{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "2bcbb233",
   "metadata": {},
   "source": [
    "# Strip to slot waveguide converters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "066e8e3a",
   "metadata": {},
   "source": [
    "A strip waveguide is the most common integrated photonic waveguide that consists of a higher refractive index medium surrounded by a lower refractive index medium. The strip waveguide supports transverse electric (TE) and transverse magnetic (TM) modes of light propagation. On the other hand, a slot waveguide is a type of optical waveguide that consists of two strips of higher refractive index medium separated by a slot of lower refractive index medium. The slot waveguide supports only TE mode of light propagation. The unique property of the slot waveguide is the ability to confine light in the low refractive index region, which can be used to enhance light-matter interaction.\n",
    "\n",
    "A strip-to-slot waveguide converter is a device that is used to convert the mode of light propagation from a strip waveguide mode to a slot waveguide mode. The converter is designed in such a way that the conversion is efficient and with minimal loss of light. The strip-to-slot waveguide converter is an important component in integrated photonic circuits, enabling the use of different waveguide configurations for different functionalities within the same circuit.\n",
    "\n",
    "In this notebook, we demonstrate three different converter designs and compare their pros and cons. The strip waveguide has a width of 400 nm. The slot waveguide has a width of 620 nm with a 100 nm slot width. Both waveguides are fabricated on 250 nm silicon on insulator with oxide top cladding."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c4c48587",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "from tidy3d.plugins import waveguide"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8d7c3e5c",
   "metadata": {},
   "source": [
    "## Visualizing the Strip and Slot Modes"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d9e303cb",
   "metadata": {},
   "source": [
    "Before any simulation, we can use the [waveguide plugin](https://www.flexcompute.com/tidy3d/examples/notebooks/WaveguidePluginDemonstration/) to study the strip and slot waveguide modes."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9752eb95",
   "metadata": {},
   "source": [
    "Define the simulation wavelength and frequency ranges."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "91cfbb4a",
   "metadata": {},
   "outputs": [],
   "source": [
    "lda0 = 1.55  # central wavelength\n",
    "ldas = np.linspace(1.5, 1.6, 101)  # wavelength range of interest\n",
    "freq0 = td.C_0 / lda0  # central frequency\n",
    "freqs = td.C_0 / ldas  # frequency range of interest\n",
    "fwidth = 0.5 * (np.max(freqs) - np.min(freqs))  # frequency width of the source"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "693d1368",
   "metadata": {},
   "source": [
    "Define the geometric parameters of the waveguides."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "30ee8d6d",
   "metadata": {},
   "outputs": [],
   "source": [
    "h_si = 0.25  # thickness of the silicon layer\n",
    "w_strip = 0.4  # width of the strip waveguide\n",
    "w_slot = 0.62  # width of the slot waveguide\n",
    "g = 0.1  # width of the slot"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "54a7ee7e",
   "metadata": {},
   "source": [
    "Define material properties. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "d655274f",
   "metadata": {},
   "outputs": [],
   "source": [
    "n_si = 3.47  # silicon refractive index\n",
    "si = td.Medium(permittivity=n_si**2)\n",
    "\n",
    "n_sio2 = 1.44  # silicon oxide refractive index\n",
    "sio2 = td.Medium(permittivity=n_sio2**2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "baaa8eca",
   "metadata": {},
   "source": [
    "We use the [waveguide plugin](https://www.flexcompute.com/tidy3d/examples/notebooks/WaveguidePluginDemonstration/) to visualize the strip mode profile. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "28c24823",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'cross section at x=0.00 (μm)'}, xlabel='y (μm)', ylabel='z (μm)'>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "strip = waveguide.RectangularDielectric(\n",
    "    wavelength=lda0,\n",
    "    core_width=w_strip,\n",
    "    core_thickness=h_si,\n",
    "    core_medium=si,\n",
    "    clad_medium=sio2,\n",
    "    mode_spec=td.ModeSpec(num_modes=1),\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(1, 2, figsize=(8, 4), tight_layout=True)\n",
    "\n",
    "strip.plot_structures(x=0, ax=ax[0])\n",
    "\n",
    "strip.plot_field(\"E\", val=\"abs\", ax=ax[1], robust=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc4d786e",
   "metadata": {},
   "source": [
    "Similarly, we visualize the slot mode profile. As expected, the mode concentrates inside the slot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "7f36337e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'cross section at x=0.00 (μm)'}, xlabel='y (μm)', ylabel='z (μm)'>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "slot = waveguide.RectangularDielectric(\n",
    "    wavelength=lda0,\n",
    "    core_width=((w_slot - g) / 2, (w_slot - g) / 2),\n",
    "    core_thickness=h_si,\n",
    "    core_medium=si,\n",
    "    clad_medium=sio2,\n",
    "    gap=g,\n",
    "    mode_spec=td.ModeSpec(num_modes=1),\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(1, 2, figsize=(8, 4), tight_layout=True)\n",
    "\n",
    "slot.plot_structures(x=0, ax=ax[0])\n",
    "\n",
    "# We use 'robust=False' because we're interested in the large values at the slot\n",
    "slot.plot_field(\"E\", val=\"abs\", ax=ax[1], robust=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c1ec8e1b",
   "metadata": {},
   "source": [
    "Besides visualizing the mode profiles, the [waveguide plugin](https://www.flexcompute.com/tidy3d/examples/notebooks/WaveguidePluginDemonstration/) also provides many other functionalities such as calculating the effective indices and mode volume to help with extensive mode analysis. For detail, please refer to the [waveguide plugin tutorial](https://www.flexcompute.com/tidy3d/examples/notebooks/WaveguidePluginDemonstration/)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9f4555b5",
   "metadata": {},
   "source": [
    "## Design 1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bdaea03d",
   "metadata": {},
   "source": [
