{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "editable": true,
        "slideshow": {
          "slide_type": ""
        },
        "tags": []
      },
      "source": [
        "# Adjoint Optimization of Rectangular Patch Antennas\n",
        "\n",
        "This notebook demonstrates the use of inverse design for the optimization of antennas. A simple rectangular patch antenna, as explored in our [Introduction to Antenna Simulation](https://www.flexcompute.com/tidy3d/examples/notebooks/AntennaCharacteristics/) notebook, is primarily defined by two parameters: its width and height. If you aren't familiar with it already, we strongly recommend going through [Introduction to Antenna Simulation](https://www.flexcompute.com/tidy3d/examples/notebooks/AntennaCharacteristics/) before this one as we will assume knowledge of the RF modeling workflow in tidy3d in this notebook. These are tuned to make the antenna resonate at a desired frequency and match the impedance of the feed line. Usually, these parameters can be found via intuitive design techniques and numerical formulas. However, in this example, we show a different strategy to tuning the antenna parameters. This notebook demonstrates gradient-based RF optimization in Tidy3D. This technique, enabled by the adjoint method and automatic differentiation (autograd), allows for the efficient and simultaneous optimization of all geometric parameters, also known as inverse design.\n",
        "\n",
        "We illustrate this process through the straightforward optimization to find the ideal width and height of a rectangular patch antenna for a single target frequency. In future notebooks, we will build on this example and show more intricate patch antenna designs that take advantage of inverse design to simultaneously tune large numbers of geometric parameters to meet user-defined metrics with high performance. The optimization geometry is shown below. The antenna consists of a metallic patch on a substrate with a ground plane, is excited by an offset feed line, and radiates into free space. \n",
        "\n",
        "<div style=\"display: flex; gap: 10px; justify-content: center;\">\n",
        "    <img src=\"img/rf_autograd_1_patch_antenna_thumbnail.png\" style=\"height:500px; object-fit: contain;\"/>\n",
        "</div>"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "editable": true,
        "slideshow": {
          "slide_type": ""
        },
        "tags": [],
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.029760Z",
          "start_time": "2026-05-08T10:40:57.149704Z"
        }
      },
      "source": [
        "import os\n",
        "import pickle\n",
        "\n",
        "import autograd.numpy as anp\n",
        "import matplotlib.patches as patches\n",
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "import tidy3d as td\n",
        "import tidy3d.plugins.smatrix as smatrix\n",
        "from autograd import value_and_grad\n",
        "from rich.console import Console\n",
        "from rich.text import Text\n",
        "from tidy3d.plugins.autograd import adam, apply_updates\n",
        "from tidy3d.plugins.microwave import rf_material_library\n",
        "from tidy3d.web import run\n",
        "\n",
        "# Setup console and printing parameters for rich printing during optimization loops\n",
        "console = Console()\n",
        "print_decimal_places = 2  # how many decimal places to use in printing\n",
        "print_iteration_frequency = 5  # how often to print optimization progress"
      ],
      "outputs": [],
      "execution_count": 1
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Configuration and Parameters\n",
        "\n",
        "In this first section, we set up a variety of parameters for the optimization, including the frequency bands (specified in Hz) and resonance target as well as useful geometric parameters. Similar to other RF examples, we introduce a scaling factor to convert the default unit in Tidy3D of micrometers to millimeters (mm), which is more commonly used in antenna simulations. Thus, the default unit when looking at constants in this notebook is millimeters."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.038269Z",
          "start_time": "2026-05-08T10:41:00.033832Z"
        }
      },
      "source": [
        "# length scales and geometric parameters for optimization\n",
        "mm = 1e3  # mm scaling\n",
        "\n",
        "# feedline parameters\n",
        "feed_x = 2.46 * mm  # width of feed\n",
        "feed_y = 20 * mm  # length of feed\n",
        "feed_offset = 2.09 * mm  # feed offset from center of patch\n",
        "\n",
        "# substrate geometric parameters\n",
        "sub_width = 23.34 * mm\n",
        "sub_height_extension = 25 * mm\n",
        "\n",
        "sub_x = [-0.5 * sub_width, 0.5 * sub_width]\n",
        "sub_y = [-feed_y, sub_height_extension]\n",
        "sub_z = 0.68 * mm\n",
        "\n",
        "# center and size for placing directivity and far field monitors to capture radiation from the\n",
        "# antenna patch\n",
        "directivity_center_x = np.mean(sub_x)\n",
        "directivity_center_y = np.mean(sub_y)\n",
        "directivity_size_x = 5 * mm + sub_x[1] - sub_x[0]\n",
        "directivity_size_y = 5 * mm + sub_y[1] - sub_y[0]\n",
        "\n",
        "# frequency range (Hz) for simulating\n",
        "freq_start = 7e9\n",
        "freq_stop = 11e9\n",
        "# simulation frequencies to cover enough bandwidth for evaluating and optimizing antennas\n",
        "opt_sim_freqs = [8e9, 10e9]\n",
        "\n",
        "freq0 = 0.5 * (freq_start + freq_stop)  # central frequency\n",
        "wavelength0 = td.C_0 / freq0  # wavelength of central frequency in vacuum\n",
        "\n",
        "# frequencies for computing S-parameters of antennas\n",
        "freqs_s_params = np.linspace(freq_start, freq_stop, 200)\n",
        "\n",
        "# frequencies for optimizing different\n",
        "opt_freqs = [8.25e9]  # single patch target frequency\n",
        "\n",
        "# set ranges of theta and phi to record directivity for\n",
        "theta_directivity = np.linspace(-np.pi, np.pi, 201)\n",
        "phi_directivity = np.linspace(0, np.pi, 101)\n",
        "\n",
        "# set the optimization theta, phi grid for enhancing directivity around theta=0\n",
        "num_theta_opt_points = 12\n",
        "theta_opt = theta_directivity[\n",
        "    (len(theta_directivity) // 2) - (num_theta_opt_points // 2) : (len(theta_directivity) // 2)\n",
        "    + (num_theta_opt_points // 2)\n",
        "    + 1\n",
        "]\n",
        "phi_opt = phi_directivity  # use the full phi sweep, but limit the theta points to be centered around 0 degrees\n",
        "\n",
        "# materials for optimization\n",
        "air = td.Medium()  # set up the antennas so they radiate into air\n",
        "# choose common PCB material, ArlonAD255C, from the RF material library to use as substrate\n",
        "sub_medium = rf_material_library[\"AD255C\"][\"design\"]\n",
        "PEC = td.PEC2D  # thickness-free PEC medium for antenna patches, feed lines, and the ground plane"
      ],
      "outputs": [],
      "execution_count": 2
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Create Simulation Objects\n",
        "\n",
        "To prepare for the optimization, we need to make a base simulation that we can add the antenna geometry and excitation source to. This base simulation includes the ground plane and substrate, the two structures below the patch antenna. In this simulation, we also set up `LayerRefinementSpec` objects around our ground, substrate, and patch antenna layers. The fine mesh improves accuracy of both the simulation and PEC gradients. As in other RF examples, the source will be added later via a `LumpedPort`."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.085897Z",
          "start_time": "2026-05-08T10:41:00.081414Z"
        }
      },
      "source": [
        "def create_base_sim():\n",
        "    \"\"\"\n",
        "    Creates the base simulation for evaluating and optimizing patch antennas. The base simulation includes the\n",
        "    substrate geometry, and ground plane. It also overrides a vertical slice of the simulation where the feed and\n",
        "    patch will be placed with a fine mesh override to ensure accurate simulation and gradients near the PEC boundaries.\n",
        "    \"\"\"\n",
        "    substrate_box = td.Box.from_bounds(\n",
        "        [sub_x[0], sub_y[0], -sub_z / 2.0],\n",
        "        [sub_x[1], sub_y[1], sub_z / 2.0],\n",
        "    )\n",
        "    # Define substrate structure\n",
        "    substrate = td.Structure(\n",
        "        geometry=substrate_box,\n",
