{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "713e6fe0-322b-4792-9a5c-fac5d5050664",
   "metadata": {},
   "source": [
    "# Edge-mounted SMA to co-planar waveguide transition"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "621abd9d-449d-44e8-aab9-effbcecafcb0",
   "metadata": {},
   "source": [
    "The subminiature version A (SMA) coaxial connector is an essential component in printed circuit board (PCB) applications. It is commonly used as the interface between the on-board circuit and external components such as antennas or measurement devices. \n",
    "\n",
    "In this notebook, we model two edge-mounted SMA connectors attached to a grounded co-planar waveguide (CPW). The connector-to-connector insertion and return losses are calculated to ensure proper impedance matching and minimal reflection. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7a6ed5ae-56c8-4272-8b4e-8b9d023d3435",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/sma_edge_mount_render.png\" width=600 /></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "525e3c0e-715d-4f47-baea-0d457e483bbc",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.rf as rf\n",
    "from tidy3d import web\n",
    "\n",
    "td.config.logging.level = \"ERROR\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "36a54891-ad9b-46f0-b4db-7073161586ca",
   "metadata": {},
   "source": [
    "## Building the Simulation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "669d4cfa-accf-4445-bad9-4db91e516d29",
   "metadata": {},
   "source": [
    "### Key Parameters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "51016474-2faf-4c65-b7e0-4d5588171297",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Frequencies and bandwidth\n",
    "(f_min, f_max) = (1e9, 10e9)\n",
    "f0 = (f_min + f_max) / 2\n",
    "freqs = np.linspace(f_min, f_max, 301)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3f8dc806-84fe-4bb9-a181-ecc5e13c7695",
   "metadata": {},
   "source": [
    "Important geometry dimensions are defined below. The default length unit is microns, so we introduce a `mm` conversion factor. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "79a53f45-30e3-4fe1-a127-7f6d2e87326c",
   "metadata": {},
   "outputs": [],
   "source": [
    "mm = 1000  # Conversion factor mm to microns\n",
    "\n",
    "# Coaxial dimensions (50 ohm)\n",
    "R0 = 0.635 * mm  # Coax inner radius\n",
    "R1 = 2.125 * mm  # Coax outer radius\n",
    "\n",
    "# Substrate overall dimensions\n",
    "H = 1.57 * mm  # Substrate thickness\n",
    "Lsub, Wsub = (83 * mm, 30 * mm)  # PCB board dimensions\n",
    "\n",
    "# Transmission line dimensions\n",
    "T = 0.038 * mm  #  Metal thickness\n",
    "WS = 2.58 * mm  # Signal trace width\n",
    "G = 1 * mm  # CPW gap width\n",
    "WG = 5 * mm  # Side ground trace width\n",
    "\n",
    "# Via dimensions\n",
    "VR = 0.5 * mm  # Via radius\n",
    "VP = 3 * mm  # Via pitch, longitudinal\n",
    "VL = 3 * mm  # Via pitch, transverse\n",
    "VS = 1 * mm  # Via start z-coordinate\n",
    "\n",
    "# Edge mount dimensions\n",
    "Voffset = 0.125 * mm  # SMA connector vertical offset"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1daf92b0-2c47-49a3-971b-433d0521a4ef",
   "metadata": {},
   "source": [
    "### Medium and Structures"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3202e44f-5b53-4226-a416-8a736015b7bf",
   "metadata": {},
   "source": [
    "Below, we define the materials used in model:\n",
    "* PTFE for the SMA dielectric core\n",
    "* Gold for the SMA body\n",
    "* FR4 for the PCB substrate\n",
    "* Copper for the PCB traces"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a4fc1703-5f78-4651-8e91-eec76a135460",
   "metadata": {},
   "outputs": [],
   "source": [
    "med_FR4 = td.Medium(permittivity=4.4)\n",
    "med_PTFE = td.Medium(permittivity=2.1)\n",
    "med_Cu = rf.LossyMetalMedium(conductivity=60, frequency_range=(f_min, f_max))  # [S/um]\n",
    "med_Au = rf.LossyMetalMedium(conductivity=41, frequency_range=(f_min, f_max))  # [S/um]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "56aa5d5a-8f3e-4bc8-8bac-9b8c3d7a9f1b",
   "metadata": {},
   "source": [
    "The SMA geometry is imported from a STL file, and then translated and rotated to the appropriate position. The SMA core is created from a `td.Cylinder` instance. To ensure a close fit, we initialize the SMA core to be slightly larger than the inner radius and use Boolean subtraction to cut it to size. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b5e8db27-6c12-4fc5-bb44-9472c3ecd9cb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Import SMA geometry\n",
