{ "cells": [ { "cell_type": "markdown", "id": "94534c24", "metadata": {}, "source": [ "# Defining spatially varying index using custom medium" ] }, { "cell_type": "markdown", "id": "10952dec", "metadata": {}, "source": [ "When a regular `Tidy3D` [Medium](../_autosummary/tidy3d.Medium.html) is assigned to a [Structure](../_autosummary/tidy3d.Structure.html), the refractive index is homogeneous within the geometry. In some cases, such as gradient-index optics component simulations, a spatially varying refractive index distribution is desirable. In principle, this can be achieved by manually dividing the [Structure](../_autosummary/tidy3d.Structure.html) into smaller sub-components and assigning a refractive index value to each component according to the spatial distribution. However, this process can be tedious and error-prone. Fortunately, `Tidy3D`'s [CustomMedium](../_autosummary/tidy3d.CustomMedium.html) can help you achieve this result very conveniently.\n", "\n", "In this tutorial, we illustrate how to define structures made of [CustomMedium](../_autosummary/tidy3d.CustomMedium.html) that allow for a customized refractive index spatial profile. An example is an ideal gradient index lens that has flat surfaces but a parabolic distribution of refractive index. The simulation result allows us to examine the focusing capability of the lens. \n", "\n", "" ] }, { "cell_type": "code", "execution_count": 1, "id": "8f41d7b4", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:26.765393Z", "iopub.status.busy": "2023-03-27T20:35:26.764928Z", "iopub.status.idle": "2023-03-27T20:35:27.960558Z", "shell.execute_reply": "2023-03-27T20:35:27.959978Z" } }, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import tidy3d as td\n", "from tidy3d import web\n", "from tidy3d import ScalarFieldDataArray\n", "from tidy3d import PermittivityDataset\n" ] }, { "cell_type": "markdown", "id": "97b501eb", "metadata": {}, "source": [ "The lens is designed to work at 1 $\\mu m$ wavelength." ] }, { "cell_type": "code", "execution_count": 2, "id": "7d00a9e8", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:27.963084Z", "iopub.status.busy": "2023-03-27T20:35:27.962785Z", "iopub.status.idle": "2023-03-27T20:35:27.980424Z", "shell.execute_reply": "2023-03-27T20:35:27.979863Z" } }, "outputs": [], "source": [ "lda0 = 1 # central wavelength\n", "\n", "freq0 = td.C_0 / lda0 # central frequency\n" ] }, { "cell_type": "markdown", "id": "34f858f8", "metadata": {}, "source": [ "## Custom medium setup" ] }, { "cell_type": "markdown", "id": "f66c7370", "metadata": {}, "source": [ "With [CustomMedium](../_autosummary/tidy3d.CustomMedium.html), one can customize the spatial profile of refractive index inside a structure. The spatial profile is defined with [ScalarFieldDataAarray](../_autosummary/tidy3d.ScalarFieldDataArray) where we provide scalar data such as refractive index and labeled coordinates. Below, let's see how to define a flat lens whose index of refraction follows $n(r)=n_0(1-Ar^2)$, where $r$ is the radial distance to the $z$-axis. In this particular example, we study a lens of 20 $\\mu m$ radius and 10 $\\mu m$ thickness.\n", "\n", "First, we define the spatial and frequency grids. The refractive index is invariant alone $z$-axis, and varies in the $x$-$y$ plane. For the uniform $z$-axis, we only need to supply one grid point since [CustomMedium](../_autosummary/tidy3d.CustomMedium.html) will automatically generate uniform profiles along the axis where a single grid point is supplied. In the $x$ and $y$ dimensions, we set 100 grid points to fully resolve the refractive index variation. Finally, for the frequency grid, we only support dispersiveless medium at the moment, so we just define the frequency of interest." ] }, { "cell_type": "code", "execution_count": 3, "id": "2732a9df", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:27.982484Z", "iopub.status.busy": "2023-03-27T20:35:27.982331Z", "iopub.status.idle": "2023-03-27T20:35:28.000798Z", "shell.execute_reply": "2023-03-27T20:35:27.999321Z" } }, "outputs": [], "source": [ "Nx, Ny, Nz, Nf = 100, 100, 1, 1 # number of grid points along each dimension\n", "\n", "r = 20 # radius of the lens, unit: micron\n", "t = 10 # thickness of the lens, unit: micron\n", "\n", "# The coordinate for the refractive index data that includes x, y, z, and frequency\n", "# Note: when only one coordinate is supplied along an axis, it means the medium is uniform along this axis.