    "The first converter design is based on symmetric multimode interference as introduced in `Qingzhong Deng, Lu Liu, Xinbai Li, and Zhiping Zhou, \"Strip-slot waveguide mode converter based on symmetric multimode interference,\" Opt. Lett. 39, 5665-5668 (2014)`[DOI: 10.1364/OL.39.005665](https://doi.org/10.1364/OL.39.005665). In this design, the footprint of the converter is compact (~ 6 $\\mu m$) and it does not contain pointy parts that are hard to fabricate. The achievable coupling efficiency is above 95% in the entire C band.\n",
    "\n",
    "<img src=\"img/strip_to_slot_1.png\" width=\"400\" alt=\"Schematic of the first strip to slot converter design\">"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a99f17f0",
   "metadata": {},
   "source": [
    "Define geometric parameters of the device."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "d6f64feb",
   "metadata": {},
   "outputs": [],
   "source": [
    "L_mmi = 1.38  # length of the MMI section\n",
    "W_mmi = 1.24  # width of the MMI section\n",
    "L = 6  # length of the taper\n",
    "buffer = 5  # buffer spacing before and after the converter"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c7b0b117",
   "metadata": {},
   "source": [
    "The converter designs in this notebook do not contain bending parts. Therefore, the easiest way to define the geometries is by using [PolySlabs](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PolySlab.html). The coordinates of the vertices can be easily calculated using the geometric parameters defined above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "08084133",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define the poly slab vertices\n",
    "vertices = [\n",
    "    (-buffer, w_strip / 2),\n",
    "    (0, w_strip / 2),\n",
    "    (0, W_mmi / 2),\n",
    "    (L_mmi, W_mmi / 2),\n",
    "    (L, w_slot / 2),\n",
    "    (L + buffer, w_slot / 2),\n",
    "    (L + buffer, g / 2),\n",
    "    (L_mmi, g / 2),\n",
    "    (L_mmi, -g / 2),\n",
    "    (L + buffer, -g / 2),\n",
    "    (L + buffer, -w_slot / 2),\n",
    "    (L, -w_slot / 2),\n",
    "    (L_mmi, -W_mmi / 2),\n",
    "    (0, -W_mmi / 2),\n",
    "    (0, -w_strip / 2),\n",
    "    (-buffer, -w_strip / 2),\n",
    "]\n",
    "\n",
    "# define the converter structure\n",
    "converter = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(-h_si / 2, h_si / 2)), medium=si\n",
    ")\n",
    "\n",
    "# plot the structure for visualization\n",
    "converter.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e4a15af9",
   "metadata": {},
   "source": [
    "We will use a [ModeSource](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeSource.html) to excite the strip waveguide using the fundamental TE mode. Note that we use `num_freqs=7` Chebyshev nodes to approximate mode frequency dependency in `[freq0 - 1.5 * fwidth, freq0 + 1.5 * fwidth]` for an accurate broadband simulation.\n",
    "\n",
    "A [ModeMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeMonitor.html) is placed at the slot waveguide to measure the coupling efficiency. A [FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldMonitor.html) is added to the $xy$ plane to visualize the field distribution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c2992e9f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# add a mode source to launch the TE0 mode at the strip waveguide before the converter\n",
    "mode_spec = td.ModeSpec(num_modes=1, target_neff=n_si)\n",
    "mode_source = td.ModeSource(\n",
    "    center=(-lda0, 0, 0),\n",
    "    size=(0, 4 * w_strip, 6 * h_si),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    direction=\"+\",\n",
    "    mode_spec=mode_spec,\n",
    "    mode_index=0,\n",
    "    num_freqs=7,\n",
    ")\n",
    "\n",
    "# add a mode monitor to measure transmission at the slot waveguide after the converter\n",
    "mode_monitor = td.ModeMonitor(\n",
    "    center=(L + lda0, 0, 0),\n",
    "    size=(0, 4 * w_strip, 6 * h_si),\n",
    "    freqs=freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"mode\",\n",
    ")\n",
    "\n",
    "# add a field monitor to visualize field distribution at z=0\n",
    "field_monitor = td.FieldMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e6ca198",
   "metadata": {},
   "source": [
    "Set up the [Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html) with the previously defined [Structure](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html), source, and monitors. All boundaries are set to PML to mimic infinite open space. Since the top and bottom claddings are silicon oxide, we will set the medium of the background to silicon oxide. Due to the symmetry of the device and the modes, we utilize `symmetry=(0,-1,1)` to reduce the computational cost to a quarter. For such a small simulation domain, we can afford to use a very fine grid."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "828e6424",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Lx = L + 3 * lda0  # simulation domain size in x direction\n",
    "Ly = W_mmi + lda0  # simulation domain size in y direction\n",
    "Lz = 10 * h_si  # simulation domain size in z direction\n",
    "sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "run_time = 1e-12  # simulation run time\n",
    "\n",
    "# construct simulation\n",
    "sim_1 = td.Simulation(\n",
    "    center=(L / 2, 0, 0),\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=30, wavelength=lda0),\n",
    "    structures=[converter],\n",
    "    sources=[mode_source],\n",
    "    monitors=[mode_monitor, field_monitor],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    medium=sio2,\n",
    "    symmetry=(0, -1, 1),\n",
    ")\n",
    "\n",
    "# plot the simulation\n",
    "sim_1.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e9935a2",
   "metadata": {},
   "source": [
    "Submit the simulation to the server to run."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "a8257ba0",
