{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Bragg grating sections\n", "\n", "Bragg gratings are often used in waveguides, such as optical fibres, which can reflect light of certain frequencies while transmitting others. This is typically achieved by periodically changing the refractive index or dielectric constant in a section of the waveguide, and the reflective and transmitting frequency bands are controlled by appropriately designing the periodicity and material or geometry parameters of the grating.\n", "\n", "In this example, sections of two Bragg gratings will be simulated. The first one involves a waveguide with a perfectly-aligned corrugation on either side, which causes it to act as a reflector. The second one is similar, but with the corrugation on one side misaligned with the corrugation on the other side, so that the structure primarily transmits power.\n", "\n", "Reference: Xu Wang, Yun Wang, Jonas Flueckiger, Richard Bojko, Amy Liu, Adam Reid, James Pond, Nicolas A. F. Jaeger, and Lukas Chrostowski, \"Precise control of the coupling coefficient through destructive interference in silicon waveguide Bragg gratings,\" Opt. Lett. 39, 5519-5522 (2014)" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:19:53.377108Z", "iopub.status.busy": "2023-02-03T04:19:53.376822Z", "iopub.status.idle": "2023-02-03T04:19:54.314612Z", "shell.execute_reply": "2023-02-03T04:19:54.314202Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
[22:19:54] WARNING  This version of Tidy3D was pip installed from the 'tidy3d-beta' repository on   __init__.py:103\n",
       "                    PyPI. Future releases will be uploaded to the 'tidy3d' repository. From now on,                \n",
       "                    please use 'pip install tidy3d' instead.                                                       \n",
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           INFO     Using client version: 1.9.0rc1                                                  __init__.py:121\n",
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\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO \u001b[0m Using client version: \u001b[1;36m1.9\u001b[0m.0rc1 \u001b]8;id=613179;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\u001b\\\u001b[2m__init__.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=24768;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\u001b\\\u001b[2m121\u001b[0m\u001b]8;;\u001b\\\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# basic imports\n", "import numpy as np\n", "import matplotlib.pylab as plt\n", "\n", "# tidy3d imports\n", "import tidy3d as td\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Structure Setup\n", "\n", "First, the geometry of the structure is defined. Both waveguides are set up in the same simulation side-by-side." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:19:54.316948Z", "iopub.status.busy": "2023-02-03T04:19:54.316725Z", "iopub.status.idle": "2023-02-03T04:19:54.335904Z", "shell.execute_reply": "2023-02-03T04:19:54.335504Z" }, "tags": [] }, "outputs": [], "source": [ "# materials\n", "Air = td.Medium(permittivity=1.0)\n", "Si = td.Medium(permittivity=3.47**2)\n", "SiO2 = td.Medium(permittivity=1.44**2)\n", "# SiO2 = td.material_library['SiO2']['Horiba']\n", "\n", "# set basic geometric parameters\n", "wg_height = 0.22\n", "wg_feed_length = 0.75\n", "wg_feed_width = 0.5\n", "corrug_width = 0.05\n", "num_periods = 50\n", "period = 0.324\n", "\n", "shift = period / 2\n", "corrug_length = period / 2\n", "wg_length = num_periods * period\n", "wg_width = wg_feed_width - corrug_width\n", "\n", "wavelength0 = 1.532\n", "freq0 = td.C_0 / wavelength0\n", "fwidth = freq0 / 40.0\n", "run_time = 1250e-15\n", "wavelength_min = td.C_0 / (freq0 + fwidth)\n", "\n", "# place the two waveguides so that their centres are half a free-space wavelength apart\n", "wg1_y = wavelength0 / 2\n", "wg2_y = -wavelength0 / 2\n", "wg_separation = wavelength0 / 2\n", "\n", "# small buffer added to structures so they extend into the PML a bit\n", "pml_buffer = period\n", "\n", "# waveguide 1\n", "wg1_size = [wg_length + pml_buffer, wg_width, wg_height]\n", "wg1_center = [0, wg1_y, wg_height / 2]\n", "wg1_medium = Si\n", "\n", "# waveguide 2\n", "wg2_size = [wg_length + pml_buffer, wg_width, wg_height]\n", "wg2_center = [0, wg2_y, wg_height / 2]\n", "wg2_medium = Si\n", "\n", "# corrugation setup for waveguide 1\n", "cg1_size = [corrug_length, corrug_width, wg_height]\n", "cg1_center_plus = [\n", " -wg_length / 2 + corrug_length / 2,\n", " wg_width / 2 + corrug_width / 2 + wg1_y,\n", " wg_height / 2,\n", "]\n", "cg1_center_minus = [\n", " -wg_length / 2 + corrug_length / 2,\n", " -wg_width / 2 - corrug_width / 2 + wg1_y,\n", " wg_height / 2,\n", "]\n", "cg1_medium = Si\n", "\n", "# corrugation setup for waveguide 2\n", "cg2_size = [corrug_length, corrug_width, wg_height]\n", "cg2_center_plus = [\n", " -wg_length / 2 + corrug_length / 2,\n", " wg_width / 2 + corrug_width / 2 + wg2_y,\n", " wg_height / 2,\n", "]\n", "cg2_center_minus = [\n", " -wg_length / 2 + corrug_length / 2 + shift,\n", " -wg_width / 2 - corrug_width / 2 + wg2_y,\n", " wg_height / 2,\n", "]\n", "cg2_medium = Si\n", "\n", "# substrate\n", "sub_size = [td.inf, td.inf, 2]\n", "sub_center = [0, 0, -1.0]\n", "sub_medium = SiO2\n", "\n", "# create the substrate\n", "substrate = td.Structure(\n", " geometry=td.Box(center=sub_center, size=sub_size),\n", " medium=sub_medium,\n", " name=\"substrate\",\n", ")\n", "\n", "# create the first waveguide\n", "waveguide_1 = td.Structure(\n", " geometry=td.Box(center=wg1_center, size=wg1_size),\n", " medium=wg1_medium,\n", " name=\"waveguide_1\",\n", ")\n", "\n", "# create the second waveguide\n", "waveguide_2 = td.Structure(\n", " geometry=td.Box(center=wg2_center, size=wg2_size),\n", " medium=wg2_medium,\n", " name=\"waveguide_2\",\n", ")\n", "\n", "# create the corrugation for the first waveguide\n", "corrug1_plus = []\n", "corrug1_minus = []\n", "for i in range(num_periods):\n", " # corrugation on the +y side\n", " center = cg1_center_plus\n", " if i > 0:\n", " center[0] += period\n", " plus = td.Structure(\n", " geometry=td.Box(center=center, size=cg1_size),\n", " medium=cg1_medium,\n", " name=f\"corrug1_plus_{i}\",\n", " )\n", "\n", " # corrugation on the -y side\n", " center = cg1_center_minus\n", " if i > 0:\n", " center[0] += period\n", " minus = td.Structure(\n", " geometry=td.Box(center=center, size=cg1_size),\n", " medium=cg1_medium,\n", " name=f\"corrug1_minus_{i}\",\n", " )\n", "\n", " corrug1_plus.append(plus)\n", " corrug1_minus.append(minus)\n", "\n", "# create the corrugation for the second waveguide\n", "corrug2_plus = []\n", "corrug2_minus = []\n", "for i in range(num_periods):\n", " # corrugation on the +y side\n", " center = cg2_center_plus\n", " if i > 0:\n", " center[0] += period\n", " plus = td.Structure(\n", " geometry=td.Box(center=center, size=cg2_size),\n", " medium=cg2_medium,\n", " name=f\"corrug2_plus_{i}\",\n", " )\n", "\n", " # corrugation on the -y side\n", " center = cg2_center_minus\n", " if i > 0:\n", " center[0] += period\n", " minus = td.Structure(\n", " geometry=td.Box(center=center, size=cg2_size),\n", " medium=cg2_medium,\n", " name=f\"corrug2_minus_{i}\",\n", " )\n", "\n", " corrug2_plus.append(plus)\n", " corrug2_minus.append(minus)\n", "\n", "# full simulation domain\n", "sim_size = [\n", " wg_length + wavelength0 * 1.5,\n", " 2 * wavelength0 + wg_width + 2 * corrug_width,\n", " 3.7,\n", "]\n", "sim_center = [0, 0, 0.0]\n", "\n", "# boundary conditions - Bloch boundaries are used to emulate an infinitely long grating\n", "boundary_spec = td.BoundarySpec(\n", " # x=td.Boundary.bloch(bloch_vec=num_periods/2),\n", " x=td.Boundary.pml(),\n", " y=td.Boundary.pml(),\n", " z=td.Boundary.pml(),\n", ")\n", "\n", "# grid specification\n", "grid_spec = td.GridSpec.auto(min_steps_per_wvl=20)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Source Setup\n", "\n", "A mode source is defined for each waveguide." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:19:54.338067Z", "iopub.status.busy": "2023-02-03T04:19:54.337906Z", "iopub.status.idle": "2023-02-03T04:19:54.341922Z", "shell.execute_reply": "2023-02-03T04:19:54.341557Z" }, "tags": [] }, "outputs": [], "source": [ "# mode source for waveguide 1\n", "source1_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth, amplitude=1)\n", "mode_src1 = td.ModeSource(\n", " center=[-wg_length / 2 + period, wg1_y, wg_height / 2],\n", " size=[0, waveguide_1.geometry.size[1] * 2, waveguide_1.geometry.size[2] * 2],\n", " mode_index=0,\n", " direction=\"+\",\n", " source_time=source1_time,\n", " mode_spec=td.ModeSpec(),\n", ")\n", "\n", "# mode source for waveguide 2\n", "source2_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth, amplitude=1)\n", "mode_src2 = td.ModeSource(\n", " center=[-wg_length / 2 + period, wg2_y, wg_height / 2],\n", " size=[0, waveguide_2.geometry.size[1] * 2, waveguide_2.geometry.size[2] * 2],\n", " mode_index=0,\n", " direction=\"+\",\n", " source_time=source2_time,\n", " mode_spec=td.ModeSpec(),\n", ")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Monitor Setup\n", "\n", "To visualize the field distribution in the waveguides, a monitor is placed in the `xy` plane cutting through both waveguides. A pair of flux monitors is also placed on the far side the demonstrate the transmission and reflection characteristics." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:19:54.343954Z", "iopub.status.busy": "2023-02-03T04:19:54.343818Z", "iopub.status.idle": "2023-02-03T04:19:54.348185Z", "shell.execute_reply": "2023-02-03T04:19:54.347820Z" } }, "outputs": [], "source": [ "# create monitors\n", "monitor_xy = td.FieldMonitor(\n", " center=[0, 0, wg_height / 2],\n", " size=[wg_length, 2 * wavelength0 + wg_width + 2 * corrug_width, 0],\n", " freqs=[freq0],\n", " name=\"fields_xy\",\n", ")\n", "\n", "freqs = np.linspace(freq0 - 2 * fwidth, freq0 + 2 * fwidth, 200)\n", "monitor_flux_aligned = td.FluxMonitor(\n", " center=[wg_length / 2 - period, wg1_y, wg_height / 2],\n", " size=[0, waveguide_1.geometry.size[1] * 2, waveguide_1.geometry.size[2] * 2],\n", " freqs=freqs,\n", " name=\"flux_aligned\",\n", ")\n", "\n", "monitor_flux_misaligned = td.FluxMonitor(\n", " center=[wg_length / 2 - period, wg2_y, wg_height / 2],\n", " size=[0, waveguide_2.geometry.size[1] * 2, waveguide_2.geometry.size[2] * 2],\n", " freqs=freqs,\n", " name=\"flux_misaligned\",\n", ")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create Simulation\n", "\n", "All the structures, sources, and monitors are consolidated, and the simulation is created and visualized." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:19:54.350150Z", "iopub.status.busy": "2023-02-03T04:19:54.349976Z", "iopub.status.idle": "2023-02-03T04:19:54.890700Z", "shell.execute_reply": "2023-02-03T04:19:54.890325Z" } }, "outputs": [ { "data": { "text/html": [ "
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# list of all structures\n", "structures = (\n", " [substrate, waveguide_1, waveguide_2]\n", " + corrug1_plus\n", " + corrug1_minus\n", " + corrug2_plus\n", " + corrug2_minus\n", ")\n", "\n", "# list of all sources\n", "sources = [mode_src1, mode_src2]\n", "\n", "# list of all monitors\n", "monitors = [monitor_xy, monitor_flux_aligned, monitor_flux_misaligned]\n", "\n", "# create the simulation\n", "sim = td.Simulation(\n", " center=sim_center,\n", " size=sim_size,\n", " grid_spec=grid_spec,\n", " structures=structures,\n", " sources=sources,\n", " monitors=monitors,\n", " run_time=run_time,\n", " boundary_spec=boundary_spec,\n", ")\n", "\n", "# plot the simulation domain\n", "f, (ax1, ax3) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 6))\n", "sim.plot(x=0, ax=ax1)\n", "sim.plot(z=wg_height / 2, ax=ax3)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Run Simulation" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:19:54.892923Z", "iopub.status.busy": "2023-02-03T04:19:54.892719Z", "iopub.status.idle": "2023-02-03T04:21:47.863751Z", "shell.execute_reply": "2023-02-03T04:21:47.863324Z" } }, "outputs": [ { "data": { "text/html": [ "
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[22:19:58] INFO     status = queued                                                                   webapi.py:262\n",
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[22:20:09] INFO     Maximum FlexUnit cost: 0.115                                                      webapi.py:253\n",
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[22:20:10] INFO     status = preprocess                                                               webapi.py:274\n",
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       "\u001b[2;36m[22:20:14]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=268155;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=136654;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#278\u001b\\\u001b[2m278\u001b[0m\u001b]8;;\u001b\\\n"
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[22:20:25] INFO     running solver                                                                    webapi.py:284\n",
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[22:21:41] INFO     status = postprocess                                                              webapi.py:307\n",
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           INFO     Billed FlexUnit cost: 0.115                                                       webapi.py:311\n",
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[22:21:47] INFO     loading SimulationData from data/bragg.hdf5                                       webapi.py:415\n",