\n", "X = np.linspace(-r, r, Nx) # x grid\n", "Y = np.linspace(-r, r, Ny) # y grid\n", "Z = [0] # z grid\n", "freqs = [freq0] # frequency grid\n" ] }, { "cell_type": "markdown", "id": "9e74eb4b", "metadata": {}, "source": [ "Next, we define a 4-dimensional array that stores the refractive index." ] }, { "cell_type": "code", "execution_count": 4, "id": "86a784fc", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:28.006357Z", "iopub.status.busy": "2023-03-27T20:35:28.005983Z", "iopub.status.idle": "2023-03-27T20:35:28.033893Z", "shell.execute_reply": "2023-03-27T20:35:28.033289Z" } }, "outputs": [], "source": [ "# define coordinate array\n", "x_mesh, y_mesh, z_mesh, freq_mesh = np.meshgrid(X, Y, Z, freqs, indexing=\"ij\")\n", "r_mesh = np.sqrt(x_mesh**2 + y_mesh**2) # radial distance\n", "\n", "# index of refraction array\n", "# assign the refractive index value to the array according to the desired profile\n", "n_data = np.ones((Nx, Ny, Nz, Nf))\n", "n0 = 2\n", "A = 1e-3\n", "n_data[r_mesh <= r] = n0 * (1 - A * r_mesh[r_mesh <= r] ** 2)\n" ] }, { "cell_type": "markdown", "id": "7a9f73ff", "metadata": {}, "source": [ "Finally, we convert the numpy array to a [ScalarFieldDataArray](../_autosummary/tidy3d.ScalarFieldDataArray.html) that labels the coordinate." ] }, { "cell_type": "code", "execution_count": 5, "id": "c2bafbb5", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:28.035892Z", "iopub.status.busy": "2023-03-27T20:35:28.035743Z", "iopub.status.idle": "2023-03-27T20:35:28.052838Z", "shell.execute_reply": "2023-03-27T20:35:28.052278Z" } }, "outputs": [], "source": [ "# convert to dataset array\n", "n_dataset = ScalarFieldDataArray(n_data, coords=dict(x=X, y=Y, z=Z, f=freqs))\n" ] }, { "cell_type": "markdown", "id": "78ebb07c", "metadata": {}, "source": [ "### Defining CustomMedium in three ways\n", "Here, we will illustrate defining custom medium in three different ways:\n", "1. Using classmethod [td.CustomMedium.from_nk](https://docs.flexcompute.com/projects/tidy3d/en/pre/1.9.0/_autosummary/tidy3d.CustomMedium.html#tidy3d.CustomMedium.fron_nk) when refractive index and extinction coefficients are readily available.\n", "2. Using classmethod [td.CustomMedium.from_eps_raw](https://docs.flexcompute.com/projects/tidy3d/en/pre/1.9.0/_autosummary/tidy3d.CustomMedium.html#tidy3d.CustomMedium.fron_eps_raw) to supply complex-valued permittivity data.\n", "3. Define permittivity for each component separately via [PermittivityDataset](../_autosummary/tidy3d.PermittivityDataset.html) to be supplied to `td.CustomMedium`.\n", "\n", "In any of the three ways, you can optionally define how the permittivity is **interpolated** to Yee-grid with `interp_method` that can take the value of \"linear\" or \"nearest\". The default value is \"nearest\". If the custom medium is applied to a geometry larger than the custom medium's grid range, **extrapolation** is automatically applied for Yee grids outside the supplied coordinate region. When the extrapolated value is smaller (greater) than the minimal (maximal) of the supplied data, the extrapolated value will take the minimal (maximal) of the supplied data." ] }, { "cell_type": "code", "execution_count": 6, "id": "f106ecd6", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:28.054723Z", "iopub.status.busy": "2023-03-27T20:35:28.054520Z", "iopub.status.idle": "2023-03-27T20:35:28.087820Z", "shell.execute_reply": "2023-03-27T20:35:28.087377Z" } }, "outputs": [], "source": [ "## Three equivalent ways of defining custom medium for the lens\n", "\n", "# define