   "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\">10:52:39 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'strip_to_slot_converter_1'</span> with task_id             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-da12fedd-9b2a-467d-aaa9-9055d929194d'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:52:39 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'strip_to_slot_converter_1'\u001b[0m with task_id             \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-da12fedd-9b2a-467d-aaa9-9055d929194d'\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-da12fedd-9b2a-467d-aaa9-9055d929194d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b2a-467d-aaa9-9055d929194d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">2a-467d-aaa9-9055d929194d'</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=536019;https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b2a-467d-aaa9-9055d929194d\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=313077;https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b2a-467d-aaa9-9055d929194d\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=536019;https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b2a-467d-aaa9-9055d929194d\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=54493;https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b2a-467d-aaa9-9055d929194d\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=536019;https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b2a-467d-aaa9-9055d929194d\u001b\\\u001b[32m-da12fedd-9b\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=536019;https://tidy3d.simulation.cloud/workbench?taskId=fdve-da12fedd-9b2a-467d-aaa9-9055d929194d\u001b\\\u001b[32m2a-467d-aaa9-9055d929194d'\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=356205;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": "f5dd0dfe9eb04b94b54856b865334faf",
       "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\">10:52:42 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.055</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;36m10:52:42 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.055\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\">10:52:43 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:52:43 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4e516ab5a04849a1991365a7a9ae4cdd",
       "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\">10:52:46 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:52:46 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_1 = web.run(\n",
    "    simulation=sim_1, task_name=\"strip_to_slot_converter_1\", path=\"data/simulation_data.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dbdc290a",
   "metadata": {},
   "source": [
    "We define two postprocessing functions `plot_conversion_efficiency` and `plot_field` to plot the coupling efficiency of the converter as well as the field distributions.\n",
    "\n",
    "For this design, we see a coupling efficiency above 95%."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "93568dfa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def plot_conversion_efficiency(sim_data):\n",
    "    # extract the conversion efficiency from the mode monitor\n",
    "    amp = sim_data[\"mode\"].amps.sel(mode_index=0, direction=\"+\")\n",
    "    T = np.abs(amp) ** 2\n",
    "\n",
    "    # plot the coupling efficiency\n",
    "    plt.plot(ldas, T)\n",
    "    plt.xlim(1.5, 1.6)\n",
    "    plt.ylim(0.8, 1)\n",
    "    plt.xlabel(r\"Wavelength ($\\mu m$)\")\n",
    "    plt.ylabel(\"Coupling efficiency\")\n",
    "    plt.show()\n",
    "\n",
    "\n",
    "plot_conversion_efficiency(sim_data_1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "964d3d2b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def plot_field(sim_data):\n",
    "    fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(8, 8), tight_layout=True)\n",
    "\n",
    "    sim_data.plot_field(\n",
    "        field_monitor_name=\"field\",\n",
    "        field_name=\"Ey\",\n",
    "        val=\"real\",\n",
    "        f=freq0,\n",
    "        vmin=-120,\n",
    "        vmax=120,\n",
    "        ax=ax1,\n",
    "    )\n",
    "    ax1.set_aspect(\"auto\")\n",
    "\n",
    "    sim_data.plot_field(\n",
    "        field_monitor_name=\"field\", field_name=\"E\", val=\"abs\", f=freq0, vmin=0, vmax=100, ax=ax2\n",
    "    )\n",
    "    ax2.set_aspect(\"auto\")\n",
    "    plt.show()\n",
    "\n",
    "\n",
    "plot_field(sim_data_1)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77fbf8c3",
   "metadata": {},
   "source": [
    "## Design 2"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf26d101",
   "metadata": {},
   "source": [
    "The second design of the strip to slot waveguide converter is based on symmetry linear tapers as introduced in `Zhechao Wang, Ning Zhu, Yongbo Tang, Lech Wosinski, Daoxin Dai, and Sailing He, \"Ultracompact low-loss coupler between strip and slot waveguides,\" Opt. Lett. 34, 1498-1500 (2009)`[DOI: 10.1364/OL.34.001498](https://doi.org/10.1364/OL.34.001498). This design is compact (~ 8$\\mu m$) and can achieve nearly 100% coupling efficiency. However, it contains smaller features associated with the tips of the tapers. In practice, fabrication tolerance can degrade the device performance. \n",
    "\n",
    "To define the structures of this converter, again we use a similar approach by defining the vertices and constructing [PolySlabs](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PolySlab.html). This device contains three separate structures, which we name `strip_taper`, `slot_top`, and `slot_bottom`.\n",
    "\n",
    "<img src=\"img/strip_to_slot_2.png\" width=\"400\" alt=\"Schematic of the second strip to slot converter design\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6f215734",
   "metadata": {},
   "outputs": [],
   "source": [
    "L_taper = 8  # length of the taper\n",
    "d = 0.06  # distance between the taper end and the strip\n",
    "\n",
    "vertices = [\n",
    "    (-buffer, w_strip / 2),\n",
    "    (0, w_strip / 2),\n",
    "    (L_taper, 0),\n",
    "    (0, -w_strip / 2),\n",
    "    (-buffer, -w_strip / 2),\n",
    "]\n",
    "\n",
    "strip_taper = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(-h_si / 2, h_si / 2)), medium=si\n",
    ")\n",
    "\n",
    "vertices = [\n",
    "    (0, w_strip / 2 + d),\n",
    "    (L_taper, w_slot / 2),\n",
    "    (L_taper + buffer, w_slot / 2),\n",
    "    (L_taper + buffer, g / 2),\n",
    "    (L_taper, g / 2),\n",
    "]\n",
    "\n",
    "slot_top = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(-h_si / 2, h_si / 2)), medium=si\n",
    ")\n",
    "\n",
    "vertices = [\n",
    "    (0, -w_strip / 2 - d),\n",
    "    (L_taper, -w_slot / 2),\n",
    "    (L_taper + buffer, -w_slot / 2),\n",
    "    (L_taper + buffer, -g / 2),\n",
    "    (L_taper, -g / 2),\n",
    "]\n",
    "\n",
    "slot_bottom = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(-h_si / 2, h_si / 2)), medium=si\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be00e98c",
   "metadata": {},
   "source": [