    "geom_SMA = td.TriangleMesh.from_stl(filename=\"./misc/SMA_model.stl\", scale=mm, origin=(0, 0, 0))\n",
    "geom_SMA = (geom_SMA.rotated(np.pi / 2, 0)).rotated(np.pi, 2)\n",
    "geom_SMA = geom_SMA.translated(0, Voffset, 0)\n",
    "\n",
    "# Create SMA dielectric core\n",
    "geom_SMA_diel = td.Cylinder(\n",
    "    center=(0, Voffset, -6 * mm / 2), radius=1.1 * R1, length=6 * mm, axis=2\n",
    ")\n",
    "geom_SMA_diel -= geom_SMA"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "631eab43-c21e-46f1-8a2e-f1210e343af5",
   "metadata": {},
   "source": [
    "We also make a copy for a second connector. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "98ff2709-91db-4429-b35a-781f7e2b3866",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Make copy for second connector\n",
    "geom_SMA2 = (geom_SMA.rotated(np.pi, 1)).translated(0, 0, Lsub)\n",
    "geom_SMA_diel2 = (geom_SMA_diel.rotated(np.pi, 1)).translated(0, 0, Lsub)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1dbea19f-d007-4ab2-b986-a927cf7645a9",
   "metadata": {},
   "source": [
    "The substrate and CPW geometries are created below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "9386f3d1-1342-4dca-b6bb-1241b46833b7",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Substrate\n",
    "geom_sub = td.Box.from_bounds(rmin=(-Wsub / 2, -H - T, 0), rmax=(Wsub / 2, -T, Lsub))\n",
    "\n",
    "# Transmission line and connecting structures\n",
    "geom_sig = td.Box.from_bounds(rmin=(-WS / 2, -T, 0), rmax=(WS / 2, 0, Lsub))\n",
    "geom_gnd1 = td.Box.from_bounds(rmin=(-WS / 2 - G - WG, -T, 0), rmax=(-WS / 2 - G, 0, Lsub))\n",
    "geom_gnd2 = geom_gnd1.reflected((1, 0, 0))\n",
    "geom_line = td.GeometryGroup(geometries=[geom_sig, geom_gnd1, geom_gnd2])\n",
    "geom_gnd = td.Box.from_bounds(rmin=(-Wsub / 2, -H - 2 * T, 0), rmax=(Wsub / 2, -H - T, Lsub))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dd460a53-a46d-4682-995c-2856e3638724",
   "metadata": {},
   "source": [
    "To ensure proper transmission in the high frequency range, we create a via fence that encloses the signal trace. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "0e466a7d-4b84-429c-a2d9-dc2b460e5139",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create via fence\n",
    "def create_via_hole(xpos, zpos):\n",
    "    geom = td.Cylinder(center=(xpos, -H / 2 - T, zpos), axis=1, length=H, radius=VR)\n",
    "    return geom\n",
    "\n",
    "\n",
    "geom_via_array = []\n",
    "zpos = VS\n",
    "while zpos < Lsub - VS + 0.1 * mm:\n",
    "    for xpos in [-VL, VL]:\n",
    "        geom_via_array += [create_via_hole(xpos, zpos)]\n",
    "    zpos += VP\n",
    "\n",
    "geom_via_group = td.GeometryGroup(geometries=geom_via_array)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "88b059c3-9647-499e-bb58-cca61bc8c90b",
   "metadata": {},
   "source": [
    "We combine the previously defined geometries and materials into `Structure` instances, ready for simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "4efb4ba3-1599-4dcb-8f8e-a4ac70990615",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create structures\n",
    "str_SMA = td.Structure(geometry=geom_SMA, medium=med_Au)\n",
    "str_SMA2 = td.Structure(geometry=geom_SMA2, medium=med_Au)\n",
    "str_SMA_diel = td.Structure(geometry=geom_SMA_diel, medium=med_PTFE)\n",
    "str_SMA_diel2 = td.Structure(geometry=geom_SMA_diel2, medium=med_PTFE)\n",
    "str_sub = td.Structure(geometry=geom_sub, medium=med_FR4)\n",
    "str_line = td.Structure(geometry=geom_line, medium=med_Cu)\n",
    "str_gnd = td.Structure(geometry=geom_gnd, medium=med_Cu)\n",
    "str_vias = td.Structure(geometry=geom_via_group, medium=med_Cu)\n",
    "\n",
    "# List of all structures\n",
    "structure_list = [\n",
    "    str_SMA,\n",
    "    str_SMA2,\n",
    "    str_SMA_diel,\n",
    "    str_SMA_diel2,\n",
    "    str_sub,\n",
    "    str_line,\n",
    "    str_gnd,\n",
    "    str_vias,\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6fbd0a93-e0db-4698-b701-a1528c8f6768",
   "metadata": {},
   "source": [
    "### Grid and Boundaries"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "97b5b619-af41-40a1-abcb-54e7699b89f4",
   "metadata": {},
   "source": [