        "        medium=sub_medium,\n",
        "    )\n",
        "\n",
        "    # Define ground plane structure and assign the material by PEC\n",
        "    ground_plane = td.Structure(\n",
        "        geometry=substrate_box.updated_copy(\n",
        "            center=list(substrate_box.center[0:2]) + [-sub_z / 2.0],\n",
        "            size=list(substrate_box.size[0:2]) + [0],\n",
        "        ),\n",
        "        medium=PEC,\n",
        "    )\n",
        "\n",
        "    # list of structures for the simulation arranged first by dielectric and then PEC to\n",
        "    # ensure PEC takes precedence at interfaces.\n",
        "    structures_list = [substrate, ground_plane]\n",
        "\n",
        "    # PML wavelength at 10 GHz\n",
        "    wl_pml = wavelength0\n",
        "\n",
        "    # quarter wavelength (at 10 GHz) padding on each side\n",
        "    sim_x_size = sub_x[1] - sub_x[0] + wl_pml / 2.0\n",
        "    sim_y_size = sub_y[1] - sub_y[0] + wl_pml / 2.0\n",
        "    sim_y_center = np.mean(sub_y)\n",
        "\n",
        "    sim_z_max = sub_z + 1.5 * wavelength0\n",
        "    sim_z_min = sub_z - 0.5 * wavelength0\n",
        "    sim_z_center = 0.5 * (sim_z_max + sim_z_min)\n",
        "    sim_z_size = sim_z_max - sim_z_min\n",
        "\n",
        "    # set a fine mesh for the corner refinement based on the center wavelength\n",
        "    dl = wavelength0 / 200.0\n",
        "    mesh_override_vertical_padding = 1 * mm\n",
        "\n",
        "    layer_refinement_ground = td.LayerRefinementSpec.from_structures(\n",
        "        axis=2, min_steps_along_axis=3, structures=[ground_plane]\n",
        "    )\n",
        "\n",
        "    layer_refinement_patch = td.LayerRefinementSpec(\n",
        "        center=(0, sim_y_center, sub_z / 2),\n",
        "        size=(td.inf, td.inf, mesh_override_vertical_padding),\n",
        "        axis=2,\n",
        "        min_steps_along_axis=3,\n",
        "        corner_refinement=td.GridRefinement(dl=dl, num_cells=3),\n",
        "    )\n",
        "\n",
        "    layer_refinement_substrate = td.LayerRefinementSpec.from_structures(\n",
        "        axis=2, structures=[substrate], min_steps_along_axis=3\n",
        "    )\n",
        "\n",
        "    # Truncate the computational domain by PMLs\n",
        "    boundary_spec = td.BoundarySpec(\n",
        "        x=td.Boundary.pml(),\n",
        "        y=td.Boundary.pml(),\n",
        "        z=td.Boundary.pml(),\n",
        "    )\n",
        "\n",
        "    # Create the simulation object\n",
        "    base_sim = td.Simulation(\n",
        "        center=[0.0, sim_y_center, sim_z_center],\n",
        "        size=[sim_x_size, sim_y_size, sim_z_size],\n",
        "        grid_spec=td.GridSpec.auto(\n",
        "            min_steps_per_wvl=20,  # largest cell size is set to 20 cells per smallest wavelength.\n",
        "            wavelength=td.C_0 / freq_stop,  # smallest wavelength to resolve\n",
        "            layer_refinement_specs=[\n",
        "                layer_refinement_ground,\n",
        "                layer_refinement_substrate,\n",
        "                layer_refinement_patch,\n",
        "            ],\n",
        "        ),\n",
        "        structures=structures_list,\n",
        "        sources=[],  # sources will be added by TerminalComponentModeler\n",
        "        monitors=[],\n",
        "        run_time=70 * (substrate.geometry.size[1] / td.C_0),\n",
        "        boundary_spec=boundary_spec,\n",
        "        plot_length_units=\"mm\",  # this option will make plots default to units of millimeters.\n",
        "    )\n",
        "\n",
        "    return base_sim"
      ],
      "outputs": [],
      "execution_count": 3
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "In addition to the base simulation creation, we set up a function to add a feed line and PEC patches to a simulation object. Later, this will allow us to create an antenna with an arbitrary list of patches and insert it into our base simulation."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.131575Z",
          "start_time": "2026-05-08T10:41:00.129389Z"
        }
      },
      "source": [
        "def create_simulation_with_patches(base_sim, patch_boxes, monitors):\n",
        "    \"\"\"\n",
        "    Creates a new simulation from the base simulation that includes PEC patches for all of the Box\n",
        "    objects in patch_boxes as well as adds a feed line.\n",
        "    \"\"\"\n",
        "    patches = []\n",
        "    for patch_box in patch_boxes:\n",
        "        patches.append(td.Structure(geometry=patch_box, medium=PEC))\n",
        "\n",
        "    feed_geometry = td.Box.from_bounds(\n",
        "        [feed_offset - 0.5 * feed_x, -feed_y, sub_z / 2], [feed_offset + 0.5 * feed_x, 0, sub_z / 2]\n",
        "    )\n",
        "\n",
        "    feed = td.Structure(geometry=feed_geometry, medium=PEC)\n",
        "\n",
        "    return base_sim.updated_copy(\n",
        "        structures=list(base_sim.structures) + [feed] + patches,\n",
        "        monitors=list(base_sim.monitors) + monitors,\n",
        "    )"
      ],
      "outputs": [],
      "execution_count": 4
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Finally, we set up a function to create a `LumpedPort` and `TerminalComponentModeler` that will generate the input excitation to the antenna. We can specify an impedance for the port as well as the desired frequencies for the resulting simulation. The `TerminalComponentModeler` will set up the simulations we need to evaluate and optimize the antenna."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.176271Z",
          "start_time": "2026-05-08T10:41:00.174241Z"
        }
      },
      "source": [
        "def create_modeler(simulation, frequencies, radiation_monitors=(), port_impedance=50):\n",
        "    \"\"\"\n",
        "    Creates the LumpedPort and TerminalComponentModeler based on a `simulation`, the desired\n",
        "    simulation `frequencies`, `radiation_monitors` for computing directivity, and a `port_impedance`.\n",
        "    \"\"\"\n",
        "    # Setup a LumpedPort for the TerminalComponentModeler, which is needed\n",
        "    # to end the port with a matched load as well as providing a source for the simulation.\n",
        "    port = smatrix.LumpedPort(\n",
        "        center=[feed_offset, -feed_y, 0],\n",
        "        size=[feed_x, 0, sub_z],\n",
        "        voltage_axis=2,\n",
        "        name=\"lumped_port\",\n",
        "        impedance=port_impedance,\n",
        "    )\n",
        "\n",
        "    # We integrate the base simulation with the LumpedPort using the TerminalComponentModeler.\n",
        "    # This allows us to compute scattering parameters and extract any additional data needed from the simulation.\n",
        "    modeler = smatrix.TerminalComponentModeler(\n",
        "        simulation=simulation,\n",
        "        ports=[port],\n",
        "        freqs=frequencies,\n",
        "        remove_dc_component=False,  # include DC component for more accuracy at low frequencies\n",
        "        radiation_monitors=radiation_monitors,\n",
        "    )\n",
        "\n",
        "    return modeler"
      ],
      "outputs": [],
      "execution_count": 5
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Setup Plotting and Evaluation Functions\n",
        "\n",
        "Here, we set up some helper functions to aid in plotting antenna geometry and evaluating antenna characteristics before and after optimizations. First, we set up a function to plot the antenna structure and feed line along with the surrounding mesh. Near PEC edges, especially when computing gradients, we recommend using a fine mesh. In this function, we can also observe the location where the input source is fed into the antenna to confirm it is at the end of the feed line. **Note: the plotting functions below are useful for visualizations in this notebook, but their internals are not crucial to the understanding of how to set up and run gradient based RF optimizations in tidy3d. Feel free to skim this section and skip to the next section (\"Demonstrating Gradient Based Optimization of a Patch Antenna\") whenever you're ready.**"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.221143Z",
          "start_time": "2026-05-08T10:41:00.219159Z"
        }
      },
      "source": [
        "def plot_structures_and_mesh(patch_boxes):\n",
        "    \"\"\"Plots the antenna structure and surrounding mesh to ensure it looks as expected before running simulations.\"\"\"\n",