    "The overall setup of this simulation is very similar to the previous one so we can reuse many previously defined objects. However, we need to adjust the [ModeMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeMonitor.html) position, which can be done conveniently by copying the previous [ModeMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeMonitor.html) and only updating its center position."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "50809528",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# add a mode monitor to measure transmission at the output waveguide\n",
    "mode_monitor = mode_monitor.copy(update={\"center\": (L_taper + lda0, 0, 0)})\n",
    "\n",
    "Lx = L_taper + 3 * lda0  # simulation domain size in x direction\n",
    "Ly = w_slot + 1.5 * lda0  # simulation domain size in y direction\n",
    "sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "# construct simulation\n",
    "sim_2 = td.Simulation(\n",
    "    center=(L_taper / 2, 0, 0),\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=25, wavelength=lda0),\n",
    "    structures=[strip_taper, slot_top, slot_bottom],\n",
    "    sources=[mode_source],\n",
    "    monitors=[mode_monitor, field_monitor],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    medium=sio2,\n",
    "    symmetry=(0, -1, 1),\n",
    ")\n",
    "\n",
    "sim_2.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1c94a63f",
   "metadata": {},
   "source": [
    "Submit the simulation to the server to run."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a08eedca",
   "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\">10:52:50 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'strip_to_slot_converter_2'</span> with task_id             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-8366521c-2296-410a-86e6-0e8598856c86'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:52:50 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'strip_to_slot_converter_2'\u001b[0m with task_id             \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-8366521c-2296-410a-86e6-0e8598856c86'\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-8366521c-2296-410a-86e6-0e8598856c86\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-22</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-2296-410a-86e6-0e8598856c86\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">96-410a-86e6-0e8598856c86'</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=94309;https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-2296-410a-86e6-0e8598856c86\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=676053;https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-2296-410a-86e6-0e8598856c86\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=94309;https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-2296-410a-86e6-0e8598856c86\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=823208;https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-2296-410a-86e6-0e8598856c86\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=94309;https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-2296-410a-86e6-0e8598856c86\u001b\\\u001b[32m-8366521c-22\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=94309;https://tidy3d.simulation.cloud/workbench?taskId=fdve-8366521c-2296-410a-86e6-0e8598856c86\u001b\\\u001b[32m96-410a-86e6-0e8598856c86'\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=658427;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": "7921c2551bd74f46887af19b5cb51f06",
       "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\">10:52:53 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.038</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;36m10:52:53 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.038\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\">10:52:54 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:52:54 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4d23f50c4f7541b6bb01d2a583ea5b87",
       "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\">10:52:57 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:52:57 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_2 = web.run(\n",
    "    simulation=sim_2, task_name=\"strip_to_slot_converter_2\", path=\"data/simulation_data.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "60a2fda8",
   "metadata": {},
   "source": [
    "Apply the same postprocessing to the simulation result. In this design, nearly 100% coupling efficiency can be achieved in the ideal case."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3c7049e7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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KUmpqqrZu3aqePXsqNjZWBw8edNo/JSVFr776ql566SV9/fXXmjx5sm6//XZt27bNod8111yjAwcO2B8bNmxwWJ6YmKiPP/5Y77//vtatW6f9+/drxIgR9badAACgabEYhmE01ORRUVHq27ev5s+fL0my2WwKCQnR1KlTNX369Br9g4ODNWPGDCUkJNjbRo4cKW9vb7311luSTh/BWr58ubZv3+50zuLiYvn7+ysjI0N/+tOfJEm7d+9W165dlZ2dreuuu65OtZeUlMjX11fFxcXy8fFxZbMBAEADuVCv3w12BKuiokI5OTmKiYk5U4zVqpiYGGVnZztdp7y8XF5eXg5t3t7eNY5QfffddwoODlbnzp01duxY5efn25fl5OTo5MmTDvOGh4erQ4cOtc4LAADgigYLWIcPH1ZlZaUCAwMd2gMDA1VYWOh0ndjYWM2bN0/fffedbDabVq1apWXLlunAgQP2PlFRUVqyZIkyMzP1yiuv6Pvvv9cf/vAH/fzzz5KkwsJCeXh4qFWrVnWeVzod7kpKShweAAAAzjT4Re6ueOGFF3TllVcqPDxcHh4emjJlisaPHy+r9cxm3HzzzbrjjjvUo0cPxcbGauXKlTp27Jjee++93zV3WlqafH197Y+QkJDfuzkAAOAS1WABq02bNnJzc6vx6b2ioiK1bdvW6Tr+/v5avny5SktLtW/fPu3evVstWrRQ586da52nVatWuuqqq5SXlydJatu2rSoqKnTs2LE6zytJycnJKi4utj9+/PHHOm4pAABoahosYHl4eKh3797Kysqyt9lsNmVlZSk6Ovqc63p5ealdu3Y6deqUPvjgAw0fPrzWvsePH9eePXsUFBQkSerdu7fc3d0d5s3NzVV+fv455/X09JSPj4/DAwAAwJlmDTl5UlKS4uPj1adPH0VGRio9PV2lpaUaP368JGncuHFq166d0tLSJEmbN29WQUGBIiIiVFBQoNmzZ8tms+nRRx+1j/nwww8rLi5OHTt21P79+5Wamio3NzeNHj1akuTr66uJEycqKSlJfn5+8vHx0dSpUxUdHV3nTxACAACcS4MGrFGjRunQoUOaNWuWCgsLFRERoczMTPuF7/n5+Q7XV5WVlSklJUV79+5VixYtNGzYMP397393uGD9P//5j0aPHq0jR47I399fAwYM0KZNm+Tv72/v8/zzz8tqtWrkyJEqLy9XbGysXn755Qu23QAA4NLWoPfBasy4DxYAAI3PJX8fLAAAgEsVAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMBkBCwAAwGQELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMJnLAau0tLQ+6gAAALhkuBywAgMDNWHCBG3YsKE+6gEAAGj0XA5Yb731ln766Sddf/31uuqqq/T0009r//799VEbAABAo+RywLrtttu0fPlyFRQUaPLkycrIyFDHjh116623atmyZTp16lR91AkAANBoWAzDMH7vIC+99JIeeeQRVVRUqE2bNpo8ebKmT5+u5s2bm1HjRamkpES+vr4qLi6Wj49PQ5cDAADq4EK9fjc73xWLior0P//zP1qyZIn27dunP/3pT5o4caL+85//6JlnntGmTZv06aefmlkrAABAo+BywFq2bJkWL16sTz75RFdffbXuv/9+3XXXXWrVqpW9T79+/dS1a1cz6wQAAGg0XA5Y48eP15133qnPP/9cffv2ddonODhYM2bM+N3FAQAANEYuX4N14sSJS/raqrriGiwAABqfC/X67fKnCNeuXatPPvmkRvsnn3yif/3rX6YUBQAA0Ji5HLCmT5+uysrKGu2GYWj69OmmFAUAANCYuRywvvvuO1199dU12sPDw5WXl2dKUQAAAI2ZywHL19dXe/furdGel5enyy67zJSiAAAAGjOXA9bw4cM1bdo07dmzx96Wl5enhx56SH/84x9NLQ4AAKAxcjlgPfvss7rssssUHh6uTp06qVOnTuratatat26t//f//l991AgAANConNcpwo0bN2rFihW6//779dBDDykrK0ufffaZw81G62rBggUKDQ2Vl5eXoqKitGXLllr7njx5UnPnzlVYWJi8vLzUs2dPZWZmOvRJS0tT37591bJlSwUEBOi2225Tbm6uQ5/BgwfLYrE4PCZPnuxy7QAAAM6Y8l2E52vp0qUaN26cFi5cqKioKKWnp+v9999Xbm6uAgICavR/7LHH9NZbb+n1119XeHi4PvnkEyUlJWnjxo3q1auXJOmmm27SnXfeqb59++rUqVN6/PHHtWvXLn399df2a8QGDx6sq666SnPnzrWP3bx5c5fuh8F9sAAAaHwu1Ov3eQWsrKwsZWVl6eDBg7LZbA7LFi1aVOdxoqKi1LdvX82fP1+SZLPZFBISoqlTpzq95UPVHeITEhLsbSNHjpS3t7feeustp3McOnRIAQEBWrdunQYOHCjpdMCKiIhQenp6nWs9GwELAIDG56K90eicOXN04403KisrS4cPH9bRo0cdHnVVUVGhnJwcxcTEnCnGalVMTIyys7OdrlNeXi4vLy+HNm9vb23YsKHWeYqLiyVJfn5+Du1vv/222rRpo27duik5OVknTpw4Z73l5eUqKSlxeAAAADjj8ncRLly4UEuWLNHdd9/9uyY+fPiwKisrFRgY6NAeGBio3bt3O10nNjZW8+bN08CBAxUWFqasrCwtW7bM6Y1PpdNHxKZNm6b+/furW7du9vYxY8aoY8eOCg4O1s6dO/XYY48pNzdXy5Ytq7XetLQ0zZkz5zy2FAAANDUuB6yKigr169evPmr5TS+88IImTZqk8PBwWSwWhYWFafz48bWelkxISNCuXbtqHOG677777D93795dQUFBGjp0qPbs2aOwsDCnYyUnJyspKcn+vKSkRCEhISZsFQAAuNS4fIrw3nvvVUZGxu+euE2bNnJzc1NRUZFDe1FRkdq2bet0HX9/fy1fvlylpaXat2+fdu/erRYtWqhz5841+k6ZMkX//Oc/tWbNGrVv3/6ctURFRUnSOe9E7+npKR8fH4cHAACAMy4fwSorK9Nrr72m1atXq0ePHnJ3d3dYPm/evDqN4+Hhod69eysrK0u33XabpNOn9LKysjRlypRzruvl5aV27drp5MmT+uCDD/TnP//ZvswwDE2dOlUffvih1q5dq06dOv1mLdu3b5ckBQUF1al2AACAc3E5YO3cuVMRERGSpF27djkss1gsLo2VlJSk+Ph49enTR5GRkUpPT1dpaanGjx8vSRo3bpzatWuntLQ0SdLmzZtVUFCgiIgIFRQUaPbs2bLZbHr00UftYyYkJCgjI0P/+Mc/1LJlSxUWFko6ff8ub29v7dmzRxkZGRo2bJhat26tnTt3KjExUQMHDlSPHj1c/XUAAADU4HLAWrNmjWmTjxo1SocOHdKsWbNUWFioiIgIZWZm2i98z8/Pl9V65ixmWVmZUlJStHfvXrVo0ULDhg3T3//+d4cbnL7yyiuSTt+KobrFixfrnnvukYeHh1avXm0PcyEhIRo5cqRSUlJM2y4AANC0nfeNRvPy8rRnzx4NHDhQ3t7eMgzD5SNYjRn3wQIAoPG5aO+DdeTIEQ0dOlRXXXWVhg0bpgMHDkiSJk6cqIceesj0AgEAABoblwNWYmKi3N3dlZ+fr+bNm9vbR40aVeN7AQEAAJoil6/B+vTTT/XJJ5/UuPXBlVdeqX379plWGAAAQGPl8hGs0tJShyNXVX766Sd5enqaUhQAAEBj5nLA+sMf/qA333zT/txischms+nZZ5/VkCFDTC0OAACgMXL5FOGzzz6roUOH6ssvv1RFRYUeffRRffXVV/rpp5/0+eef10eNAAAAjYrLR7C6deumb7/9VgMGDNDw4cNVWlqqESNGaNu2bbV+jx8AAEBTct73wWrquA8WAACNz4V6/a7TKcKdO3eqW7duslqt2rlz5zn78nUzAACgqatTwIqIiFBhYaECAgIUEREhi8UiZwe+LBaLKisrTS8SAACgMalTwPr+++/l7+9v/xkAAAC1q1PA6tixo9OfAQAAUJPLnyJMS0vTokWLarQvWrRIzzzzjClFAQAANGYuB6xXX31V4eHhNdqvueYaLVy40JSiAAAAGjOXA1ZhYaGCgoJqtPv7++vAgQOmFAUAANCYuRywQkJCnN6x/fPPP1dwcLApRQEAADRmLn9VzqRJkzRt2jSdPHlS119/vSQpKytLjz76qB566CHTCwQAAGhsXA5YjzzyiI4cOaL7779fFRUVkiQvLy899thjSk5ONr1AAACAxua8vyrn+PHj+uabb+Tt7a0rr7xSnp6eZtd2UeOrcgAAaHwuqq/KcaZFixbq27evmbUAAABcEuoUsEaMGKElS5bIx8dHI0aMOGffZcuWmVIYAABAY1WngOXr6yuLxSJJ8vHxsf8MAACAmuoUsG6//XZ5eXlJkpYsWVKf9QAAADR6dboP1u23365jx45Jktzc3HTw4MH6rAkAAKBRq1PA8vf316ZNmyRJhmFwihAAAOAc6nSKcPLkyRo+fLgsFossFovatm1ba9/KykrTigMAAGiM6hSwZs+erTvvvFN5eXn64x//qMWLF6tVq1b1XBoAAEDjVKeA9dFHH+nmm29WeHi4UlNTdccdd6h58+b1XRsAAECjVKc7ubu5uamwsFD+/v5yc3PTgQMHFBAQcCHqu2hxJ3cAABqfC/X6zUXuAAAAJuMidwAAAJNxkTsAAIDJ6vxlz+Hh4VzkDgAAUAd1ugarutTUVHl4eGj16tV69dVX9fPPP0uS9u/fr+PHj5teIAAAQGNT5yNYVfbt26ebbrpJ+fn5Ki8v1w033KCWLVvqmWeeUXl5uRYuXFgfdQIAADQaLh/BevDBB9WnTx8dPXpU3t7e9vbbb79dWVlZLhewYMEChYaGysvLS1FRUdqyZUutfU+ePKm5c+cqLCxMXl5e6tmzpzIzM10es6ysTAkJCWrdurVatGihkSNHqqioyOXaAQAAnHE5YK1fv14pKSny8PBwaA8NDVVBQYFLYy1dulRJSUlKTU3V1q1b1bNnT8XGxtb6ZdIpKSl69dVX9dJLL+nrr7/W5MmTdfvtt2vbtm0ujZmYmKiPP/5Y77//vtatW6f9+/drxIgRLtUOAABQK8NFrVq1Mr766ivDMAyjRYsWxp49ewzDMIz169cbAQEBLo0VGRlpJCQk2J9XVlYawcHBRlpamtP+QUFBxvz58x3aRowYYYwdO7bOYx47dsxwd3c33n//fXufb775xpBkZGdn17n24uJiQ5JRXFxc53UAAEDDulCv3y4fwbrxxhuVnp5uf26xWHT8+HGlpqZq2LBhdR6noqJCOTk5iomJsbdZrVbFxMQoOzvb6Trl5eXy8vJyaPP29taGDRvqPGZOTo5Onjzp0Cc8PFwdOnSodd6quUtKShweAAAAzrgcsJ577jl9/vnnuvrqq1VWVqYxY8bYTw8+88wzdR7n8OHDqqysVGBgoEN7YGCgCgsLna4TGxurefPm6bvvvpPNZtOqVau0bNkyHThwoM5jFhYWysPDo8Z9vM41rySlpaXJ19fX/ggJCanztgIAgKbF5YDVvn177dixQzNmzFBiYqJ69eqlp59+Wtu2bav37yd84YUXdOWVVyo8PFweHh6aMmWKxo8fL6vV5c1wWXJysoqLi+2PH3/8sd7nBAAAjZPLt2mQpGbNmmns2LEaO3bseU/cpk0bubm51fj0XlFRUa1fxePv76/ly5errKxMR44cUXBwsKZPn67OnTvXecy2bduqoqJCx44dcziKda55JcnT01Oenp7ns6kAAKCJqf9DP7Xw8PBQ7969HW7tYLPZlJWVpejo6HOu6+XlpXbt2unUqVP64IMPNHz48DqP2bt3b7m7uzv0yc3NVX5+/m/OCwAAUBfndQTLLElJSYqPj1efPn0UGRmp9PR0lZaWavz48ZKkcePGqV27dkpLS5Mkbd68WQUFBYqIiFBBQYFmz54tm82mRx99tM5j+vr6auLEiUpKSpKfn598fHw0depURUdH67rrrrvwvwQAAHDJadCANWrUKB06dEizZs1SYWGhIiIilJmZab9IPT8/3+H6qrKyMqWkpGjv3r1q0aKFhg0bpr///e8Op/p+a0xJev7552W1WjVy5EiVl5crNjZWL7/88gXbbgAAcGmzGIZhNHQRjVFJSYl8fX1VXFwsHx+fhi4HAADUwYV6/W6wa7AAAAAuVS6fIrz88stlsVhqtFssFnl5eemKK67QPffcY7/mCQAAoKlxOWDNmjVLTz75pG6++WZFRkZKkrZs2aLMzEwlJCTo+++/11/+8hedOnVKkyZNMr1gAACAi53LAWvDhg3661//qsmTJzu0v/rqq/r000/1wQcfqEePHnrxxRcJWAAAoEly+RqsTz75xOF7/KoMHTpUn3zyiSRp2LBh2rt37++vDgAAoBFyOWD5+fnp448/rtH+8ccfy8/PT5JUWlqqli1b/v7qAAAAGiGXTxHOnDlTf/nLX7RmzRr7NVhffPGFVq5cqYULF0qSVq1apUGDBplbKQAAQCNxXvfB+vzzzzV//nzl5uZKkrp06aKpU6eqX79+phd4seI+WAAAND4X6vWbG42eJwIWAACNz4V6/T6vr8qx2WzKy8vTwYMHZbPZHJYNHDjQlMIAAAAaK5cD1qZNmzRmzBjt27dPZx/8slgsqqysNK04AACAxsjlgDV58mT16dNHK1asUFBQkNO7ugMAADRlLges7777Tv/7v/+rK664oj7qAQAAaPRcvg9WVFSU8vLy6qMWAACAS4LLR7CmTp2qhx56SIWFherevbvc3d0dlvfo0cO04gAAABojl2/TYLXWPOhlsVhkGEaTusid2zQAAND4XLS3afj+++/row4AAIBLhssBq2PHjvVRBwAAwCWjTgHro48+0s033yx3d3d99NFH5+z7xz/+0ZTCAAAAGqs6XYNltVpVWFiogIAAp9dg2QfjGiwAAHARu6iuwar+dThnfzUOAAAAHLl8HywAAACcW52OYL344ot1HvCBBx4472IAAAAuBXW6BqtTp051G8xi0d69e393UY0B12ABAND4XFTXYHHvKwAAgLr7XddgGYYhF28EDwAAcMk7r4D1xhtvqFu3bvLy8pKXl5e6deumv/3tb2bXBgAA0Ci5fCf3WbNmad68eZo6daqio6MlSdnZ2UpMTFR+fr7mzp1repEAAACNictf9uzv768XX3xRo0ePdmh/5513NHXqVB0+fNjUAi9WXOQOAEDjc6Fev10+RXjy5En16dOnRnvv3r116tQpU4oCAABozFwOWHfffbdeeeWVGu2vvfaaxo4da0pRAAAAjZnL12BJpy9y//TTT3XddddJkjZv3qz8/HyNGzdOSUlJ9n7z5s0zp0oAAIBGxOWAtWvXLl177bWSpD179kiS2rRpozZt2mjXrl32fhaLxaQSAQAAGheXA9aaNWvqow4AAIBLBl/2DAAAYDKXA9aQIUN0/fXX1/pw1YIFCxQaGiovLy9FRUVpy5Yt5+yfnp6uLl26yNvbWyEhIUpMTFRZWZl9eWhoqCwWS41HQkKCvc/gwYNrLJ88ebLLtQMAADjj8inCiIgIh+cnT57U9u3btWvXLsXHx7s01tKlS5WUlKSFCxcqKipK6enpio2NVW5urgICAmr0z8jI0PTp07Vo0SL169dP3377re655x5ZLBb7BfVffPGFKisr7evs2rVLN9xwg+644w6HsSZNmuRwU9TmzZu7VDsAAEBtXA5Yzz//vNP22bNn6/jx4y6NNW/ePE2aNEnjx4+XJC1cuFArVqzQokWLNH369Br9N27cqP79+2vMmDGSTh+tGj16tDZv3mzv4+/v77DO008/rbCwMA0aNMihvXnz5mrbtq1L9QIAANSFaddg3XXXXVq0aFGd+1dUVCgnJ0cxMTFnirFaFRMTo+zsbKfr9OvXTzk5OfbTiHv37tXKlSs1bNiwWud46623NGHChBqfanz77bfVpk0bdevWTcnJyTpx4sQ56y0vL1dJSYnDAwAAwJnzug+WM9nZ2fLy8qpz/8OHD6uyslKBgYEO7YGBgdq9e7fTdcaMGaPDhw9rwIABMgxDp06d0uTJk/X444877b98+XIdO3ZM99xzT41xOnbsqODgYO3cuVOPPfaYcnNztWzZslrrTUtL05w5c+q8fQAAoOlyOWCNGDHC4blhGDpw4IC+/PJLzZw507TCnFm7dq2eeuopvfzyy4qKilJeXp4efPBBPfHEE07nfuONN3TzzTcrODjYof2+++6z/9y9e3cFBQVp6NCh2rNnj8LCwpzOnZyc7HAT1ZKSEoWEhJi0ZQAA4FLicsDy9fV1eG61WtWlSxfNnTtXN954Y53HadOmjdzc3FRUVOTQXlRUVOu1UTNnztTdd9+te++9V9LpcFRaWqr77rtPM2bMkNV65oznvn37tHr16nMelaoSFRUlScrLy6s1YHl6esrT07NO2wYAAJo2lwPW4sWLTZnYw8NDvXv3VlZWlm677TZJks1mU1ZWlqZMmeJ0nRMnTjiEKElyc3OTdPpI2tl1BgQE6JZbbvnNWrZv3y5JCgoKcnErAAAAajrva7BycnL0zTffSJKuueYa9erVy+UxkpKSFB8frz59+igyMlLp6ekqLS21f6pw3LhxateundLS0iRJcXFxmjdvnnr16mU/RThz5kzFxcXZg5Z0OqgtXrxY8fHxatbMcRP37NmjjIwMDRs2TK1bt9bOnTuVmJiogQMHqkePHuf76wAAALBzOWAdPHhQd955p9auXatWrVpJko4dO6YhQ4bo3XffrXGbhHMZNWqUDh06pFmzZqmwsFARERHKzMy0X