    "The simulation boundaries are open (PML) on all sides. We introduce a padding of wavelength/2 on all sides to ensure that the external boundaries do not encroach on the near-field. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "646da50e-6854-4232-a968-67ee792896d4",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define simulation size and center\n",
    "padding = td.C_0 / f0 / 2\n",
    "sim_LZ = Lsub + padding\n",
    "sim_LX = Wsub + padding\n",
    "sim_LY = 5 * mm + padding\n",
    "sim_center = (0, 0, Lsub / 2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f415f210-1bf6-4618-8d6a-36bf071dc163",
   "metadata": {},
   "source": [
    "The grid refinement strategy is as follows:\n",
    "* Use `LayerRefinementSpec` for PCB metallic layers\n",
    "* Use `MeshOverrideStructure` for SMA dielectric core and metal via fences"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "a311da05-faca-4bcb-914a-7544cece232c",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define layer refinement spec\n",
    "lr_options = {\n",
    "    \"corner_refinement\": td.GridRefinement(dl=0.1 * mm, num_cells=2),\n",
    "    \"min_steps_along_axis\": 1,\n",
    "}\n",
    "lr1 = rf.LayerRefinementSpec.from_structures(structures=[str_line], **lr_options)\n",
    "lr2 = rf.LayerRefinementSpec.from_structures(structures=[str_gnd], **lr_options)\n",
    "\n",
    "# Define mesh override around SMA core and vias\n",
    "rbox1 = td.MeshOverrideStructure(\n",
    "    geometry=geom_SMA_diel.bounding_box, dl=(0.2 * mm, 0.2 * mm, 0.2 * mm)\n",
    ")\n",
    "rbox2 = td.MeshOverrideStructure(\n",
    "    geometry=geom_SMA_diel2.bounding_box, dl=(0.2 * mm, 0.2 * mm, 0.2 * mm)\n",
    ")\n",
    "rbox_vias = []\n",
    "for geom in geom_via_array:\n",
    "    rbox_vias += [\n",
    "        td.MeshOverrideStructure(geometry=geom.bounding_box, dl=(0.3 * mm, None, 0.3 * mm))\n",
    "    ]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "483c1a3a-63b8-4a32-bd6a-4e5d2483529c",
   "metadata": {},
   "source": [
    "The overall grid specification is defined below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7a3f5f79-1f0d-4f76-9bd5-ad8cc7b646a5",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define overall grid specification\n",
    "grid_spec = td.GridSpec.auto(\n",
    "    min_steps_per_wvl=12,\n",
    "    wavelength=td.C_0 / f_max,\n",
    "    layer_refinement_specs=[lr1, lr2],\n",
    "    override_structures=[rbox1, rbox2] + rbox_vias,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8171fce4-e997-4d61-baf5-67382a6a48d2",
   "metadata": {},
   "source": [
    "### Monitors"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "49c25cbf-b051-4da0-b961-29f3f479a703",
   "metadata": {},
   "source": [
    "We define some field monitors for visualization purposes below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "bb9fc740-6781-4328-8f4c-d4417df9e0f2",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Field Monitor\n",
    "mon_1 = td.FieldMonitor(\n",
    "    center=(0, -T - H / 2, 0),\n",
    "    size=(td.inf, 0, td.inf),\n",
    "    freqs=[f_min, f0, f_max],\n",
    "    name=\"field in-plane\",\n",
    ")\n",
    "mon_2 = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(0, td.inf, td.inf),\n",
    "    freqs=[f_min, f0, f_max],\n",
    "    name=\"field cross section\",\n",
    ")\n",
    "\n",
    "# List of all monitors\n",
    "monitor_list = [mon_1, mon_2]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ec1d73c-eb91-4d92-a380-414752a02aee",
   "metadata": {},
   "source": [
    "### Ports"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4716afdc-e3a7-4c14-8415-423769474f94",
   "metadata": {},
   "source": [
    "Wave ports are positioned along the coaxial section of each SMA connector. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "074cb3dd-d91d-4197-8461-8a60abdd865d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Wave port position and dimension\n",
    "wp_offset = 4 * mm  # longitudinal offset\n",
    "w_port = 4.6 * mm  # port width and height\n",
    "\n",
    "# Define wave ports\n",
    "WP1 = rf.WavePort(\n",
    "    center=(0, Voffset, -wp_offset),\n",
    "    size=(w_port, w_port, 0),\n",
    "    mode_spec=rf.MicrowaveModeSpec(target_neff=np.sqrt(2.1)),\n",
    "    direction=\"+\",\n",
    "    name=\"WP1\",\n",
    "    frame=None,\n",
    ")\n",
    "WP2 = WP1.updated_copy(\n",
    "    center=(0, Voffset, Lsub + wp_offset),\n",