        "    base_sim = create_base_sim()\n",
        "\n",
        "    no_additional_monitors = []\n",
        "    sim_with_patches = create_simulation_with_patches(base_sim, patch_boxes, no_additional_monitors)\n",
        "\n",
        "    fig, ax = plt.subplots()\n",
        "\n",
        "    # examine the structure and mesh in the x-y plane\n",
        "    sim_with_patches.plot(\n",
        "        z=sub_z / 2,\n",
        "        ax=ax,\n",
        "        monitor_alpha=0.2,\n",
        "    )\n",
        "    sim_with_patches.plot_grid(z=sub_z / 2, ax=ax)\n",
        "\n",
        "    plt.show()"
      ],
      "outputs": [],
      "execution_count": 6
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Second, we set up a function that can calculate `S11` and realized antenna gain for each polarization. `S11` is the voltage reflection coefficient and $|S_{11}|^2$ is the power reflection coefficient or in other words, the reflected power divided by the input power. A good antenna will have a small `S11` at its operating frequencies. `S11` is plotted in dB and thus at resonance, we will see a large, negative value corresponding to low reflection. Before and after an optimization, this is one way to evaluate how well the optimization tuned the geometry for the correct frequencies. In the realized gain plot, we can see how efficiently energy is radiating from the antenna and in what direction when compared to an isotropic radiator. For simplicity and to keep plots less crowded, we collect the realized gain for the optimization frequencies while we compute `S11` value over a broad spectrum."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.265218Z",
          "start_time": "2026-05-08T10:41:00.262916Z"
        }
      },
      "source": [
        "def evaluate_antenna(patch_params, eval_s_params_freqs):\n",
        "    \"\"\"\n",
        "    Evaluate the S11 parameter and realized gain in both polarizations for the given antenna geometry.\n",
        "    The S11 is calculated across a broad spectrum while the realized gain is only computed for the opt_freqs.\n",
        "    \"\"\"\n",
        "    patch_boxes = params_to_boxes(patch_params)\n",
        "\n",
        "    base_sim = create_base_sim()\n",
        "    no_additional_monitors = []\n",
        "    sim_with_patches = create_simulation_with_patches(base_sim, patch_boxes, no_additional_monitors)\n",
        "\n",
        "    monitor_directivity = td.DirectivityMonitor(\n",
        "        center=[directivity_center_x, directivity_center_y, 0],\n",
        "        size=(\n",
        "            directivity_size_x,\n",
        "            directivity_size_y,\n",
        "            4 * mm,\n",
        "        ),\n",
        "        freqs=opt_freqs,\n",
        "        name=\"directivity\",\n",
        "        phi=list(phi_directivity),\n",
        "        theta=list(theta_directivity),\n",
        "        far_field_approx=True,\n",
        "    )\n",
        "\n",
        "    # we only need whatever frequencies are unique in these two lists to have all the data we need for computing\n",
        "    # S11 and gain\n",
        "    eval_freqs = np.unique(list(eval_s_params_freqs) + list(opt_freqs))\n",
        "\n",
        "    modeler = create_modeler(sim_with_patches, eval_freqs, radiation_monitors=[monitor_directivity])\n",
        "    smatrix_data = run(modeler, task_name=\"smatrix\", verbose=False)\n",
        "\n",
        "    antenna_parameters_freq = smatrix_data.get_antenna_metrics_data(monitor_name=\"directivity\")\n",
        "    partial_realized_gain = antenna_parameters_freq.partial_realized_gain(pol_basis=\"linear\")\n",
        "\n",
        "    return smatrix_data, partial_realized_gain"
      ],
      "outputs": [],
      "execution_count": 7
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Given the optimization results, we can plot the comparison of two antenna simulations using the `plot_antenna_comparison` function below. We can easily compare the initial and final optimization states to see how well the resulting antenna is performing in our desired metrics. During the optimization, we will also periodically save the `S11` and gain of the antenna. The function `plot_antenna_evolution` allows us to plot these metrics out so we can see how performance evolved over the course of the optimization."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.314591Z",
          "start_time": "2026-05-08T10:41:00.307562Z"
        }
      },
      "source": [
        "def plot_antenna_comparison(\n",
        "    s_matrix_list,\n",
        "    sim_data_list,\n",
        "    partial_realized_gain_list,\n",
        "    plot_phi,\n",
        "    plot_title=\"Antenna Simulation Comparison\",\n",
        "    sim_names=None,\n",
        "    single_color_gain_plots=False,\n",
        "    savefig_fname=None,\n",
        "):\n",
        "    \"\"\"\n",
        "    Plots a comparison of two sets of simulation data.\n",
        "\n",
        "    Args:\n",
        "        s_matrix_list: List of S-matrix objects [s_matrix_sim1, s_matrix_sim2].\n",
        "        sim_data_list: List of sim_data objects [sim_data_sim1, sim_data_sim2],\n",
        "                       where each sim_data contains a \"radiation\" DirectivityMonitor output.\n",
        "        partial_realized_gain_list: List of realized gain in linear polarization for each simulation.\n",
        "        plot_phi: The phi value to select in the realized gain data for plotting.\n",
        "        plot_title: Optional title to specify for plot (default is \"Antenna Simulation Comparison\").\n",
        "        sim_names: Optional list of names for simulations for clearer legends.\n",
        "        single_color_gain_plots: Optional choice to use a single color for all the frequencies\n",
        "                                 in the gain plot (True) or have each frequency a different\n",
        "                                 color (False). Default is False.\n",
        "        savefig_fname: An optional filename to save the resulting figure\n",
        "    \"\"\"\n",
        "\n",
        "    num_simulations = len(s_matrix_list)\n",
        "    if num_simulations != 2 or len(sim_data_list) != 2:\n",
        "        print(\"Warning: This function is designed to compare exactly two simulations.\")\n",
        "\n",
        "    alphas = [0.5, 1.0]  # Alpha for sim1, sim2\n",
        "    if sim_names is None or len(sim_names) != num_simulations:\n",
        "        sim_names = [f\"Sim {i + 1}\" for i in range(num_simulations)]\n",
        "\n",
        "    grid_spec_cols = 3  # S11 and realized gain for each polarization side-by-side\n",
        "    fig_width = grid_spec_cols * 4.5\n",
        "    fig_height = 6.5\n",
        "\n",
        "    num_rows = 1\n",
        "\n",
        "    fig = plt.figure(figsize=(fig_width, fig_height), constrained_layout=True)\n",
        "    gs = fig.add_gridspec(num_rows, grid_spec_cols)\n",
        "    axs_list = []\n",
        "\n",
        "    # plot the S11 parameter comparison for each simulation\n",
        "    ax_s11 = fig.add_subplot(gs[0, 0])\n",
        "    axs_list.append(ax_s11)\n",
        "    ax_s11.set_title(\"$S_{11}$ Coefficient\")\n",
        "    ax_s11.set_xlabel(\"Frequency (GHz)\")\n",
        "    ax_s11.set_ylabel(\"$|S_{11}|^2$ (dB)\")\n",
        "\n",
        "    for sim_idx in range(num_simulations):\n",
        "        s_matrix = s_matrix_list[sim_idx]\n",
        "        current_alpha = alphas[sim_idx]\n",
        "        sim_label_name = sim_names[sim_idx]\n",
        "\n",
        "        s11_freqs_ghz = s_matrix.data.coords[\"f\"] / 1e9\n",
        "        s11_data_selection = s_matrix.data.isel(port_out=0, port_in=0)\n",
        "\n",
        "        s11_values_flat = s11_data_selection.values.flatten()\n",
        "        s11_values_db = 20 * np.log10(np.abs(s11_values_flat))\n",
        "        ax_s11.plot(\n",
        "            s11_freqs_ghz,\n",
        "            s11_values_db,\n",
        "            alpha=current_alpha,\n",
        "            label=f\"{sim_label_name})\",\n",
        "        )\n",
        "\n",
        "    for opt_freq in opt_freqs:\n",
        "        ax_s11.axvline(x=opt_freq / 1e9, color=\"k\", linestyle=\"--\")\n",
        "\n",
        "    ax_s11.set_ylim(-25, 2)\n",
        "    ax_s11.grid(True)\n",
        "    ax_s11.legend()\n",
        "\n",
        "    # for each linear polarization component, plot the realized gain for each linear polarization\n",
        "    polarization_components = [\"Gtheta\", \"Gphi\"]\n",
        "\n",