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       "\u001b[2;36m[22:21:47]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/bragg.hdf5                                       \u001b]8;id=437140;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=510539;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
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       "
           WARNING  Simulation final field decay value of 0.00406 is greater than the simulation      webapi.py:421\n",
       "                    shutoff threshold of 1e-05. Consider simulation again with large run_time                      \n",
       "                    duration for more accurate results.                                                            \n",
       "
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      ],
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m Simulation final field decay value of \u001b[1;36m0.00406\u001b[0m is greater than the simulation      \u001b]8;id=696033;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=338403;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#421\u001b\\\u001b[2m421\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         shutoff threshold of \u001b[1;36m1e-05\u001b[0m. Consider simulation again with large run_time         \u001b[2m             \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m         duration for more accurate results.                                               \u001b[2m             \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# run simulation\n",
    "import tidy3d.web as web\n",
    "\n",
    "sim_data = web.run(sim, task_name=\"bragg\", path=\"data/bragg.hdf5\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Field Plot\n",
    "\n",
    "The frequency-domain fields are plotted in the `xy` plane cutting through the waveguides. We notice that the grating with aligned corrugation effectively reflects power at the design frequency, while the misalignment in the second grating causes it to be mostly transmissive."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:21:49.471823Z",
     "iopub.status.busy": "2023-02-03T04:21:49.471711Z",
     "iopub.status.idle": "2023-02-03T04:21:50.662428Z",
     "shell.execute_reply": "2023-02-03T04:21:50.662002Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "
           INFO     Auto meshing using wavelength 1.5320 defined from sources.                     grid_spec.py:510\n",
       "
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       ""
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.rcParams.update({\"font.size\": 14})\n",
    "# plot fields on the monitor\n",
    "fig, ax = plt.subplots(tight_layout=True, figsize=(13, 4))\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"fields_xy\", field_name=\"Ey\", val=\"real\", f=freq0, ax=ax\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Transmission and Reflection\n",
    "\n",
    "The observations made in the field plot above can be confirmed by plotting the flux recorded by the flux monitors as a function of frequency. In the region of the design frequency, indicated by the dashed black line, the drop in flux for the aligned-corrugation grating confirms its reflective property. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:21:50.665882Z",
     "iopub.status.busy": "2023-02-03T04:21:50.665717Z",
     "iopub.status.idle": "2023-02-03T04:21:50.823533Z",
     "shell.execute_reply": "2023-02-03T04:21:50.823094Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.rcParams.update({\"font.size\": 14})\n",
    "# plot transmitted flux for each waveguide\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(9, 4))\n",
    "ax.plot(\n",
    "    td.C_0 / freqs * 1e9,\n",
    "    sim_data[\"flux_aligned\"].flux,\n",
    "    \"-b\",\n",
    "    label=\"Aligned corrugation\",\n",
    ")\n",
    "ax.plot(\n",
    "    td.C_0 / freqs * 1e9,\n",
    "    sim_data[\"flux_misaligned\"].flux,\n",
    "    \"-r\",\n",
    "    label=\"Misaligned corrugation\",\n",
    ")\n",
    "ax.set(xlabel=\"wavelength (nm)\", ylabel=\"flux\", yscale=\"linear\", xscale=\"linear\")\n",
    "ax.grid(visible=True, which=\"both\", axis=\"both\", linewidth=0.4)\n",
    "lims = ax.get_ylim()\n",
    "ax.plot([td.C_0 / freq0 * 1e9, td.C_0 / freq0 * 1e9], [lims[0], lims[1]], \"--k\")\n",
    "plt.legend(loc=\"best\", prop={\"size\": 14})\n",
    "plt.tight_layout()\n"
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