1])\n",
    "sim_jct.plot(z=0.1, ax=ax1)\n",
    "sim_jct.plot(y=0.1, ax=ax2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "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\">11:56:16 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'mode_tutorial'</span> with task_id                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:16 UTC\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'mode_tutorial'\u001b[0m with task_id                          \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be3</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">1-46bb-bf90-fb2143ae0a4a'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=234179;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=832537;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=234179;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=824302;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=234179;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\u001b\\\u001b[32m-a37901a5-be3\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=234179;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a37901a5-be31-46bb-bf90-fb2143ae0a4a\u001b\\\u001b[32m1-46bb-bf90-fb2143ae0a4a'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=169817;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "100c07916e434cadb351aba2d627986a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:18 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.030</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:18 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.030\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:19 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:19 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cef1dd67bb96492c8c148c4609420f33",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:24 UTC </span>loading simulation from data/mode_converter.hdf5                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:24 UTC\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/mode_converter.hdf5                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_jct, task_name=\"mode_tutorial\", verbose=True)\n",
    "sim_data_jct = job.run(path=\"data/mode_converter.hdf5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_jct.plot_field(\"field\", \"Ey\", z=wg_height / 2, f=freq0, val=\"real\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This time, the output waveguide is multi-mode, and there is obviously some mode-mixing happening. We can use the mode monitor to exactly quantify this."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Forward and backward power amplitude coefficients normalized to the straight waveguide flux\n",
    "mode_amps_jct = sim_data_jct[\"mode\"]\n",
    "coeffs_f_jct = mode_amps_jct.amps.sel(direction=\"+\") / np.sqrt(flux_wg.data[:, None])\n",
    "coeffs_b_jct = mode_amps_jct.amps.sel(direction=\"-\") / np.sqrt(flux_wg.data[:, None])\n",
    "\n",
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "ax.plot(lambdas, np.sum(np.abs(coeffs_f_jct.values) ** 2, axis=1))\n",
    "ax.plot(lambdas, np.abs(coeffs_f_jct.values) ** 2)\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_ylabel(\"Power in mode (W)\")\n",
    "ax.set_title(\"Mode decomposition (+ propagating)\")\n",
    "ax.legend([\"Mode 0 + 1 + 2\", \"Mode 0\", \"Mode 1\", \"Mode 2\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Because of the symmetry with respect to the $y=0$ plane, the power in Mode 0 cannot be converted to Mode 1, but a significant amount of power is converted to Mode 3. Note also that the combined power in the computed modes is smaller than 1W. The missing part is most likely lost in scattering at the sharp waveguide interface."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Waveguide junction (using broadband source)\n",
    "\n",
    "To demonstrate the broadband source capabilities more clearly we will re-run both the straight waveguide and waveguide junction cases. To create a broadband source one needs to specify the number of points, `num_freqs`, that will be used for approximating the frequency dependence. Note that these points will be arranged into a Chebyshev grid, thus a very fast convergence of polynomial approximation is expected and only few points are enough to reach converged results. Another important aspect is that these points are placed in the interval `(freq0 - 1.5 * fwidth, freq0 + 1.5 * fwidth)`, where `freq0` and `fwidth` are the source's parameters, and using broadband sources is not expected to significantly improve results outside of this interval. Use `freq0` and `fwidth` source parameters to adjust the frequency window where the best accuracy is desired."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "broadband_mode_source = mode_source.copy(update={\"num_freqs\": 7})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Duplicate previously defined simulations and update the source lists."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "sim_bb = sim.copy(update={\"sources\": [broadband_mode_source]})\n",