        "    for pol_idx, pol_component in enumerate(polarization_components):\n",
        "        ax_polar = fig.add_subplot(gs[0, 1 + pol_idx], projection=\"polar\")\n",
        "        axs_list.append(ax_polar)\n",
        "        ax_polar.set_title(f\"Realized Gain for {pol_component}\")\n",
        "\n",
        "        ax_polar.set_theta_direction(-1)\n",
        "        ax_polar.set_theta_offset(np.pi / 2.0)\n",
        "        ax_polar.grid(True)\n",
        "        ax_polar.set_rlabel_position(22.5)\n",
        "\n",
        "        overall_max_gain = -np.inf\n",
        "        color_cycle = plt.rcParams[\"axes.prop_cycle\"].by_key()[\"color\"]\n",
        "\n",
        "        for freq_idx, eval_freq in enumerate(opt_freqs):\n",
        "            base_color = color_cycle[freq_idx % len(color_cycle)]\n",
        "            if single_color_gain_plots:\n",
        "                base_color = color_cycle[0]\n",
        "            freq_label_for_legend = f\"{eval_freq / 1e9:.2f} GHz\"\n",
        "\n",
        "            # Plot data for each simulation for the current frequency\n",
        "            for sim_idx in range(num_simulations):\n",
        "                current_alpha = alphas[sim_idx]\n",
        "\n",
        "                if single_color_gain_plots:\n",
        "                    base_color = color_cycle[sim_idx]\n",
        "\n",
        "                realized_gain_data = partial_realized_gain_list[sim_idx][pol_component].sel(\n",
        "                    f=eval_freq, phi=plot_phi, method=\"nearest\"\n",
        "                )\n",
        "\n",
        "                gain_values_for_plot = realized_gain_data.squeeze().values\n",
        "\n",
        "                current_max_val = np.max(gain_values_for_plot)\n",
        "                if current_max_val > overall_max_gain:\n",
        "                    overall_max_gain = current_max_val\n",
        "\n",
        "                # Label only the second simulation's line (alpha=1.0) for the legend entry of this frequency\n",
        "                label_to_use = f\"{freq_label_for_legend} ({sim_names[sim_idx]})\"\n",
        "                ax_polar.plot(\n",
        "                    theta_directivity,\n",
        "                    gain_values_for_plot,\n",
        "                    color=base_color,\n",
        "                    alpha=current_alpha,\n",
        "                    label=label_to_use,\n",
        "                )\n",
        "\n",
        "        ax_polar.set_rlim(0, overall_max_gain * 1.1 if overall_max_gain > 0 else 1.0)\n",
        "        ax_polar.legend(title=\"Frequency (GHz)\", loc=\"best\", fontsize=\"small\")\n",
        "\n",
        "    fig.suptitle(plot_title, fontsize=16)\n",
        "\n",
        "    if savefig_fname:\n",
        "        plt.savefig(savefig_fname)\n",
        "\n",
        "    plt.show()\n",
        "\n",
        "\n",
        "def plot_antenna_evolution(s11_sq_dB, s11_f, partial_realized_gain, gain_freqs):\n",
        "    \"\"\"Plots the evolution of the antenna S11 and and realized gain throughout an optimization.\n",
        "    Args:\n",
        "        s11_sq_dB: List of |S11|^2 (in dB) at each point in optimization. The length should match the\n",
        "                   length of `partial_realized_gain`\n",
        "        s11_f: Frequencies for each S11 array\n",
        "        partial_realized_gain: List of realized gain objects broken into linear polarization. The length\n",
        "                               of this list should match the length of `s11_sq_dB`\n",
        "        gain_freqs: List of frequencies for each realized gain object.\n",
        "    \"\"\"\n",
        "    num_lines = len(s11_sq_dB)\n",
        "\n",
        "    alphas = np.linspace(0.25, 1.0, num_lines)\n",
        "\n",
        "    fig_width = 13.5\n",
        "    fig_height = 6.5\n",
        "\n",
        "    fig = plt.figure(figsize=(fig_width, fig_height), constrained_layout=True)\n",
        "    num_rows = 1\n",
        "    grid_spec_cols = 3\n",
        "    gs = fig.add_gridspec(num_rows, grid_spec_cols)\n",
        "    axs_list = []\n",
        "\n",
        "    ax_s11 = fig.add_subplot(gs[0, 0])\n",
        "    axs_list.append(ax_s11)\n",
        "    ax_s11.set_title(\"$S_{11}$ Coefficient\")\n",
        "    ax_s11.set_xlabel(\"Frequency (GHz)\")\n",
        "    ax_s11.set_ylabel(\"$|S_{11}|^2$ (dB)\")\n",
        "\n",
        "    color_cycle = plt.rcParams[\"axes.prop_cycle\"].by_key()[\"color\"]\n",
        "\n",
        "    for idx in range(0, num_lines):\n",
        "        ax_s11.plot(s11_f, s11_sq_dB[idx], color=color_cycle[0], linewidth=1.5, alpha=alphas[idx])\n",
        "\n",
        "    ax_s11.set_ylim(-25, 2)\n",
        "    ax_s11.grid(True)\n",
        "\n",
        "    def add_polar_sequence(grid_col, pol_component, title):\n",
        "        ax_polar = fig.add_subplot(gs[0, grid_col], projection=\"polar\")\n",
        "        axs_list.append(ax_polar)\n",
        "        ax_polar.set_title(f\"Realized Gain for {pol_component}\")\n",
        "\n",
        "        ax_polar.set_theta_direction(-1)\n",
        "        ax_polar.set_theta_offset(np.pi / 2.0)\n",
        "        ax_polar.grid(True)\n",
        "        ax_polar.set_rlabel_position(22.5)\n",
        "\n",
        "        for idx in range(0, num_lines):\n",
        "            partial_realized_gain_batch = partial_realized_gain[idx][pol_component]\n",
        "            partial_realized_gain_batch = np.reshape(\n",
        "                partial_realized_gain_batch, (len(gain_freqs), len(theta_directivity))\n",
        "            )\n",
        "\n",
        "            for freq_idx in range(0, len(gain_freqs)):\n",
        "                gain_values_for_plot = partial_realized_gain_batch[freq_idx]\n",
        "\n",
        "                ax_polar.plot(\n",
        "                    theta_directivity,\n",
        "                    gain_values_for_plot,\n",
        "                    color=color_cycle[freq_idx],\n",
        "                    alpha=alphas[idx],\n",
        "                )\n",
        "\n",
        "            ax_polar.set_title(title)\n",
        "\n",
        "    add_polar_sequence(1, \"Gtheta\", \"Realized Gain\\n(Gtheta), phi=0\")\n",
        "    add_polar_sequence(2, \"Gphi\", \"Realized Gain\\n(Gphi), phi=0\")\n",
        "\n",
        "    plt.show()"
      ],
      "outputs": [],
      "execution_count": 8
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "We set up a function to plot the figure of merit trajectory of the optimization and compare the initial and final antenna geometries. This is an indication of how well the optimization worked as well as a demonstration of the overall change that occurred over the course of the optimization."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.363352Z",
          "start_time": "2026-05-08T10:41:00.358418Z"
        }
      },
      "source": [
        "def plot_optimization_results(\n",
        "    figure_of_merit, feed_rect, init_rectangles, final_rectangles, savefig_fname=None\n",
        "):\n",
        "    \"\"\"\n",
        "    Plots a main rectangle and two lists of other rectangles with specified styles.\n",
        "\n",
        "    Args:\n",
        "        figure_of_merit: Figure of merit for each iteration during the optimization.\n",
        "        feed_rect: The rectangular corresponding to the feed line.\n",
        "        init_rectangles: A list of rectangles corresponding to the initial state\n",
        "                         of the optimization.\n",
        "        final_rectangles: A list of rectangles corresponding to the final condition\n",
        "                         of the optimization.\n",
        "        savefig_fname: Optional filename to save the resulting figure.\n",
        "\n",
        "    \"\"\"\n",
        "    fig, ax = plt.subplots(1, 2)\n",
        "    ax[1].set_aspect(\"equal\", adjustable=\"box\")\n",
        "\n",
        "    all_rects_params = []  # to store (x_bl, y_bl, width, height) for limit calculation\n",
        "\n",
        "    # helper function to add a rectangle and collect its parameters\n",
        "    def add_rectangle_to_plot(\n",
        "        rect_obj, facecolor, alpha=1.0, edgecolor=\"black\", linestyle=\"solid\", legend=None\n",
        "    ):\n",
        "        \"\"\"\n",
        "        Adds a single rectangle to the plot and collects its parameters.\n",
        "\n",
        "        Args:\n",
        "            rect_obj: The rectangle object with 'center' and 'size'.\n",
        "            facecolor: The face color of the rectangle.\n",