    "    direction=\"-\",\n",
    "    name=\"WP2\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9fd02c84-8209-49a9-8937-2b5fa7ff3078",
   "metadata": {},
   "source": [
    "### Defining Simulation and `TerminalComponentModeler`"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "763999ab-e70f-4f68-a8e5-03db22c31cbc",
   "metadata": {},
   "source": [
    "The `Simulation` and `TerminalComponentModeler` instances are defined below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "688a2384-88bf-4e08-ae9e-121e06846794",
   "metadata": {},
   "outputs": [],
   "source": [
    "sim = td.Simulation(\n",
    "    center=sim_center,\n",
    "    size=(sim_LX, sim_LY, sim_LZ),\n",
    "    grid_spec=grid_spec,\n",
    "    structures=structure_list,\n",
    "    monitors=monitor_list,\n",
    "    run_time=5e-9,\n",
    "    plot_length_units=\"mm\",\n",
    "    symmetry=(1, 0, 0),\n",
    ")\n",
    "\n",
    "tcm = rf.TerminalComponentModeler(\n",
    "    simulation=sim,\n",
    "    ports=[WP1, WP2],\n",
    "    freqs=freqs,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "336db26a-5992-4540-ba50-0a21dd612513",
   "metadata": {},
   "source": [
    "### Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ca14d88-998c-48de-ad0b-1a16a07c8229",
   "metadata": {},
   "source": [
    "Before running, it is a good idea to check the structure layout and simulation grid. Below, the top and side cross-sections of the structure is shown, along with the wave ports sources (green arrow) and internal modal absorbers (blue arrow). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "0c2df955-b966-4248-bddd-39996cca63a4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 10), tight_layout=True)\n",
    "tcm.plot_sim(\n",
    "    y=-T, ax=ax[0], monitor_alpha=0, hlim=(-20 * mm, 20 * mm), vlim=(-15 * mm, Lsub + 15 * mm)\n",
    ")\n",
    "tcm.plot_sim(\n",
    "    x=0, ax=ax[1], monitor_alpha=0, hlim=(-10 * mm, 10 * mm), vlim=(-15 * mm, Lsub + 15 * mm)\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe8f2ea0-5fa1-428a-9020-ed4818639439",
   "metadata": {},
   "source": [
    "The grid in the SMA-CPW transition region is shown below. The mesh override regions are boxed with dotted black lines. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "f1ade3e4-755d-42f9-bb22-bd1e05295f8d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 10), tight_layout=True)\n",
    "tcm.simulation.plot_grid(y=-T - H / 2, ax=ax)\n",
    "tcm.plot_sim(\n",
    "    y=-T - H / 2, ax=ax, monitor_alpha=0, hlim=(-20 * mm, 20 * mm), vlim=(-10 * mm, 10 * mm)\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c0d9d74b-8d96-4e4e-aaa5-965214e7e184",
   "metadata": {},
   "source": [
    "We can also visualize the setup in 3D. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "b1360138-cc54-487c-9bf9-80740fa0c8ae",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" 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\" ></div>\n",
       "    <script>\n",
       "        \n",
       "        /**\n",
       "        * Simulation Viewer Injector\n",
       "        *\n",
       "        * Monitors the document for elements being added in the form:\n",
       "        *\n",
       "        *    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" data-simulation=\"{...}\" />\n",
       "        *\n",
       "        * This script will then inject an iframe to the viewer application, and pass it the simulation data\n",
       "        * via the postMessage API on request. The script may be safely included multiple times, with only the\n",
       "        * configuration of the first started script (e.g. viewer URL) applying.\n",
       "        *\n",
       "        */\n",
       "        (function() {\n",
       "            const TARGET_CLASS = \"simulation-viewer\";\n",
       "            const ACTIVE_CLASS = \"simulation-viewer-active\";\n",
       "            const VIEWER_URL = \"https://tidy3d.simulation.cloud/simulation-viewer\";\n",
       "\n",
       "            class SimulationViewerInjector {\n",
       "                constructor() {\n",
       "                    for (var node of document.getElementsByClassName(TARGET_CLASS)) {\n",
       "                        this.injectViewer(node);\n",
       "                    }\n",
       "\n",
       "                    // Monitor for newly added nodes to the DOM\n",
       "                    this.observer = new MutationObserver(this.onMutations.bind(this));\n",