    "sim_jct_bb = sim_jct.copy(update={\"sources\": [broadband_mode_source]})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, let us re-run the straight waveguide case."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "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\">11:56:25 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'mode_tutorial'</span> with task_id                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:25 UTC\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'mode_tutorial'\u001b[0m with task_id                          \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">2-494d-b9a0-e741e3b9aef8'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=321596;https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=607701;https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=321596;https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=286424;https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=321596;https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\u001b\\\u001b[32m-0e1cb9cd-2ad\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=321596;https://tidy3d.simulation.cloud/workbench?taskId=fdve-0e1cb9cd-2ad2-494d-b9a0-e741e3b9aef8\u001b\\\u001b[32m2-494d-b9a0-e741e3b9aef8'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=75858;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "65c8719b4af34b74b632e6663994525a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:27 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.027</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:27 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.027\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:28 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:28 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "3858bc6a77bb45cba1eb4fd03a606559",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:37 UTC </span>loading simulation from data/simulation_bb.hdf5                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:37 UTC\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_bb.hdf5                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_bb, task_name=\"mode_tutorial\", verbose=True)\n",
    "sim_data_bb = job.run(path=\"data/simulation_bb.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plotting the total injected power and the power in injected mode one can see that a broadband source injects a chosen mode much more accurately throughout the target frequency range (`+/- 1.5 * fwidth`). That is, the total injected power is equal to 1 W at all frequencies and all of that power is concentrated in the chosen mode. Note that results degrade outside of the target range as expected."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "flux_wg_bb = sim_data_bb[\"flux\"].flux\n",
    "\n",
    "# Forward and backward power amplitude coefficients\n",
    "mode_amps_bb = sim_data_bb[\"mode\"]\n",
    "coeffs_f_bb = mode_amps_bb.amps.sel(direction=\"+\")\n",
    "coeffs_b_bb = mode_amps_bb.amps.sel(direction=\"-\")\n",
    "\n",
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "\n",
    "ax.plot(lambdas, flux_wg)\n",
    "ax.plot(lambdas, flux_wg_bb)\n",
    "\n",
    "ax.plot(lambdas, np.abs(coeffs_f.sel(mode_index=0)) ** 2, \"x--\")\n",
    "ax.plot(lambdas, np.abs(coeffs_f_bb.sel(mode_index=0)) ** 2, \".--\")\n",
    "\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_ylabel(\"Power (W)\")\n",
    "ax.set_title(\"Power in mode monitor\")\n",
    "ax.axvspan(\n",
    "    td.C_0 / (freq0 + 1.5 * fwidth),\n",
    "    td.C_0 / (freq0 - 1.5 * fwidth),\n",
    "    facecolor=\"k\",\n",
    "    alpha=0.1,\n",
    ")\n",
    "\n",
    "ax.legend(\n",
    "    [\n",
    "        \"Total (single freq)\",\n",
    "        \"Total (broadband)\",\n",
    "        \"Mode 0 (single freq)\",\n",
    "        \"Mode 0 (broadband)\",\n",
    "        \"+/- 1.5 * fwidth\",\n",
    "    ]\n",
    ")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let us re-run the waveguide junction example now and compare to previous results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "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\">             </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'mode_tutorial'</span> with task_id                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-88e79275-70d5-45af-bf60-04f499fd2bba'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'mode_tutorial'\u001b[0m with task_id                          \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-88e79275-70d5-45af-bf60-04f499fd2bba'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">5-45af-bf60-04f499fd2bba'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=691714;https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=674254;https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=691714;https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=980683;https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=691714;https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\u001b\\\u001b[32m-88e79275-70d\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=691714;https://tidy3d.simulation.cloud/workbench?taskId=fdve-88e79275-70d5-45af-bf60-04f499fd2bba\u001b\\\u001b[32m5-45af-bf60-04f499fd2bba'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=667264;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4fbb1838de5841a99366cbe2f3b6582c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:40 