        "            alpha: Optional transparency of the rectangle.\n",
        "            edgecolor: Optional edge color of the rectangle.\n",
        "            linestyle: Optional line style of the rectangle's border.\n",
        "            legend: Optional legend entry to use for this rectangle.\n",
        "        \"\"\"\n",
        "        center_x, center_y, _ = (coord / mm for coord in rect_obj.center)\n",
        "        width, height, _ = (sz / mm for sz in rect_obj.size)\n",
        "\n",
        "        # Calculate bottom-left corner coordinates\n",
        "        bottom_left_x = center_x - width / 2\n",
        "        bottom_left_y = center_y - height / 2\n",
        "\n",
        "        all_rects_params.append((bottom_left_x, bottom_left_y, width, height))\n",
        "\n",
        "        rect_patch = patches.Rectangle(\n",
        "            (bottom_left_x, bottom_left_y),\n",
        "            width,\n",
        "            height,\n",
        "            facecolor=facecolor,\n",
        "            alpha=alpha,\n",
        "            edgecolor=edgecolor,\n",
        "            linestyle=linestyle,\n",
        "            linewidth=1,  # Default linewidth for borders\n",
        "            label=legend,\n",
        "        )\n",
        "        ax[1].add_patch(rect_patch)\n",
        "\n",
        "    add_rectangle_to_plot(feed_rect, facecolor=\"gold\", edgecolor=\"black\")\n",
        "\n",
        "    legends_init_rect = [\n",
        "        \"initial\" if (idx == 0) else None for idx in range(0, len(init_rectangles))\n",
        "    ]\n",
        "    legends_final_rect = [\n",
        "        \"final\" if (idx == 0) else None for idx in range(0, len(final_rectangles))\n",
        "    ]\n",
        "\n",
        "    # plot rectangles from the second list (gold)\n",
        "    for idx, rect_obj in enumerate(final_rectangles):\n",
        "        add_rectangle_to_plot(\n",
        "            rect_obj, facecolor=\"gold\", edgecolor=\"black\", legend=legends_final_rect[idx]\n",
        "        )  # Added black edge for consistency\n",
        "\n",
        "    # plot rectangles from the first list (gray, 0.25 alpha, dotted black border)\n",
        "    for idx, rect_obj in enumerate(init_rectangles):\n",
        "        add_rectangle_to_plot(\n",
        "            rect_obj,\n",
        "            facecolor=\"gray\",\n",
        "            alpha=0.25,\n",
        "            edgecolor=\"black\",\n",
        "            linestyle=\"dotted\",\n",
        "            legend=legends_init_rect[idx],\n",
        "        )\n",
        "\n",
        "    # calculate plot limits\n",
        "    if all_rects_params:\n",
        "        min_x = min(p[0] for p in all_rects_params)\n",
        "        min_y = min(p[1] for p in all_rects_params)\n",
        "        max_x = max(p[0] + p[2] for p in all_rects_params)  # max x is bottom_left_x + width\n",
        "        max_y = max(p[1] + p[3] for p in all_rects_params)  # max y is bottom_left_y + height\n",
        "\n",
        "        # add some padding to the limits\n",
        "        padding_x = (max_x - min_x) * 0.1 if (max_x - min_x) > 0 else 1\n",
        "        padding_y = (max_y - min_y) * 0.1 if (max_y - min_y) > 0 else 1\n",
        "\n",
        "        ax[1].set_xlim(min_x - padding_x, max_x + padding_x)\n",
        "        ax[1].set_ylim(min_y - padding_y, max_y + padding_y)\n",
        "    else:\n",
        "        # default limits if no rectangles are plotted\n",
        "        ax[1].set_xlim(-5, 5)\n",
        "        ax[1].set_ylim(-5, 5)\n",
        "\n",
        "    ax[1].set_title(\"Antenna Geometry\")\n",
        "    ax[1].set_xlabel(\"X-coordinate (mm)\")\n",
        "    ax[1].set_ylabel(\"Y-coordinate (mm)\")\n",
        "    ax[1].grid(True, linestyle=\"--\", alpha=0.7)\n",
        "\n",
        "    ax[1].legend(loc=\"lower left\", bbox_to_anchor=(1.0, 0.75))\n",
        "\n",
        "    ax[0].plot(figure_of_merit, color=\"green\", linewidth=2)\n",
        "    ax[0].set_title(\"Optimization\")\n",
        "    ax[0].set_xlabel(\"Iteration\")\n",
        "    ax[0].set_ylabel(\"Figure of Merit\")\n",
        "\n",
        "    if savefig_fname:\n",
        "        plt.savefig(savefig_fname)\n",
        "\n",
        "    plt.show()"
      ],
      "outputs": [],
      "execution_count": 9
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Demonstrating Gradient Based Optimization of a Patch Antenna\n",
        "\n",
        "In our optimization, we use the adjoint gradients to tune the width and height of a single patch antenna element. As a first step, we create an objective function that takes in parameters defining the antenna geometry which correspond to `Box` geometries that can be imported into the simulation. After adding the source via the `TerminalComponentModeler`, the objective runs a simulation and we compute the `S11` spectrum and flux into a band of angles above the antenna. `S11` is a measure of how much energy is reflected and the radiated flux over a set of angles gives us a good figure of merit for directivity. We optimize the antenna to direct the radiated power at 0 degrees, directly outward from the antenna plane. The two figures are combined together into one by computing reflection efficiency as $1 - |S_{11}|^2$ and multiplying by the sum of the flux over a narrow band of angles around 0 degrees normalized by the initial flux in each of these angles, which is specified through `poynting_flux_initial`. The `objective_fn` uses the helper function `compute_poynting_and_s11` to compute these metrics.\n",
        "\n",
        "\n",
        "<div style=\"display: flex; gap: 10px;\">\n",
        "    <img src=\"img/antenna_figure_of_merit.png\" style=\"height: 350px; object-fit: contain;\" />\n",
        "</div>\n",
        "\n",
        "Below, we show the functional flow for computing the objective function below and where automatic differentiation comes into the picture. By plugging into the `autograd` library with tidy3d, we can compute the gradient function for our objective function. In each iteration of the optimization, we use this function to calculate the gradient of the objective with respect to the antenna patch parameters. Using this gradient, the parameters are updated to improve the objective function value. This process continues in our case for a fixed number of iterations but can also be done until convergence or some other criteria are met.\n",
        "\n",
        "<div style=\"display: flex; gap: 10px;\">\n",
        "    <img src=\"img/pec_optimization_workflow.png\" style=\"height: 600px; object-fit: contain;\" />\n",
        "</div>\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.411066Z",
          "start_time": "2026-05-08T10:41:00.406647Z"
        }
      },
      "source": [
        "def compute_poynting_and_s11(\n",
        "    patch_params,\n",
        "    log_simulation_cost=False,\n",
        "):\n",
        "    \"\"\"\n",
        "    Computes the Poynting flux for an antenna. The antenna parameters are specified in and\n",
        "    `patch_params` are converted these parameters to simulation objects. These objects are inserted\n",
        "    into a base simulation. After setup, the antenna simulation is run to compute the `S11` and the\n",
        "    Poynting flux considering just the angular components in the `FieldProjectionAngleMonitor`.\n",
        "    \"\"\"\n",
        "    base_sim = create_base_sim()\n",
        "\n",
        "    # set up monitor that will be used as a data source for far field projection\n",
        "    monitor_radiation = td.FieldMonitor(\n",
        "        center=[directivity_center_x, directivity_center_y, 0.5 * sub_z + 5 * mm],\n",
        "        size=(directivity_size_x, directivity_size_y, 0.0),\n",
        "        freqs=opt_freqs,\n",
        "        name=\"radiation\",\n",
        "        colocate=False,\n",
        "    )\n",
        "    # set up monitor that will be used to project radiation to the far field so we can\n",
        "    # optimize for directivity\n",
        "    monitor_far_field = td.FieldProjectionAngleMonitor(\n",
        "        center=[directivity_center_x, directivity_center_y, 0.5 * sub_z + 5 * mm],\n",
        "        size=(directivity_size_x, directivity_size_y, 0.0),\n",
        "        freqs=opt_freqs,\n",
        "        name=\"far_field\",\n",
        "        phi=phi_opt,\n",
        "        theta=theta_opt,\n",
        "        far_field_approx=True,\n",
        "        proj_distance=50 * wavelength0,  # project far away form antenna\n",
        "    )\n",
        "\n",