/ien5/vcMQqJSVFFotFKSkpKigokL+/v+Li4vTkk086jLt69Wrl5+drwoQJNeb08PDQ6tWr7WEuJCREI0eOVEpKiqu/CgAAAKcsxtnn1n7DqFGjtHfvXr355pvq2rWrJOnrr79WfHy8rrjiCr3zzjv1UujFpqSkRL6+viouLpaPj09DlwMAAOrgQr1+uxywfH19tXr1avXt29ehfcuWLbrxxht17NgxM+u7aBGwAABofC7U67fLNxq12Wxyd3ev0e7u7i6bzWZKUQAAAI2ZywHr+uuv14MPPqj9+/fb2woKCpSYmKihQ4eaWhwAAEBj5HLAmj9/vkpKShQaGqqwsDCFhYWpU6dOKikp0UsvvVQfNQIAADQqLn+KMCQkRFu3btXq1avtX2nTtWtXh+8UBAAAaMpcvsgdp3GROwAAjc9Fd5H7Z599pquvvlolJSU1lhUXF+uaa67R+vXrTS0OAACgMapzwEpPT9ekSZOcpj1fX1/913/9l+bNm2dqcQAAAI1RnQPWjh07dNNNN9W6/MYbb1ROTo4pRQEAADRmdQ5YRUVFTu9/VaVZs2Y6dOiQKUUBAAA0ZnUOWO3atdOuXbtqXb5z504FBQWZUhQAAEBjVueANWzYMM2cOVNlZWU1lv3yyy9KTU3VrbfeampxAAAAjVGdb9NQVFSka6+9Vm5ubpoyZYq6dOkiSdq9e7cWLFigyspKbd26VYGBgfVa8MWC2zQAAND4XKjX7zrfaDQwMFAbN27UX/7yFyUnJ6sql1ksFsXGxmrBggVNJlwBAACci0t3cu/YsaNWrlypo0ePKi8vT4Zh6Morr9Tll19eX/UBAAA0Oi5/VY4kXX755erbt6/ZtQAAAFwSXP6yZwAAAJwbAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMBkBCwAAwGQELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkzV4wFqwYIFCQ0Pl5eWlqKgobdmy5Zz909PT1aVLF3l7eyskJESJiYkqKyuzL589e7YsFovDIzw83GGMsrIyJSQkqHXr1mrRooVGjhypoqKietk+AADQ9DRowFq6dKmSkpKUmpqqrVu3qmfPnoqNjdXBgwed9s/IyND06dOVmpqqb775Rm+88YaWLl2qxx9/3KHfNddcowMHDtgfGzZscFiemJiojz/+WO+//77WrVun/fv3a8SIEfW2nQAAoGlp1pCTz5s3T5MmTdL48eMlSQsXLtSKFSu0aNEiTZ8+vUb/jRs3qn///hozZowkKTQ0VKNHj9bmzZsd+jVr1kxt27Z1OmdxcbHeeOMNZWRk6Prrr5ckLV68WF27dtWmTZt03XXXmbmJAACgCWqwI1gVFRXKyclRTEzMmWKsVsXExCg7O9vpOv369VNOTo79NOLevXu1cuVKDRs2zKHfd999p+DgYHXu3Fljx45Vfn6+fVlOTo5OnjzpMG94eLg6dOhQ67ySVF5erpKSEocHAACAMw12BOvw4cOqrKxUYGCgQ3tgYKB2797tdJ0xY8bo8OHDGjBggAzD0KlTpzR58mSHU4RRUVFasmSJunTpogMHDmjOnDn6wx/+oF27dqlly5YqLCyUh4eHWrVqVWPewsLCWutNS0vTnDlzzn+DAQBAk9HgF7m7Yu3atXrqqaf08ssva+vWrVq2bJlWrFihJ554wt7n5ptv1h133KEePXooNjZWK1eu1LFjx/Tee+/9rrmTk5NVXFxsf/z444+/d3MAAMAlqsGOYLVp00Zubm41Pr1XVFRU6/VTM2fO1N133617771XktS9e3eVlpbqvvvu04wZM2S11syLrVq10lVXXaW8vDxJUtu2bVVRUaFjx445HMU617yS5OnpKU9PT1c3EwAANEENdgTLw8NDvXv3VlZWlr3NZrMpKytL0dHRTtc5ceJEjRDl5uYmSTIMw+k6x48f1549exQUFCRJ6t27t9zd3R3mzc3NVX5+fq3zAgAAuKJBP0WYlJSk+Ph49enTR5GRkUpPT1dpaan9U4Xjxo1Tu3btlJaWJkmKi4vTvHnz1KtXL0VFRSkvL08zZ85UXFycPWg9/PDDiouLU8eOHbV//36lpqbKzc1No0ePliT5+vpq4sSJSkpKkp+fn3x8fDR16lRFR0fzCUIAAGCKBg1Yo0aN0qFDhzRr1iwVFhYqIiJCmZmZ9gvf8/PzHY5YpaSkyGKxKCUlRQUFBfL391dcXJyefPJJe5///Oc/Gj16tI4cOSJ/f38NGDBAmzZtkr+/v73P888/L6vVqpEjR6q8vFyxsbF6+eWXL9yGAwCAS5rFqO3cGs6ppKREvr6+Ki4ulo+PT0OXAwAA6uBCvX43qk8RAgAANAYELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMBkBCwAAwGQELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMBkBCwAAwGQELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATNbgAWvBggUKDQ2Vl5eXoqKitGXLlnP2T09PV5cuXeTt7a2QkBAlJiaqrKzMvjwtLU19+/ZVy5YtFRAQoNtuu025ubkOYwwePFgWi8XhMXny5HrZPgAA0PQ0aMBaunSpkpKSlJqaqq1bt6pnz56KjY3VwYMHnfbPyMjQ9OnTlZqaqm+++UZvvPGGli5dqscff9zeZ926dUpISNCmTZu0atUqnTx5UjfeeKNKS0sdxpo0aZIOHDhgfzz77LP1uq0AAKDpaNaQk8+bN0+TJk3S+PHjJUkLFy7UihUrtGjRIk2fPr1G/40bN6p///4aM2aMJCk0NFSjR4/W5s2b7X0yMzMd1lmyZIkCAgKUk5OjgQMH2tubN2+utm3b1sdmAQCAJq7BjmBVVFQoJydHMTExZ4qxWhUTE6Ps7Gyn6/Tr1085OTn204h79+7VypUrNWzYsFrnKS4uliT5+fk5tL/99ttq06aNunXrpuTkZJ04ceL3bhIAAICkBjyCdfjwYVVWViowMNChPTAwULt373a6zpgxY3T48GENGDBAhmHo1KlTmjx5ssMpwupsNpumTZum/v37q1u3bg7jdOzYUcHBwdq5c6cee+wx5ebmatmyZbXWW15ervLycvvzkpISVzYXAAA0IQ16itBVa9eu1VNPPaWXX35ZUVFRysvL04MPPqgnnnhCM2fOrNE/ISFBu3bt0oYNGxza77vvPvvP3bt3V1BQkIYOHao9e/YoLCzM6dxpaWmaM2eOuRsEAAAuSQ12irBNmzZyc3NTUVGRQ3tRUVGt10bNnDlTd999t+699151795dt99+u5566imlpaXJZrM59J0yZYr++c9/as2aNWrfvv05a4mKipIk5eXl1donOTlZxcXF9sePP/5Yl80EAABNUIMFLA8PD/Xu3VtZWVn2NpvNpqysLEVHRztd58SJE7JaHUt2c3OTJBmGYf/vlClT9OGHH+qzzz5Tp06dfrOW7du3S5KCgoJq7ePp6SkfHx+HBwAAgDMNeoowKSlJ8fHx6tOnjyIjI5Wenq7S0lL7pwrHjRundu3aKS0tTZIUFxenefPmqVevXvZThDNnzlRcXJw9aCUkJCgjI0P/+Mc/1LJlSxUWFkqSfH195e3trT179igjI0PDhg1T69attXPnTiUmJmrgwIHq0aNHw/wiAADAJaVBA9aoUaN06NAhzZo1S4WFhYqIiFBmZqb9wvf8/HyHI1YpKSmyWCxKSUlRQUGB/P39FRcXpyeffNLe55VXXpF0+mai1S1evFj33HOPPDw8tHr1anuYCwkJ0ciRI5WSklL/GwwAAJoEi1F1bg0uKSkpka+vr4qLizldCABAI3GhXr8b/KtyAAAALjUELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMBkBCwAAwGQELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMBkBCwAAwGQELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAkxGwAAAATEbAAgAAMFmDB6wFCxYoNDRUXl5eioqK0pYtW87ZPz09XV26dJG3t7dCQkKUmJiosrIyl8YsKytTQkKCWrdurRYtWmjkyJEqKioyfdsAAEDT1KABa+nSpUpKSlJqaqq2bt2qnj17KjY2VgcPHnTaPyMjQ9OnT1dqaqq++eYbvfHGG1q6dKkef/xxl8ZMTEzUxx9/rPfff1/r1q3T/v37NWLEiHrfXgAA0DRYDMMwGmryqKgo9e3bV/Pnz5ck2Ww2hYSEaOrUqZo+fXqN/lOmTNE333yjrKwse9tDDz2kzZs3a8OGDXUas7i4WP7+/srIyNCf/vQnSdLu3bvVtWtXZWdn67rrrqtT7SUlJfL19VVxcbF8fHx+1+8BAABcGBfq9btZvY38GyoqKpSTk6Pk5GR7m9VqVUxMjLKzs52u069fP7311lvasmWLIiMjtXfvXq1cuVJ33313ncfMycnRyZMnFRMTY+8THh6uDh06nDNglZeXq7y83P68uLhY0ukdBQAAGoeq1+36Pr7UYAHr8OHDqqysVGBgoEN7YGCgdu/e7XSdMWPG6PDhwxowYIAMw9CpU6c0efJk+ynCuoxZWFgoDw8PtWrVqkafwsLCWutNS0vTnDlzarSHhIT85rYCAICLy5EjR+Tr61tv4zdYwDofa9eu1VNPPaWXX35ZUVFRysvL04MPPqgnnnhCM2fOrNe5k5OTlZSUZH9+7NgxdezYUfn5+fW6g/DbSkpKFBISoh9//JHTtQ2MfXHxYF9cXNgfF4/i4mJ16NBBfn5+9TpPgwWsNm3ayM3Nrcan94qKitS2bVun68ycOVN333237r33XklS9+7dVVpaqvvuu08zZsyo05ht27ZVRUWFjh075nAU61zzSpKnp6c8PT1rtPv6+vLHcpHw8fFhX1wk2BcXD/bFxYX9cfGwWuv3c34N9ilCDw8P9e7d2+GCdZvNpqysLEVHRztd58SJEzV+IW5ubpJOn0uty5i9e/eWu7u7Q5/c3Fzl5+fXOi8AAIArGvQUYVJSkuLj49WnTx9FRkYqPT1dpaWlGj9+vCRp3LhxateundLS0iRJcXFxmjdvnnr16mU/RThz5kzFxcXZg9Zvjenr66uJEycqKSlJfn5+8vHx0dSpUxUdHV3nTxACAACcS4MGrFGjRunQoUOaNWuWCgsLFRERoczMTPtF6vn5+Q5HrFJSUmSxWJSSkqKCggL5+/srLi5OTz75ZJ3HlKTnn39eVqtVI0eOVHl5uWJjY/Xyyy+7VLunp6dSU1OdnjbEhcW+uHiwLy4e7IuLC/vj4nGh9kWD3gcLAADgUtTgX5UDAABwqSFgAQAAmIyABQAAYDICFgAAgMkIWJL+7//+T3FxcQoODpbFYtHy5cvP2X/t2rWyWCw1Hmd/1c6CBQsUGhoqLy8vRUVFacuWLfW4FZeG+tgXaWlp6tu3r1q2bKmAgADddtttys3Nrectafzq6++iytNPPy2LxaJp06aZX/wlqL72R0FBge666y61bt1a3t7e6t69u7788st63JLGrz72RWVlpWbOnKlOnTrJ29tbYWFheuKJJ+r9+/IaO1f3hXT6u4VnzJihjh07ytPTU6GhoVq0aJFDn/fff1/h4eHy8vJS9+7dtXLlSpdrI2BJKi0tVc+ePbVgwQKX1svNzdWBAwfsj4CAAPuypUuXKikpSampqdq6dat69uyp2NhYHTx40OzyLyn1sS/WrVunhIQEbdq0SatWrdLJkyd14403qrS01OzyLyn1sS+qfPHFF3r11VfVo0cPs8q95NXH/jh69Kj69+8vd3d3/etf/9LXX3+t5557TpdffrnZ5V9S6mNfPPPMM3rllVc0f/58ffPNN3rmmWf07LPP6qWXXjK7/EvK+eyLP//5z8rKytIbb7yh3NxcvfPOO+rSpYt9+caNGzV69GhNnDhR27Zt02233abbbrtNu3btcq04Aw4kGR9++OE5+6xZs8aQZBw9erTWPpGRkUZCQoL9eWVlpREcHGykpaWZVOmlz6x9cbaDBw8akox169b9vgKbEDP3xc8//2xceeWVxqpVq4xBgwYZDz74oGl1NhVm7Y/HHnvMGDBggLnFNTFm7YtbbrnFmDBhgkPbiBEjjLFjx5pQZdNQl33xr3/9y/D19TWOHDlSa58///nPxi233OLQFhUVZfzXf/2XS/VwBOt3iIiIUFBQkG644QZ9/vnn9vaKigrl5OQoJibG3ma1WhUTE6Ps7OyGKPWSV9u+cKa4uFiS6v2LPpuq39oXCQkJuuWWWxz+PlB/zrU/PvroI/Xp00d33HGHAgIC1KtXL73++usNVOml71z7ol+/fsrKytK3334rSdqxY4c2bNigm2++uSFKvWRV/Zt/9tln1a5dO1111VV6+OGH9csvv9j7ZGdn1/j/U2xsrMuv3w16J/fGKigoSAsXLlSfPn1UXl6uv/3tbxo8eLA2b96sa6+9VocPH1ZlZaXD3eMlKTAwULt3726gqi9Nv7Uvzmaz2TRt2jT1799f3bp1a4CKL1112