       "                    this.observer.observe(document.body, {childList: true, subtree: true});\n",
       "                }\n",
       "\n",
       "                onMutations(mutations) {\n",
       "                    for (var mutation of mutations) {\n",
       "                        if (mutation.type === 'childList') {\n",
       "                            /**\n",
       "                            * Have found that adding the element does not reliably trigger the mutation observer.\n",
       "                            * It may be the case that setting content with innerHTML does not trigger.\n",
       "                            *\n",
       "                            * It seems to be sufficient to re-scan the document for un-activated viewers\n",
       "                            * whenever an event occurs, as Jupyter triggers multiple events on cell evaluation.\n",
       "                            */\n",
       "                            var viewers = document.getElementsByClassName(TARGET_CLASS);\n",
       "                            for (var node of viewers) {\n",
       "                                this.injectViewer(node);\n",
       "                            }\n",
       "                        }\n",
       "                    }\n",
       "                }\n",
       "\n",
       "                injectViewer(node) {\n",
       "                    // (re-)check that this is a valid simulation container and has not already been injected\n",
       "                    if (node.classList.contains(TARGET_CLASS) && !node.classList.contains(ACTIVE_CLASS)) {\n",
       "                        // Mark node as injected, to prevent re-runs\n",
       "                        node.classList.add(ACTIVE_CLASS);\n",
       "\n",
       "                        var uuid;\n",
       "                        if (window.crypto && window.crypto.randomUUID) {\n",
       "                            uuid = window.crypto.randomUUID();\n",
       "                        } else {\n",
       "                            uuid = \"\" + Math.random();\n",
       "                        }\n",
       "\n",
       "                        var frame = document.createElement(\"iframe\");\n",
       "                        frame.width = node.dataset.width || 800;\n",
       "                        frame.height = node.dataset.height || 800;\n",
       "                        frame.style.cssText = `width:${frame.width}px;height:${frame.height}px;max-width:none;border:0;display:block`\n",
       "                        frame.src = VIEWER_URL + \"?uuid=\" + uuid;\n",
       "\n",
       "                        var postMessageToViewer;\n",
       "                        postMessageToViewer = event => {\n",
       "                            if(event.data.type === 'viewer' && event.data.uuid===uuid){\n",
       "                                frame.contentWindow.postMessage({ type: 'jupyter', uuid, value: node.dataset.simulation, fileType: 'hdf5'}, '*');\n",
       "\n",
       "                                // Run once only\n",
       "                                window.removeEventListener('message', postMessageToViewer);\n",
       "                            }\n",
       "                        };\n",
       "                        window.addEventListener(\n",
       "                            'message',\n",
       "                            postMessageToViewer,\n",
       "                            false\n",
       "                        );\n",
       "\n",
       "                        node.appendChild(frame);\n",
       "                    }\n",
       "                }\n",
       "            }\n",
       "\n",
       "            if (!window.simulationViewerInjector) {\n",
       "                window.simulationViewerInjector = new SimulationViewerInjector();\n",
       "            }\n",
       "        })();\n",
       "    \n",
       "    </script>\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim.plot_3d()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48d2ed75-27b4-4837-a34d-57ce95009ad6",
   "metadata": {},
   "source": [
    "## Running the Simulation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "14972b82-3247-4f13-8788-12ad0c4777df",
   "metadata": {},
   "source": [