        "    antenna_monitors = [monitor_radiation, monitor_far_field]\n",
        "\n",
        "    # Add antenna patches to simulation\n",
        "    sim_with_patches = create_simulation_with_patches(\n",
        "        base_sim, params_to_boxes(patch_params), antenna_monitors\n",
        "    )\n",
        "\n",
        "    # Create the `TerminalComponentModeler` to add the source and get the simulation we can run\n",
        "    # to evaluate the antenna performance\n",
        "    modeler_freqs = sorted(set(list(opt_sim_freqs) + list(opt_freqs)))\n",
        "\n",
        "    modeler = create_modeler(\n",
        "        sim_with_patches,\n",
        "        modeler_freqs,\n",
        "    )\n",
        "\n",
        "    # Run the simulations for the antenna\n",
        "    if log_simulation_cost:\n",
        "        job = td.web.Job(simulation=modeler, task_name=\"smatrix\", verbose=False)\n",
        "        smatrix_data = job.run()\n",
        "        cost = td.web.real_cost(job.task_id)\n",
        "        console.print(\n",
        "            f\"The antenna cost [bold yellow]{cost:.3f}[/bold yellow] FlexCredits to run. \"\n",
        "            f\"Each iteration of the optimization will cost around \"\n",
        "            f\"[bold cyan]{2 * cost:.3f}[/bold cyan] FlexCredits to complete.\"\n",
        "        )\n",
        "    else:\n",
        "        smatrix_data = run(modeler, task_name=\"smatrix\", verbose=False, local_gradient=False)\n",
        "\n",
        "    # Set up a `FieldProjector` based on the 'radiation' monitor near the patch\n",
        "    projector = td.FieldProjector.from_near_field_monitors(\n",
        "        sim_data=smatrix_data.data[\"lumped_port\"],\n",
        "        near_monitors=[monitor_radiation],\n",
        "        normal_dirs=[\"+\"],  # we are projecting along the +z direction\n",
        "    )\n",
        "    # Project this near field into the subset of far field components\n",
        "    # specified by the 'far_field' monitor\n",
        "    radiation_data = projector.project_fields(monitor_far_field)\n",
        "    poynting_flux = np.abs(\n",
        "        np.real(\n",
        "            0.5\n",
        "            * (\n",
        "                radiation_data.Etheta * np.conj(radiation_data.Hphi)\n",
        "                - radiation_data.Ephi * np.conj(radiation_data.Htheta)\n",
        "            )\n",
        "        )\n",
        "    )\n",
        "\n",
        "    return poynting_flux, smatrix_data.smatrix()\n",
        "\n",
        "\n",
        "def objective_fn(patch_params, poynting_flux_initial):\n",
        "    \"\"\"\n",
        "    Objective function for an antenna optimization that computes a product of the reflection\n",
        "    efficiency and the increased flux in a set of optimization angles compared to the initial design.\n",
        "    \"\"\"\n",
        "\n",
        "    def weights_from_merit(merit):\n",
        "        \"\"\"\n",
        "        Computes performance based weights that sum to a total weight of 1.\n",
        "        For a given frequency, the weights are inversely tied to the performance\n",
        "        so that figures of merit that are lagging get favored more than those that\n",
        "        are leading.\n",
        "        \"\"\"\n",
        "        weights = (2.0 / len(merit)) - (merit**2 / anp.sum(merit**2))\n",
        "        clip_weights = anp.maximum(weights, 0.0)\n",
        "\n",
        "        inv_weights = 1.0 / anp.sum(clip_weights)\n",
        "        renorm_weights = clip_weights * inv_weights\n",
        "\n",
        "        return renorm_weights\n",
        "\n",
        "    poynting_flux, smatrix = compute_poynting_and_s11(patch_params)\n",
        "\n",
        "    fom_by_freq = []\n",
        "    for freq in opt_freqs:\n",
        "        directivity_metric = np.sum(poynting_flux.sel(f=freq).data) / np.sum(\n",
        "            poynting_flux_initial.sel(f=freq).data\n",
        "        )\n",
        "\n",
        "        s11 = np.abs(smatrix.data.isel(port_out=0, port_in=0).sel(f=freq).data)\n",
        "\n",
        "        fom = (1 - np.abs(s11) ** 2) * directivity_metric\n",
        "        fom_by_freq.append(fom)\n",
        "\n",
        "    fom_by_freq = anp.array(fom_by_freq)\n",
        "\n",
        "    if len(fom_by_freq) > 1:\n",
        "        weights = weights_from_merit(fom_by_freq)  # dynamic optimization weights\n",
        "        return anp.sum(weights * fom_by_freq)\n",
        "    else:\n",
        "        return anp.sum(fom_by_freq)"
      ],
      "outputs": [],
      "execution_count": 10
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "We create a helper function to convert the patch width and height parameters to the antenna geometry for a single patch. To check our setup, we plot what the resulting antenna will look like when inserted into a simulation."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:41:00.869034Z",
          "start_time": "2026-05-08T10:41:00.453519Z"
        }
      },
      "source": [
        "def params_to_boxes(patch_params):\n",
        "    \"\"\"Convert single patch parameters into patch geometry.\"\"\"\n",
        "    patch_wh = patch_params[0:2]\n",
        "    main_patch = td.Box.from_bounds(\n",
        "        [-0.5 * patch_wh[0], 0.0, sub_z / 2.0], [0.5 * patch_wh[0], patch_wh[1], sub_z / 2.0]\n",
        "    )\n",
        "    return [main_patch]\n",
        "\n",
        "\n",
        "# set an initial width and height for the patch\n",
        "patch_init_width = 12.45 * mm\n",
        "patch_init_height = 16 * mm\n",
        "patch_init_wh = anp.array([patch_init_width, patch_init_height])\n",
        "\n",
        "# set the min/max for the patch width and height to use to bound these parameters in the optimization\n",
        "patch_min_width = 8 * mm\n",
        "patch_min_height = 8 * mm\n",
        "\n",
        "patch_max_width = 18 * mm\n",
        "patch_max_height = 24 * mm\n",
        "\n",
        "# plot the patch and mesh of the initial structure to visually inspect geometry before starting optimization\n",
        "plot_structures_and_mesh(params_to_boxes(patch_init_wh))"
      ],
      "outputs": [
        {
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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"
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "execution_count": 11
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Now, we set up the optimization. We create the monitors to capture the far field radiation and solve for the initial flux into the target radiation angular components. Then, we configure the optimizer which we can also load from a saved checkpoint by toggling the `restart_optimization` flag if we get interrupted in the middle. When computing the initial values of `S11` and the radiated flux, we log the simulation cost to give an idea of how many FlexCredits it costs run. During the optimization loop, each iteration we compute the gradient, which requires two simulations. The cost per iteration will thus be double that of a single simulation except for the occasional iteration where we save additional simulation data for evaluation after the optimization. On those iterations, the cost will be 3x the single simulation cost. To reduce the number of the full evaluations, you can increase `full_eval_period`."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T10:45:19.683052Z",
          "start_time": "2026-05-08T10:41:00.874109Z"
        }
      },
      "source": [
        "# Turn the logging level to only show errors to not crowd the optimization output with repeated warnings\n",
        "td.config.logging.level = \"ERROR\"\n",
        "\n",
        "# whether or not to restart the optimization from the current saved checkpoint\n",
        "restart_optimization = False\n",
        "restart_fname = \"misc/rf_autograd_1_patch_opt_state.pkl\"\n",
        "\n",
        "# set up the single patch radiation monitor sizes\n",
        "obj_fn_monitor_dim = 1.25 * np.mean(patch_init_wh)\n",
        "obj_fn_monitor_center_y = 0.5 * patch_init_wh[1]\n",
        "\n",
        "# compute initial poynting flux to be used in the objective function\n",
        "initial_poynting_flux, initial_s11 = compute_poynting_and_s11(\n",
        "    patch_init_wh, log_simulation_cost=True\n",
        ")"
      ],
      "outputs": [
        {
          "data": {
            "text/plain": [
              "\u001b[2;36m12:45:19 CEST\u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.025\u001b[0m.                                   \n"
            ],