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.031</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:40 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.031\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:41 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:41 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c9274d8ed7cd4639ae82d46c83a18816",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:56:45 UTC </span>loading simulation from data/mode_converter_bb.hdf5                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:56:45 UTC\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/mode_converter_bb.hdf5                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_jct_bb, task_name=\"mode_tutorial\", verbose=True)\n",
    "sim_data_jct_bb = job.run(path=\"data/mode_converter_bb.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we plot the comparison for mode mixing results between three options: (1) the simulation containing a mode source that uses only one frequency point, (2) the same as first one, but normalized by flux derived from straight waveguide simulation, and (3) the simulation containing a broadband mode source that uses multiple frequency points. As one can see, using the broadband source feature allows one to obtain results of the same accuracy without running an additional normalization simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x700 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Forward and backward power amplitude coefficients using broadband source\n",
    "mode_amps_jct_bb = sim_data_jct_bb[\"mode\"]\n",
    "coeffs_f_jct_bb = mode_amps_jct_bb.amps.sel(direction=\"+\")\n",
    "coeffs_b_jct_bb = mode_amps_jct_bb.amps.sel(direction=\"-\")\n",
    "\n",
    "# Forward and backward power amplitude coefficients using single frequency source and without normalization\n",
    "coeffs_f_jct_nonorm = mode_amps_jct.amps.sel(direction=\"+\")\n",
    "coeffs_b_jct_nonorm = mode_amps_jct.amps.sel(direction=\"-\")\n",
    "\n",
    "fig, ax = plt.subplots(3, 1, figsize=(6, 7), tight_layout=True)\n",
    "for mode_index in range(3):\n",
    "    ax[mode_index].plot(lambdas, np.abs(coeffs_f_jct_nonorm.sel(mode_index=mode_index)) ** 2, \"x:\")\n",
    "    ax[mode_index].plot(lambdas, np.abs(coeffs_f_jct.sel(mode_index=mode_index)) ** 2, \".--\")\n",
    "    ax[mode_index].plot(lambdas, np.abs(coeffs_f_jct_bb.sel(mode_index=mode_index)) ** 2)\n",
    "    ax[mode_index].set_xlabel(\"Wavelength (um)\")\n",
    "    ax[mode_index].set_xlim([lambdas[-1], lambdas[0]])\n",
    "    ax[mode_index].set_ylabel(\"Power in mode (W)\")\n",
    "    ax[mode_index].set_title(f\"Mode {mode_index}, direction='+'\")\n",
    "    ax[mode_index].axvspan(\n",
    "        td.C_0 / (freq0 + 1.5 * fwidth),\n",
    "        td.C_0 / (freq0 - 1.5 * fwidth),\n",
    "        facecolor=\"k\",\n",
    "        alpha=0.1,\n",
    "    )\n",
    "    ax[mode_index].legend([\"Single freq\", \"Single freq + norm\", \"Broadband\", \"+/- 1.5 * fwidth\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "description": "This notebook demonstrates how to set up mode sources and monitors in Tidy3D FDTD.",
  "feature_image": "",
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "mode source, mode monitor, waveguide mode, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.2"
  },
  "nbdime-conflicts": {
   "local_diff": [
    {
     "diff": [
      {
       "diff": [
        {
         "key": 0,
         "length": 1,
         "op": "removerange"
        }
       ],
       "key": "version",
       "op": "patch"
      }
     ],
     "key": "language_info",
     "op": "patch"
    }
   ],
   "remote_diff": [
    {
     "diff": [
      {
       "diff": [
        {
         "diff": [
          {
           "key": 2,
           "op": "addrange",
           "valuelist": "10"
          },
          {
           "key": 2,
           "length": 1,
           "op": "removerange"
          }
         ],
         "key": 0,
         "op": "patch"
        }
       ],
       "key": "version",
       "op": "patch"
      }
     ],
     "key": "language_info",
     "op": "patch"
    }
   ]
  },
  "title": "Setting Up Mode Sources and Monitors in Tidy3D | Flexcompute",
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
     "007d6cad84c045a3a09c43f464fca5de": {
      "model_module": "@jupyter-widgets/output",
      "model_module_version": "1.0.0",
      "model_name": "OutputModel",
      "state": {
       "_dom_classes": [],
       "_model_module": "@jupyter-widgets/output",
       "_model_module_version": "1.0.0",
       "_model_name": "OutputModel",
       "_view_count": null,
       "_view_module": "@jupyter-widgets/output",
       "_view_module_version": "1.0.0",
       "_view_name": "OutputView",
       "layout": "IPY_MODEL_4da12fbfac994271b44ab1adbbd76129",
       "msg_id": "",
       "outputs": [
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