{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# 2D ring resonator\n", "\n", "View this project in [Tidy3D Web App](https://tidy3d.simulation.cloud/workbench?taskId=4b6c5361-8274-4a9b-8d4d-e0c51f31ef6f).\n", "\n", "This is a simple example of using Tidy3D to perform a 2D simulation of a ring resonator side coupled to a dielectric waveguide.\n", "\n", "\n", "\n", "With a center wavelength of 500 nm and 10 nm resolution, this is a challenging FDTD problem because of the large simulation size and the large number of time steps needed to capture the resonance of the ring. However, it can be easily handled with Tidy3D." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:36:33.785351Z", "iopub.status.busy": "2023-02-03T05:36:33.785070Z", "iopub.status.idle": "2023-02-03T05:36:34.455263Z", "shell.execute_reply": "2023-02-03T05:36:34.454918Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
[23:36:34] 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", "\n" ], "text/plain": [ "\u001b[2;36m[23:36:34]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m This version of Tidy3D was pip installed from the \u001b[32m'tidy3d-beta'\u001b[0m repository on \u001b]8;id=805707;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=997786;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#103\u001b\\\u001b[2m103\u001b[0m\u001b]8;;\u001b\\\n", "\u001b[2;36m \u001b[0m PyPI. Future releases will be uploaded to the \u001b[32m'tidy3d'\u001b[0m repository. From now on, \u001b[2m \u001b[0m\n", "\u001b[2;36m \u001b[0m please use \u001b[32m'pip install tidy3d'\u001b[0m instead. \u001b[2m \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
INFO Using client version: 1.9.0rc1 __init__.py:121\n", "\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=902914;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=381863;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": [ "# standard python imports\n", "import numpy as np\n", "from numpy import random\n", "import matplotlib.pyplot as plt\n", "\n", "# tidy3D import\n", "import tidy3d.web as web\n", "import tidy3d as td" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Initial setup\n", "\n", "Our ring resonator will include a ring centered at (0,0) with a waveguide just above the ring spanning the x direction.\n", "\n", "" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:36:34.456984Z", "iopub.status.busy": "2023-02-03T05:36:34.456834Z", "iopub.status.idle": "2023-02-03T05:36:34.459284Z", "shell.execute_reply": "2023-02-03T05:36:34.459003Z" }, "tags": [] }, "outputs": [], "source": [ "# define geometry\n", "wg_width = 0.25\n", "couple_width = 0.05\n", "ring_radius = 3.5\n", "ring_wg_width = 0.25\n", "wg_spacing = 2.0\n", "buffer = 2.0\n", "\n", "# compute quantities based on geometry parameters\n", "x_span = 2*wg_spacing + 2*ring_radius + 2*buffer\n", "y_span = 2*ring_radius + 2*ring_wg_width + wg_width + couple_width + 2*buffer\n", "wg_insert_x = ring_radius + wg_spacing\n", "wg_center_y = ring_radius + ring_wg_width/2. + couple_width + wg_width/2." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define frequency parameters for sources and monitors based on the wavelength range of interest. Since in this case study we are investigating the system's response over a wide range of frequencies we will use a broadband mode source that takes into account frequency-dependent character of waveguide modes. The Tidy3D's broadband feature is designed in such a way that it produces the most accurate results in the range `(freq0 - 1.5 * fwidth, freq0 + 1.5 * fwidth)`, thus we define parameters `freq0` and `fwidth` such that the frequency range of interest is exactly covered by `(freq0 - 1.5 * fwidth, freq0 + 1.5 * fwidth)`." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:36:34.460913Z", "iopub.status.busy": "2023-02-03T05:36:34.460793Z", "iopub.status.idle": "2023-02-03T05:36:34.462805Z", "shell.execute_reply": "2023-02-03T05:36:34.462549Z" }, "tags": [] }, "outputs": [], "source": [ "# wavelength range of interest\n", "lambda_beg = 0.4\n", "lambda_end = 0.6\n", "\n", "# define pulse parameters\n", "freq_beg = td.C_0 / lambda_end\n", "freq_end = td.C_0 / lambda_beg\n", "freq0 = (freq_beg + freq_end) / 2\n", "fwidth = (freq_end - freq0) / 1.5\n", "\n", "min_steps_per_wvl = 30\n", "run_time = 1e-11" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define materials. [(docs)](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc1/api.html#mediums)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:36:34.464316Z", "iopub.status.busy": "2023-02-03T05:36:34.464220Z", "iopub.status.idle": "2023-02-03T05:36:34.466120Z", "shell.execute_reply": "2023-02-03T05:36:34.465862Z" }, "tags": [] }, "outputs": [], "source": [ "n_bg = 1.0\n", "n_solid = 1.5\n", "background = td.Medium(permittivity=n_bg**2)\n", "solid = td.Medium(permittivity=n_solid**2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define structures. [(docs)](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc1/api.html#structures)\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:36:34.467562Z", "iopub.status.busy": "2023-02-03T05:36:34.467468Z", "iopub.status.idle": "2023-02-03T05:36:34.470525Z", "shell.execute_reply": "2023-02-03T05:36:34.470241Z" }, "tags": [] }, "outputs": [], "source": [ "# background of entire domain (set explicitly as a box)\n", "background_box = td.Structure(\n", " geometry=td.Box(\n", " center=[0, 0, 0],\n", " size=[td.inf, td.inf, td.inf],\n", " ),\n", " medium=background,\n", " name='background')\n", "\n", "# waveguide\n", "waveguide = td.Structure(\n", " geometry=td.Box(\n", " center=[0, wg_center_y, 0],\n", " size=[td.inf, wg_width, td.inf],\n", " ),\n", " medium=solid,\n", " name='waveguide')\n", "\n", "# outside ring\n", "outer_ring = td.Structure(\n", " geometry=td.Cylinder(\n", " center=[0,0,0],\n", " axis=2,\n", " radius=ring_radius+ring_wg_width/2.0,\n", " length=td.inf,\n", " ),\n", " medium=solid,\n", " name='outer_ring')\n", "\n", "# inside ring fill\n", "inner_ring = td.Structure(\n", " geometry=td.Cylinder(\n", " center=[0,0,0],\n", " axis=2,\n", " radius=ring_radius-ring_wg_width/2.0,\n", " length=td.inf,\n", " ),\n", " medium=background,\n", " name='inner_ring')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Compute and visualize the waveguide modes." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:36:34.472009Z", "iopub.status.busy": "2023-02-03T05:36:34.471896Z", "iopub.status.idle": "2023-02-03T05:36:34.976645Z", "shell.execute_reply": "2023-02-03T05:36:34.976336Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
WARNING No sources in simulation. simulation.py:494\n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation. \u001b]8;id=351414;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\u001b\\\u001b[2msimulation.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=785533;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#494\u001b\\\u001b[2m494\u001b[0m\u001b]8;;\u001b\\\n" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: divide by zero encountered in det\n", " r = _umath_linalg.det(a, signature=signature)\n", "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: invalid value encountered in det\n", " r = _umath_linalg.det(a, signature=signature)\n" ] } ], "source": [ "from tidy3d.plugins import ModeSolver\n", "\n", "mode_plane = td.Box(\n", " center=[-wg_insert_x, wg_center_y, 0],\n", " size=[0, 2, td.inf],\n", ")\n", "\n", "sim_modesolver = td.Simulation(\n", " size=[x_span, y_span, 0],\n", " grid_spec=td.GridSpec.auto(min_steps_per_wvl=min_steps_per_wvl, wavelength=td.C_0 / freq0),\n", " structures=[background_box, waveguide],\n", " run_time=1e-12,\n", " boundary_spec=td.BoundarySpec.all_sides(boundary=td.Periodic())\n", ")\n", "\n", "mode_spec = td.ModeSpec(num_modes=2)\n", "mode_solver = ModeSolver(simulation=sim_modesolver, plane=mode_plane, mode_spec=mode_spec, freqs=[freq0])\n", "mode_data = mode_solver.solve()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:36:34.978246Z", "iopub.status.busy": "2023-02-03T05:36:34.978120Z", "iopub.status.idle": "2023-02-03T05:36:35.336932Z", "shell.execute_reply": "2023-02-03T05:36:35.336617Z" } }, "outputs": [ { "data": { "image/png": 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\n", 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