            "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\">12:45:19 CEST </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span>.                                   \n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "The antenna cost \u001b[1;33m0.025\u001b[0m FlexCredits to run. Each iteration of the optimization will cost around \u001b[1;36m0.050\u001b[0m FlexCredits to\n",
              "complete.\n"
            ],
            "text/html": [
              "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">The antenna cost <span style=\"color: #808000; text-decoration-color: #808000; font-weight: bold\">0.025</span> FlexCredits to run. Each iteration of the optimization will cost around <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.050</span> FlexCredits to\n",
              "complete.\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "execution_count": 12
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Finally, we run the optimization and capture the figure of merit, `S11`, and gain metrics along the way."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "scrolled": true,
        "ExecuteTime": {
          "end_time": "2026-05-08T12:47:19.378044Z",
          "start_time": "2026-05-08T10:45:19.700389Z"
        }
      },
      "source": [
        "# Set up the objective function for the single patch that is a function\n",
        "# of the patch width and height. Using autograd, we can find the gradient\n",
        "# of the objective function with respect to the first argument, which contains\n",
        "# the (width, height) parameters describing the rectangular patch.\n",
        "obj_val_and_grad = value_and_grad(objective_fn, argnum=[0])\n",
        "patch_wh = patch_init_wh.copy()\n",
        "\n",
        "# Set up optimization parameters and optimizer\n",
        "learning_rate = 30\n",
        "optimizer = adam(learning_rate=learning_rate, beta1=0.8)\n",
        "opt_state = optimizer.init(patch_wh)\n",
        "\n",
        "num_steps = 60\n",
        "\n",
        "full_eval_period = 10\n",
        "s11_sq_dB_evolution = []\n",
        "s11_f_ghz = None\n",
        "realized_gain_evolution = []\n",
        "\n",
        "# Set bounds on patch width and height in the optimization\n",
        "clip_min_single = anp.array([patch_min_width, patch_min_height])\n",
        "clip_max_single = anp.array([patch_max_width, patch_max_height])\n",
        "\n",
        "figure_of_merit = np.zeros(num_steps + 1)\n",
        "\n",
        "\n",
        "def pack_optimization_state(iter_idx):\n",
        "    optimization_state[\"iteration\"] = iter_idx\n",
        "    optimization_state[\"figure of merit\"] = figure_of_merit\n",
        "    optimization_state[\"realized gain evolution\"] = realized_gain_evolution\n",
        "    optimization_state[\"opt state\"] = opt_state\n",
        "    optimization_state[\"patch parameters\"] = patch_wh\n",
        "\n",
        "\n",
        "optimization_state = {}\n",
        "if not os.path.exists(restart_fname):\n",
        "    pack_optimization_state(iter_idx=0)\n",
        "\n",
        "if restart_optimization:\n",
        "    with open(restart_fname, \"rb\") as file:\n",
        "        optimization_state = pickle.load(file)\n",
        "\n",
        "start_idx = 0\n",
        "if restart_optimization:\n",
        "    start_idx = optimization_state[\"iteration\"]\n",
        "    figure_of_merit = optimization_state[\"figure of merit\"]\n",
        "    realized_gain_evolution = optimization_state[\"realized gain evolution\"]\n",
        "    opt_state = optimization_state[\"opt state\"]\n",
        "    patch_wh = optimization_state[\"patch parameters\"]\n",
        "\n",
        "# run optimization loop, updating the patch parameters with the `Adam` optimizer\n",
        "# at each step and clipping the design on the bounds\n",
        "for step_idx in range(start_idx, num_steps):\n",
        "    pack_optimization_state(iter_idx=step_idx)\n",
        "    with open(restart_fname, \"wb\") as file:\n",
        "        pickle.dump(optimization_state, file)\n",
        "\n",
        "    f, g = obj_val_and_grad(patch_wh, initial_poynting_flux)\n",
        "\n",
        "    figure_of_merit[step_idx] = f\n",
        "\n",
        "    if (step_idx % full_eval_period) == 0:\n",
        "        smatrix_data_eval, realized_gain_eval = evaluate_antenna(patch_wh, freqs_s_params)\n",
        "        smatrix_eval = smatrix_data_eval.smatrix()\n",
        "        smatrix_f_ghz = smatrix_eval.data.coords[\"f\"] / 1e9\n",
        "        s11_f_ghz = smatrix_f_ghz.copy()\n",
        "        s11_data_selection = smatrix_eval.data.isel(port_out=0, port_in=0)\n",
        "        s11_sq_dB_evolution.append(20 * np.log10(np.abs(s11_data_selection.values.flatten())))\n",
        "\n",
        "        realized_gain_evolution.append(\n",
        "            {\n",
        "                \"Gtheta\": realized_gain_eval[\"Gtheta\"]\n",
        "                .sel(phi=0, method=\"nearest\")\n",
        "                .squeeze()\n",
        "                .values,\n",
        "                \"Gphi\": realized_gain_eval[\"Gphi\"].sel(phi=0, method=\"nearest\").squeeze().values,\n",
        "            }\n",
        "        )\n",
        "\n",
        "    updates, opt_state = optimizer.update(-g[0], opt_state, patch_wh)\n",
        "\n",
        "    patch_wh = apply_updates(patch_wh, updates)\n",
        "    patch_wh = anp.array(patch_wh)\n",
        "    patch_wh = anp.clip(patch_wh, a_min=clip_min_single, a_max=clip_max_single)\n",
        "\n",
        "    if (step_idx % print_iteration_frequency) == 0:\n",
        "        output_text = Text.assemble(\n",
        "            (f\"Iteration {step_idx + 1}\", \"bold cyan\"),\n",
        "            \"\\n\",\n",
        "            (\"\\tParams (width, height) (mm): \", \"\"),\n",
        "            (\n",
        "                f\"{(patch_wh[0] / mm):.{print_decimal_places}f}, {(patch_wh[1] / mm):.{print_decimal_places}f}\",\n",
        "                \"blue\",\n",
        "            ),\n",
        "            \"\\n\",\n",
        "            (\"\\tFigure of merit:          \", \"bold\"),\n",
        "            (f\"{f:.{print_decimal_places}f}\", \"bold green\"),\n",
        "        )\n",
        "        console.print(output_text)\n",
        "\n",
        "figure_of_merit[num_steps] = objective_fn(patch_wh, initial_poynting_flux)"
      ],
      "outputs": [
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 1\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m12.42, 15.97\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m0.11\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 1</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">12.42, 15.97</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">0.11</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 6\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m12.28, 15.88\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m0.12\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 6</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">12.28, 15.88</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">0.12</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 11\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m12.14, 15.75\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m0.15\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 11</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">12.14, 15.75</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">0.15</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 16\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m11.99, 15.57\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m0.18\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 16</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">11.99, 15.57</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">0.18</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 21\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m11.83, 15.44\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m0.25\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 21</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">11.83, 15.44</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">0.25</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 26\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m11.64, 15.29\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m0.42\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 26</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">11.64, 15.29</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">0.42</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 