    "The simulation is executed below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "55b9afeb-42ba-4611-abd7-c79b54c01d25",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">15:22:00 EST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'sma_connector'</span> with resource_id                      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'sid-3a8f78ea-f331-4fc3-9632-95aac852299d'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'TERMINAL_CM'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m15:22:00 EST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'sma_connector'\u001b[0m with resource_id                      \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'sid-3a8f78ea-f331-4fc3-9632-95aac852299d'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'TERMINAL_CM'\u001b[0m.                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">7e-89a78b3048ac'</span></a>.                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=729638;https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/rf?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=71792;https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=729638;https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=39650;https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\u001b\\\u001b[32mpa\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=729638;https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\u001b\\\u001b[32m-42d6fa0a-82d8-4b0d-bc\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=729638;https://tidy3d.simulation.cloud/rf?taskId=pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac\u001b\\\u001b[32m7e-89a78b3048ac'\u001b[0m\u001b]8;;\u001b\\.                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/f89aec3e-3357-4624-9c24-096a87582f12\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=697094;https://tidy3d.simulation.cloud/folders/f89aec3e-3357-4624-9c24-096a87582f12\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "88e50a55f3d94892bbbe3c649dfdd743",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">15:22:08 EST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.350</span>. Minimum cost depends on task       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> after run.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m15:22:08 EST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.350\u001b[0m. Minimum cost depends on task       \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m after run.         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">15:22:09 EST </span>Subtasks status - sma_connector                                    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Group ID: <span style=\"color: #008000; text-decoration-color: #008000\">'pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac'</span>                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m15:22:09 EST\u001b[0m\u001b[2;36m \u001b[0mSubtasks status - sma_connector                                    \n",
       "\u001b[2;36m             \u001b[0mGroup ID: \u001b[32m'pa-42d6fa0a-82d8-4b0d-bc7e-89a78b3048ac'\u001b[0m                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4874804837cf4cf481f96eb61f393cb6",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Batch status = preprocess                                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBatch status = preprocess                                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">15:22:15 EST </span>Batch status = running                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m15:22:15 EST\u001b[0m\u001b[2;36m \u001b[0mBatch status = running                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">15:49:12 EST </span>Batch status = postprocess                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m15:49:12 EST\u001b[0m\u001b[2;36m \u001b[0mBatch status = postprocess                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">15:49:40 EST </span>Modeler has finished running successfully.                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m15:49:40 EST\u001b[0m\u001b[2;36m \u001b[0mModeler has finished running successfully.                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.281</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.281\u001b[0m.                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fce6ac3e663244da9bde8bba12f83e92",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">15:49:46 EST </span>Loading component modeler data from data/sma_connector.hdf5        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m15:49:46 EST\u001b[0m\u001b[2;36m \u001b[0mLoading component modeler data from data/sma_connector.hdf5        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tcm_data = web.run(tcm, task_name=\"sma_connector\", path=\"data/sma_connector.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bfb6a752-2b6c-4492-ad32-cc08f6257c64",