Rfvvvuutm7dqi+++KKBq7301WV/7N27V6+88oqSkpL0+OOP64svvtADDzwgDw8PxcfHN/AWXDrqsi+mT5+ukpIShYeHy83NTZWVlXryySc1duzYBq7+0rJ3715t2LBBXl5e+vDDD3X48GHdf//9OnLkiBYvXixJKiwsdPr6Xdv1pLVy6XhXE6A6HGJ0ZuDAgcZdd91lGIZhFBQUGJKMjRs3OvR55JFHjMjISDPKbBLM2Bdnmzx5stGxY0fjxx9//J3VNS1m7Iv8/HwjICDA2LFjh305pwjPj1l/G+7u7kZ0dLRDn6lTpxrXXXfd7y2xyTBrX7zzzjtG+/btjXfeecfYuXOn8eabbxp+fn7GkiVLTKz20laXfXHDDTcYXl5exrFjx+xtH3zwgWGxWIwTJ04YhnH67yIjI8NhvQULFhgBAQEu1cMpQpNERkYqLy9PktSmTRu5ubmpqKjIoU9RUZHatm3bEOU1KdX3RXVTpkzRP//5T61Zs0bt27dvgMqanur7IicnRwcPHtS1116rZs2aqVmzZlq3bp1efPFFNWvWTJWVlQ1c7aXv7L+NoKAgXX311Q59unbtqvz8/AtdWpNz9r545JFHNH36dN15553q3r277r77biUmJiotLa0Bq7z0BAUFqV27dvL19bW3de3aVYZh6D//+Y8kqW3btqa8fhOwTLJ9+3YFBQVJkjw8PNS7d29lZWXZl9tsNmVlZSk6OrqhSmwyqu8LSTIMQ1OmTNGHH36ozz77TJ06dWrA6pqW6vti6NCh+ve//63t27fbH3369NHYsWO1fft2ubm5NXC1l76z/zb69+9f45Yl3377rTp27HihS2tyzt4XJ06ckNXq+JLs5uYmm812oUu7pPXv31/79+/X8ePH7W3ffvutrFar/Y13dHS0w+u3JK1atcrl12+uwZJ0/Phxh3cS33//vbZv3y4/Pz916NBBycnJKigo0JtvvilJSk9PV6dOnXTNNdeorKxMf/vb3/TZZ5/p008/tY+RlJSk+Ph49enTR5GRkUpPT1dpaanGjx9/wbevMamPfZGQkKCMjAz94x//UMuWLe3n0X19feXt7X1hN7ARMXtftGzZssZ1b5dddplat27N9XB1UB9/G4mJierXr5+eeuop/fnPf9aWLVv02muv6bXXXrvg29eY1Me+iIuL05NPPqkOHTrommuu0bZt2zRv3jxNmDDhgm9fY+LqvhgzZoyeeOIJjR8/XnPmzNHhw4f1yCOPaMKECfbXgwcffFCDBg3Sc889p1tuuUXvvvuuvvzyS9f/Llw6oXiJqvoI7dmP+Ph4wzAMIz4+3hg0aJC9/zPPPGOEhYUZXl5ehp+fnzF48GDjs88+qzHuSy+9ZHTo0MHw8PAwIiMjjU2bNl2gLWq86mNfOBtPkrF48eILt2GNUH39XVTHNVh1V1/74+OPPza6detmeHp6GuHh4cZrr712gbao8aqPfVFSUmI8+OCDRocOHQwvLy+jc+fOxowZM4zy8vILuGWNj6v7wjAM45tvvjFiYmIMb29vo3379kZSUpL9+qsq7733nnHVVVcZHh4exjXXXGOsWLHC5doshsFtYgEAAMzENVgAAAAmI2ABAACYjIAFAABgMgIWAACAyQhYAAAAJiNgAQAAmIyABQAAYDICFgAAgMkIWAAAACYjYAFo9AYPHqxp06Y1dBl251vPkSNHFBAQoB9++MH0ms5255136rnnnqv3eYCmioAFoE4WLlyoli1b6tSpU/a248ePy93dXYMHD3bou3btWlksFu3Zs+cCV3lhmR3snnzySQ0fPlyhoaGmjVmblJQUPfnkkyouLq73uYCmiIAFoE6GDBmi48eP68svv7S3rV+/Xm3bttXmzZtVVlZmb1+zZo06dOigsLCwhii1UTpx4oTeeOMNTZw48YLM161bN4WFhemtt966IPMBTQ0BC0CddOnSRUFBQVq7dq29be3atRo+fLg6deqkTZs2ObQPGTJEkpSZmakBAwaoVatWat26tW699VaHI1uvvfaagoODZbPZHOYbPny4JkyYIEmy2WxKS0tTp06d5O3trZ49e+p///d/a621Lv0HDx6sBx54QI8++qj8/PzUtm1bzZ4926HPzz//rLFjx+qyyy5TUFCQnn/+eftRq3vuuUfr1q3TCy+8IIvFIovF4nBqz2aznXPss61cuVKenp667rrrHNo3bNggd3d3hwD7ww8/yGKxaN++ffafP/jgAw0cOFDe3t7q27ev8vPztX79el133XVq3ry5hg4dqmPHjjmMHRcXp3ffffecdQE4PwQsAHU2ZMgQrVmzxv58zZo1Gjx4sAYNGmRv/+WXX7R582Z7wCotLVVSUpK+/PJLZWVlyWq16vbbb7cHqjvuuENHjhxxGPenn35SZmamxo4dK0lKS0vTm2++qYULF+qrr75SYmKi7rrrLq1bt85pnXXt/z//8z+67LLLtHnzZj377LOaO3euVq1aZV+elJSkzz//XB999JFWrVql9evXa+vWrZKkF154QdHR0Zo0aZIOHDigAwcOKCQkpM5jn239+vXq3bt3jfbt27era9eu8vLysrdt27ZNl19+uTp27KgdO3ZIkl555RU99dRT2rhxo4qKinTXXXfp6aef1vz587VmzRrt2LFDixcvdhg7MjJSW7ZsUXl5ea11AThPBgDU0euvv25cdtllxsmTJ42SkhKjWbNmxsGDB42MjAxj4MCBhmEYRlZWliHJ2Ldvn9MxDh06ZEgy/v3vf9vbhg8fbkyYMMH+/NVXXzWCg4ONyspKo6yszGjevLmxceNGh3EmTpxojB492jAMwxg0aJDx4IMPGoZh1Kl/1ToDBgxw6NO3b1/jscceMwzDMEpKSgx3d3fj/fffty8/duyY0bx5c/tc1eet7rfGdubs30GVe++91xg3bpxD26xZs4zBgwcbhmEYs2fPNvz8/IzDhw/bl991111GaGioUVpaam+76aabjEcffdRhnB07dhiSjB9++KHWugCcH45gAaizwYMHq7S0VF988YXWr1+vq666Sv7+/ho0aJD9Oqy1a9eqc+fO6tChgyTpu+++0+jRo9W5c2f5+PjYL+DOz8+3jzt27Fh98MEH9iMpb7/9tu68805ZrVbl5eXpxIkTuuGGG9SiRQv7480333R6Eb0r/Xv06OHwPCgoSAcPHpQk7d27VydPnlRkZKR9ua+vr7p06VKn39W5xnbml19+cThKVWX79u2KiIhwaNu2bZu9bceOHbr99tvVunVr+/L8/HyNGjVKzZs3d2jr1KmTwzje3t6STl//BcBczRq6AACNxxVXXKH27dtrzZo1Onr0qAYNGiRJCg4OVkhIiDZu3Kg1a9bo+uuvt68TFxenjh076vXXX7dfa9WtWzdVVFQ49DEMQytWrFDfvn21fv16Pf/885JOf1JRklasWKF27do51OPp6VmjRlf6u7u7Ozy3WCw1rgU7X66O3aZNGx09etShrbKyUrt27VKvXr0c2rdu3aqRI0dKOh3AkpOTHZbv2LFDiYmJ9udlZWXKzc1Vz549Hfr99NNPkiR/f/86bhWAuiJgAXDJkCFDtHbtWh09elSPPPKIvX3gwIH617/+pS1btugvf/mLpNP3dcrNzdXrr7+uP/zhD5JOX7R9Ni8vL40YMUJvv/228vLy1KVLF1177bWSpKuvvlqenp7Kz8+3B7pzcbV/bTp37ix3d3d98cUX9qNxxcXF+vbbbzVw4EBJkoeHhyorK897jup69epV4xN9ubm5KisrU3BwsL0tOztbBQUFioiIUElJiX744QeHAPb999+ruLjYoe3f//63DMNQ9+7dHcbftWuX2rdvrzZt2piyDQDOIGABcMmQIUOUkJCgkydPOgSYQYMGacqUKaqoqLBf4H755ZerdevWeu211xQUFKT8/HxNnz7d6bhjx47Vrbfeqq+++kp33XWXvb1ly5Z6+OGHlZiYKJvNpgEDBqi4uFiff/65fHx8FB8f7zCOq/1r07JlS8XHx+uRRx6Rn5+fAgIClJqaKqvVKovFIkkKDQ3V5s2b9cMPP6hFixby8/OT1Xp+V17ExsYqOTlZR48e1eWXXy7p9NEpSXrppZf0wAMPKC8vTw888IAkqaKiQjt27JCbm5u6detmH2f79u3y8/NTx44dHdrCwsLUokULhznXr1+vG2+88bzqBXBuXIMFwCVDhgzRL7/8oiuuuEKBgYH29kGDBunnn3+2385BkqxWq959913l5OSoW7duSkxM1H//9387Hff666+Xn5+fcnNzNWbMGIdlTzzxhGbOnKm0tDR17dpVN910k1asWFHjmqLz7V+befPmKTo6WrfeeqtiYmLUv39/h0/0Pfzww3Jzc9PVV18tf39/h+vKXNW9e3dde+21eu+99+xt27dvV2xsrPbu3avu3btrxowZmjNnjnx8fPTiiy9qx44d6tKli8O1Wzt27KhxSnHHjh01Tg+WlZVp+fLlmjRp0nnXDKB2FsMwjIYuAgAag9LSUrVr107PPfdcvdwQdMWKFXrkkUe0a9cuWa1WxcbGqm/fvvrrX/9q+lyvvPKKPvzwQ3366aemjw2AU4QAUKtt27Zp9+7dioyMVHFxsebOnSvp9E1Q68Mtt9yi7777TgUFBQoJCdGOHTvsN1s1m7u7u1566aV6GRsAR7AAoFbbtm3Tvffeq9zcXHl4eKh3796aN29ejYvF60NhYaGCgoL01Vdf6eqrr673+QCYi4AFAABgMi5yBwAAMBkBCwAAwGQELAAAAJMRsAAAAExGwAIAADAZAQsAAMBkBCwAAACTEbAAAABMRsACAAAwGQELAADAZAQsAAAAk/1/ORtTBxDozi0AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_conversion_efficiency(sim_data_2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "35f49bfb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_field(sim_data_2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "99a50934",
   "metadata": {},
   "source": [
    "## Design 3 "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c6d8e767",
   "metadata": {},
   "source": [
    "The last design is based on asymmetric linear taper as introduced in `Ning-Ning Feng, Rong Sun, Lionel C. Kimerling, and Jurgen Michel, \"Lossless strip-to-slot waveguide transformer,\" Opt. Lett. 32, 1250-1252 (2007)`[DOI: 10.1364/OL.32.001250](https://doi.org/10.1364/OL.32.001250). This design is the most straightforward while the footprint is relatively large and it contains small features that are difficult to fabricate. In the ideal case as simulated here, the coupling efficiency can also be close to 100%.\n",
    "\n",
    "Again, the process of setting up the simulation is similar to the previous two. Note that for this device, we can only use `symmetry=(0,0,1)` since there is no symmetry in the $y$ direction.\n",
    "\n",
    "<img src=\"img/strip_to_slot_3.png\" width=\"400\" alt=\"Schematic of the third strip to slot converter design\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "15d17d4a",
   "metadata": {},
   "outputs": [],
   "source": [
    "L = 20  # length of the converter region\n",
    "\n",
    "vertices = [\n",
    "    (-buffer, w_strip / 2),\n",
    "    (0, w_strip / 2),\n",
    "    (L, w_slot / 2),\n",
    "    (L + buffer, w_slot / 2),\n",
    "    (L + buffer, g / 2),\n",
    "    (L, g / 2),\n",
    "    (0, -w_strip / 2),\n",
    "    (-buffer, -w_strip / 2),\n",
    "]\n",
    "\n",