31\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m11.41, 15.13\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m0.65\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 31</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">11.41, 15.13</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">0.65</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 36\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m11.15, 14.90\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m1.60\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 36</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">11.15, 14.90</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">1.60</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 41\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m10.88, 14.75\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m5.46\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 41</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">10.88, 14.75</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">5.46</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 46\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m10.61, 14.50\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m16.97\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 46</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">10.61, 14.50</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">16.97</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 51\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m10.47, 14.33\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m20.09\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 51</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">10.47, 14.33</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">20.09</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "\u001b[1;36mIteration 56\u001b[0m\n",
              "        Params (width, height) (mm): \u001b[34m10.56, 14.29\u001b[0m\n",
              "\u001b[1m        \u001b[0m\u001b[1mFigure of merit:          \u001b[0m\u001b[1;32m20.40\u001b[0m\n"
            ],
            "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: #008080; text-decoration-color: #008080; font-weight: bold\">Iteration 56</span>\n",
              "        Params (width, height) (mm): <span style=\"color: #000080; text-decoration-color: #000080\">10.56, 14.29</span>\n",
              "<span style=\"font-weight: bold\">        Figure of merit:          </span><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">20.40</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "execution_count": 13
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Below, we plot the optimization output, including the figure of merit as a function of iteration and a comparison of the initial and final patch geometry. During the optimization, we also tracked how the `S11` coefficient and realized gain were evolving as the optimizer tuned the patch width and height. This evolution is visualized as well, showing the resonance moving towards the desired frequency and the antenna gain increasing accordingly. In the visualization the lines get darker moving from the beginning of the optimization to the end."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2026-05-08T12:47:19.901835Z",
          "start_time": "2026-05-08T12:47:19.473142Z"
        }
      },
      "source": [
        "# Plot the results of the optimization including the optimization trajectory and the resulting patch geometry\n",
        "# compared to the initial state\n",
        "plot_optimization_results(\n",
        "    figure_of_merit,\n",
        "    td.Box(center=(feed_offset, -0.5 * feed_y, 0.0), size=(feed_x, feed_y, 0.0)),\n",
        "    params_to_boxes(patch_init_wh),\n",
        "    params_to_boxes(patch_wh),\n",
        ")\n",
        "\n",
        "# Plot the evolution of the antenna S11 and realized gain during the course of the optimization\n",
        "plot_antenna_evolution(\n",
        "    s11_sq_dB_evolution,\n",
        "    s11_f_ghz,\n",
        "    realized_gain_evolution,\n",
        "    opt_freqs,\n",
        ")"
      ],
      "outputs": [
        {
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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"
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "<Figure size 1350x650 with 3 Axes>"
            ],
            "image/png": 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"
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "execution_count": 14
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Now, we plot a performance comparison between our initial final antenna states including the realized gain for both polarization."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "scrolled": true,
        "ExecuteTime": {
          "end_time": "2026-05-08T12:49:49.176144Z",
          "start_time": "2026-05-08T12:47:19.909843Z"
        }
      },
      "source": [
        "# Compute S11 and realized gain for the initial patch geometry\n",
        "smatrix_data_init, realized_gain_init = evaluate_antenna(patch_init_wh, freqs_s_params)\n",
        "# Compute S11 and realized gain for the optimized patch geometry\n",
        "smatrix_data_final, realized_gain_final = evaluate_antenna(patch_wh, freqs_s_params)\n",
        "\n",
        "# Plot the comparison in S11 and gain for the initial and optimized antennas for phi=0\n",
        "plot_phi = 0.0\n",
        "plot_antenna_comparison(\n",
        "    [smatrix_data_init.smatrix(), smatrix_data_final.smatrix()],\n",
        "    [smatrix_data_init.data, smatrix_data_final.data],\n",
        "    [realized_gain_init, realized_gain_final],\n",
        "    plot_phi,\n",
        "    sim_names=[\"before optimization\", \"after optimization\"],\n",
        "    plot_title=\"Antenna Comparison (phi=0)\",\n",
        ")\n",
        "\n",
        "# Plot the comparison in S11 and gain for the initial and optimized antennas for phi=pi / 2\n",
        "plot_phi = np.pi / 2.0\n",
        "plot_antenna_comparison(\n",
        "    [smatrix_data_init.smatrix(), smatrix_data_final.smatrix()],\n",
        "    [smatrix_data_init.data, smatrix_data_final.data],\n",
        "    [realized_gain_init, realized_gain_final],\n",
        "    plot_phi,\n",
        "    sim_names=[\"before optimization\", \"after optimization\"],\n",
        "    plot_title=\"Antenna Comparison (phi=\\u03a0 / 2)\",\n",
        ")\n",
        "# Save results of optimization\n",
        "np.save(\"misc/rf_autograd_1_patch_antenna_optimization.npy\", patch_wh)"
      ],
      "outputs": [
        {
          "data": {
            "text/plain": [
              "<Figure size 1350x650 with 3 Axes>"
            ],
            "image/png": 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"
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/plain": [
              "<Figure size 1350x650 with 3 Axes>"
            ],
            "image/png": 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"
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "execution_count": 15
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Inverse design and the adjoint method will become increasingly useful when the degrees of freedom in the optimization get larger and the target objective functions are more challenging. The goal of this notebook was to introduce the concept and show how we can use gradient-based optimization methods for RF in Tidy3D. In future notebooks, we will demonstrate how to take advantage of this process to find designs for dual-band patch antennas and other more challenging RF problems."
      ]
    }
  ],
  "metadata": {
    "description": "Patch antennas are commonly used in radio frequency (RF) applications. In this notebook, we will demonstrate how to use Tidy3D to optimize a rectangular patch antenna using adjoint gradients for improved directivity and reflected power. This simple optimization lays out the workflow for optimizing more advanced RF components using gradient based methods.",
    "feature_image": "./img/rf_autograd_1_patch_antenna_thumbnail.png",
    "kernelspec": {
      "display_name": "Python 3 (ipykernel)",
      "language": "python",
      "name": "python3"
    },
    "keywords": "patch antenna, adjoint, autograd, gradients, optimization, radio frequency, RF, Tidy3d, FDTD",
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
      },
      "file_extension": ".py",
      "mimetype": "text/x-python",
      "name": "python",
      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
      "version": "3.12.8"
    },
    "title": "How to optimize patch antennas with RF adjoint in Tidy3d FDTD"
  },
  "nbformat": 4,
  "nbformat_minor": 4
}