custom medium with n/k data\n", "mat_custom1 = td.CustomMedium.from_nk(n_dataset, interp_method=\"nearest\")\n", "\n", "# define custom medium with permittivity data\n", "eps_dataset = ScalarFieldDataArray(n_dataset**2, coords=dict(x=X, y=Y, z=Z, f=freqs))\n", "mat_custom2 = td.CustomMedium.from_eps_raw(eps_dataset, interp_method=\"nearest\")\n", "\n", "# define each component of permittivity via \"PermittivityDataset\"\n", "eps_xyz_dataset = PermittivityDataset(\n", " eps_xx=eps_dataset, eps_yy=eps_dataset, eps_zz=eps_dataset\n", ")\n", "mat_custom3 = td.CustomMedium(eps_dataset=eps_xyz_dataset, interp_method=\"nearest\")\n" ] }, { "cell_type": "markdown", "id": "bfcee3d6", "metadata": {}, "source": [ "## Simulation setup\n", "### Define Lens Structure " ] }, { "cell_type": "code", "execution_count": 7, "id": "104ff4f5", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:28.089767Z", "iopub.status.busy": "2023-03-27T20:35:28.089626Z", "iopub.status.idle": "2023-03-27T20:35:28.107037Z", "shell.execute_reply": "2023-03-27T20:35:28.106473Z" } }, "outputs": [], "source": [ "# define the lens structure as a box\n", "lens = td.Structure(\n", " geometry=td.Box(center=(0, 0, t / 2), size=(td.inf, td.inf, t)), medium=mat_custom1\n", ")\n" ] }, { "cell_type": "markdown", "id": "dc23cbf0", "metadata": {}, "source": [ "### Define a Source and Monitor" ] }, { "cell_type": "code", "execution_count": 8, "id": "19f65aa9", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:28.108943Z", "iopub.status.busy": "2023-03-27T20:35:28.108807Z", "iopub.status.idle": "2023-03-27T20:35:28.126853Z", "shell.execute_reply": "2023-03-27T20:35:28.126269Z" } }, "outputs": [], "source": [ "# define a plane wave source\n", "plane_wave = td.PlaneWave(\n", " source_time=td.GaussianPulse(freq0=freq0, fwidth=freq0 / 10),\n", " size=(td.inf, td.inf, 0),\n", " center=(0, 0, -lda0),\n", " direction=\"+\",\n", " pol_angle=0,\n", ")\n", "\n", "\n", "# define a field monitor in the xz plane at y=0\n", "monitor_field_xz = td.FieldMonitor(\n", " center=[0, 0, 0], size=[td.inf, 0, td.inf], freqs=[freq0], name=\"field_xz\"\n", ")\n" ] }, { "cell_type": "markdown", "id": "403be13a", "metadata": {}, "source": [ "### Define a Simulation " ] }, { "cell_type": "code", "execution_count": 9, "id": "2a9b9568", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:28.128871Z", "iopub.status.busy": "2023-03-27T20:35:28.128736Z", "iopub.status.idle": "2023-03-27T20:35:28.185178Z", "shell.execute_reply": "2023-03-27T20:35:28.184601Z" } }, "outputs": [], "source": [ "# simulation domain size\n", "Lx, Ly, Lz = 2 * r, 2 * r, 5 * t\n", "sim_size = (Lx, Ly, Lz)\n", "\n", "run_time = 2e-12 # simulation run time\n", "\n", "# define simulation\n", "sim = td.Simulation(\n", " center=(0, 0, Lz / 2 - lda0),\n", " size=sim_size,\n", " grid_spec=td.GridSpec.auto(min_steps_per_wvl=10, wavelength=lda0),\n", " structures=[lens],\n", " sources=[plane_wave],\n", " monitors=[monitor_field_xz],\n", " run_time=run_time,\n", " boundary_spec=td.BoundarySpec.all_sides(\n", " boundary=td.PML()\n", " ), # pml is applied in all boundaries\n", " symmetry=(\n", " -1,\n", " 1,\n", " 0,\n", " ), # symmetry is used such that only a quarter of the structure needs to be modeled.\n", ")\n" ] }, { "cell_type": "markdown", "id": "a7884ffa", "metadata": {}, "source": [ "### Visualize the Simulation and Gradient Index Distribution " ] }, { "cell_type": "markdown", "id": "4b0b20fd", "metadata": {}, "source": [ "We can use the `plot_eps` method of [Simulation](../_autosummary/tidy3d.Simulation.html) to visualize the simulation setup as well as the permittivity distribution. \n", "\n", "First, plot the $yz$ plane at $x$=0." ] }, { "cell_type": "code", "execution_count": 10, "id": "c52645ee", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:28.187278Z", "iopub.status.busy": "2023-03-27T20:35:28.187135Z", "iopub.status.idle": "2023-03-27T20:35:29.228619Z", "shell.execute_reply": "2023-03-27T20:35:29.228131Z" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sim.plot_eps(x=0)\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "bdc5934d", "metadata": {}, "source": [ "Similarly, plot the $xy$ plane at $z$=0. The spatially varying permittivity is clearly observed." ] }, { "cell_type": "code", "execution_count": 11, "id": "b3820e26", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:29.230682Z", "iopub.status.busy": "2023-03-27T20:35:29.230471Z", "iopub.status.idle": "2023-03-27T20:35:30.035580Z", "shell.execute_reply": "2023-03-27T20:35:30.035085Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sim.plot_eps(z=t / 2)\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "6d4992a4", "metadata": {}, "source": [ "### Submit Simulation Job " ] }, { "cell_type": "markdown", "id": "9c1086db", "metadata": {}, "source": [ "Submit the simulation job to the server." ] }, { "cell_type": "code", "execution_count": 12, "id": "b1959a41", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:35:30.037707Z", "iopub.status.busy": "2023-03-27T20:35:30.037504Z", "iopub.status.idle": "2023-03-27T20:36:45.493269Z", "shell.execute_reply": "2023-03-27T20:36:45.492632Z" } }, "outputs": [ { "data": { "text/html": [ "
[13:35:43] Created task 'gradient_index_lens' with task_id                      webapi.py:139\n",
       "           'fdve-d7c066cb-d005-4355-bd29-94e161114eb5v1'.                                    \n",
       "
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[13:36:07] Maximum FlexCredit cost: 0.676. Use 'web.real_cost(task_id)' to get    webapi.py:286\n",
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[13:36:08] running solver                                                       webapi.py:300\n",
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[13:41:53] status = success                                                     webapi.py:337\n",
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[13:41:57] loading SimulationData from data/simulation.hdf5                     webapi.py:512\n",
       "
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First, plot $E_x$ in the $xz$ plane at $y=0$." ] }, { "cell_type": "code", "execution_count": 13, "id": "877956ab", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:36:46.688421Z", "iopub.status.busy": "2023-03-27T20:36:46.688124Z", "iopub.status.idle": "2023-03-27T20:36:49.047322Z", "shell.execute_reply": "2023-03-27T20:36:49.046682Z" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sim_data.plot_field(\"field_xz\", \"Ex\", vmin=-15, vmax=15)\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "3d1e6cf3", "metadata": {}, "source": [ "The focus is better visualized by plotting the field intensity. A strong focus about 17 $\\mu m$ from the front surface of the lens is observed." ] }, { "cell_type": "code", "execution_count": 14, "id": "9760ce31", "metadata": { "execution": { "iopub.execute_input": "2023-03-27T20:36:49.049692Z", "iopub.status.busy": "2023-03-27T20:36:49.049480Z", "iopub.status.idle": "2023-03-27T20:36:51.343203Z", "shell.execute_reply": "2023-03-27T20:36:51.342680Z" } }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sim_data.plot_field(\"field_xz\", \"E\", \"abs^2\", vmin=0, vmax=300)\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "7db0b5c2", "metadata": {}, "source": [ "## Notes:\n", "* Subpixel averaging is turned off on the surface and inside the structure made of custom medium. Therefore, it is generally recommended to use a finer grid to resolve the fields around curved surfaces. \n", "\n", "* Only non-dispersive custom medium is supported in this release. Dispersive custom medium support is expected in the future." ] }, { "cell_type": "code", "execution_count": null, "id": "ae99d94e", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { "0a3d1cb087a94bad9f8162ca35006ecc": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_75493377cf90478397e915cd158bff90", "msg_id": "", "outputs": [ { "data": { "text/html": "
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