    "converter_top = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(-h_si / 2, h_si / 2)), medium=si\n",
    ")\n",
    "\n",
    "vertices = [\n",
    "    (0, -w_strip / 2 - g),\n",
    "    (L, -g / 2),\n",
    "    (L + buffer, -g / 2),\n",
    "    (L + buffer, -w_slot / 2),\n",
    "    (L, -w_slot / 2),\n",
    "]\n",
    "\n",
    "converter_bottom = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(-h_si / 2, h_si / 2)), medium=si\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "a42eb65c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mode_monitor = mode_monitor.copy(update={\"center\": (L + lda0, 0, 0)})\n",
    "\n",
    "Lx = L + 3 * lda0  # simulation domain size in x direction\n",
    "sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "# construct simulation\n",
    "sim_3 = td.Simulation(\n",
    "    center=(L / 2, 0, 0),\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=30, wavelength=lda0),\n",
    "    structures=[converter_top, converter_bottom],\n",
    "    sources=[mode_source],\n",
    "    monitors=[mode_monitor, field_monitor],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    medium=sio2,\n",
    "    symmetry=(0, 0, 1),\n",
    ")\n",
    "\n",
    "sim_3.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "9cf62b52",
   "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\">10:53:01 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'strip_to_slot_converter_3'</span> with task_id             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-03486fd9-788e-4c4d-b3fb-a67914280d44'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:53:01 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'strip_to_slot_converter_3'\u001b[0m with task_id             \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-03486fd9-788e-4c4d-b3fb-a67914280d44'\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-03486fd9-788e-4c4d-b3fb-a67914280d44\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-78</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-788e-4c4d-b3fb-a67914280d44\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">8e-4c4d-b3fb-a67914280d44'</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=460761;https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-788e-4c4d-b3fb-a67914280d44\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=441789;https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-788e-4c4d-b3fb-a67914280d44\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=460761;https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-788e-4c4d-b3fb-a67914280d44\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=140210;https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-788e-4c4d-b3fb-a67914280d44\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=460761;https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-788e-4c4d-b3fb-a67914280d44\u001b\\\u001b[32m-03486fd9-78\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=460761;https://tidy3d.simulation.cloud/workbench?taskId=fdve-03486fd9-788e-4c4d-b3fb-a67914280d44\u001b\\\u001b[32m8e-4c4d-b3fb-a67914280d44'\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=642521;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": "89893e6f0db94d11b9813eafcac16f3c",
       "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\">10:53:03 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.166</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;36m10:53:03 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.166\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\">10:53:04 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:53:04 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cf6e465bc8e0483fb581a642db49aadd",
       "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\">10:53:08 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:53:08 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_3 = web.run(\n",
    "    simulation=sim_3, task_name=\"strip_to_slot_converter_3\", path=\"data/simulation_data.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f1fdc872",
   "metadata": {},
   "source": [
    "The conversion efficiency is also close to 100%."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "357864a4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_conversion_efficiency(sim_data_3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "2df2ba77",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_field(sim_data_3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a77a6ebf",
   "metadata": {},
   "source": [
    "## Closing Remark "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "808cfdd1",
   "metadata": {},
   "source": [
    "Different designs of the converters have their advantages and disadvantages. The choice of the design should be based on fabrication capability, constraints on device footprint, and the required coupling efficiency. In this notebook, we only simulated the ideal designs. To be more practical, simulations that consider the fabrication constraints need to be performed. As introduced in the referenced papers, the pointy tips of the tapers will have a finite width due to the finite fabrication resolution. Simulations with more realistic device geometry will be extremely useful for design and testing.\n",
    "\n",
    "In addition, the design parameters used in this notebook are optimized for the specific waveguide widths, thickness, and materials. For a different platform, the parameters need to be re-optimized, which can be done using the adjoint method as provided in tidy3d's native automatic differentiation integration. Users follow a similar procedure as introduced in the [tutorial](https://www.flexcompute.com/tidy3d/examples/notebooks/Autograd5BoundaryGradients/) of optimizing a waveguide taper."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d6c64d5b",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Passive photonic integrated circuit components"
  ],
  "description": "In this notebook, we demonstrate three different strip to slot waveguide converter designs, each with its advantages and disadvantages.",
  "feature_image": "./img/strip_to_slot_1.png",
  "features": [
   "Mode analysis"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "strip waveguide, slot waveguide, converter, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
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   "name": "python",
   "nbconvert_exporter": "python",
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   "version": "3.11.12"
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  "title": "Strip to Slot Waveguide Converter | Flexcompute",
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