   "metadata": {},
   "source": [
    "## Results"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8662c649-1947-4f09-b662-f38822d2cb9e",
   "metadata": {},
   "source": [
    "### Field Profile"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c893c940-1fa9-42e0-947b-8b7d01da35ad",
   "metadata": {},
   "source": [
    "The field monitor data is accessed from the `.data` attribute of the `TerminalComponentModelerData` result. The key is in the format `<wave port name>@<mode number>`, for example `WP1@0`. (In this case, there is only one mode.)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "a66c6566-8a7f-47b1-b02d-3f4daa1146f8",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Extract simulation data\n",
    "sim_data = tcm_data.data[\"WP1@0\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2c5efb13-e0c3-411b-8df5-4397461cf33c",
   "metadata": {},
   "source": [
    "Below, the `Ex` and `Ey` field components are plotted along the top and side cross-sections respectively. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "260a4e3d-d50f-4484-b732-cf5664a15de1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 8), tight_layout=True)\n",
    "f_plot = f_max\n",
    "sim_data.plot_field(\"field in-plane\", field_name=\"Ex\", val=\"real\", f=f_plot, ax=ax[0])\n",
    "sim_data.plot_field(\"field cross section\", \"Ey\", val=\"real\", f=f_plot, ax=ax[1])\n",
    "for axis in ax:\n",
    "    axis.set_ylim(-15 * mm, Lsub + 10 * mm)\n",
    "    axis.set_xlim(-20 * mm, 20 * mm)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c776e503-518a-4404-8853-41c058ba6c30",
   "metadata": {},
   "source": [
    "### S-parameters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c10334ed-2202-465a-bd90-57a59b89f5b7",
   "metadata": {},
   "source": [
    "The S-matrix data is extracted using the `smatrix()` method. To access a specific `S_ij` parameter, use the corresponding `port_in` and `port_out` attributes. Note the use of `np.conjugate` to convert the S-parameter from the physics phase convention (current Tidy3D default) to the usual electrical engineering convention. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "9ae6cd83-7bfe-4682-a3dd-6f59db17b888",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Extract S-matrix and S-parameters\n",
    "smat = tcm_data.smatrix()\n",
    "S11 = np.conjugate(smat.data.isel(port_in=0, port_out=0))\n",
    "S21 = np.conjugate(smat.data.isel(port_in=0, port_out=1))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ac8dbe3-b30c-4e2f-95eb-46cb55e93e2a",
   "metadata": {},
   "source": [
    "The insertion and return losses are plotted below. We observe excellent transmission and minimal reflection across the frequency band, indicating that the impedance of the SMA connector is well-matched to that of the on-board transmission line. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "40bfd183-58fe-4c34-bbea-a008f65d4d9c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 5), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S21)), label=\"|S21|$^2$\")\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S11)), label=\"|S11|$^2$\")\n",
    "ax.set_title(\"Insertion and return loss (dB)\")\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.legend()\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c1a4075d-e2e2-4a59-b60b-7caf4a2d8606",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Microwave and RF devices"
  ],
  "description": "This notebook demonstrates how to simulate an edge-mounted SMA connector on a PCB co-planar waveguide.",
  "feature_image": "./img/sma_edge_mount_render.png",
  "features": [
   "Smatrix plugin",
   "Wave port"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "SMA, coaxial, connector, co-planar waveguide, transmission line, transition, printed circuit board, PCB, wave port, S-parameter, 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": "3.13.7"
  },
  "title": "Edge-mounted SMA to co-planar waveguide transition"
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
