diff --git a/PlanarHelicalAntennaArray.ipynb b/PlanarHelicalAntennaArray.ipynb new file mode 100644 index 00000000..16273053 --- /dev/null +++ b/PlanarHelicalAntennaArray.ipynb @@ -0,0 +1,2231 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "713e6fe0-322b-4792-9a5c-fac5d5050664", + "metadata": {}, + "source": [ + "# Planar helical antenna array" + ] + }, + { + "cell_type": "markdown", + "id": "c9ab18c4-06c0-42db-b942-9d567ec7ac84", + "metadata": {}, + "source": [ + "Helical antennas enable easier polarization matching, and thus a stronger received signal, than a combination of linearly polarized antennas which typically require complicated and lossy polarization switching circuits. \n", + "\n", + "Although helical antennas are typically curved 3D structures, planar designs using vias have been proposed in literature. This notebook simulates such a quasi-planar design. The limited angular coverage of a single antenna is counteracted by introducing a phased array of 8 elements. \n", + "\n", + "The array demonstrated in this notebook is designed to operate near the 28 GHz 5G high band, based on the design proposed by Syrytsin et al. in [1]. " + ] + }, + { + "cell_type": "markdown", + "id": "20e14ce9-6214-484e-9dc6-ca87ba91efd5", + "metadata": {}, + "source": [ + "
" + ] + }, + { + "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 pandas as pd\n", + "import tidy3d as td\n", + "import tidy3d.plugins.microwave as mw\n", + "import tidy3d.plugins.smatrix as sm\n", + "from tidy3d import web\n", + "from tidy3d.plugins.dispersion import FastDispersionFitter\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": "markdown", + "id": "37153cd7-20cb-43a7-a8a3-4ea1658273ab", + "metadata": {}, + "source": [ + "Key geometry dimensions are defined below. Missing measurements are estimated visually based on available information in [1]. " + ] + }, + { + "cell_type": "markdown", + "id": "05c9997d-c22d-4a61-8596-ef5441bcd393", + "metadata": {}, + "source": [ + "
" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "da7902c7-5a91-400b-84f1-3e63b4a6554c", + "metadata": {}, + "outputs": [], + "source": [ + "mm = 1000 # Conversion factor to micron (default unit)\n", + "\n", + "# Feed line\n", + "LF, WF = (1.486 * mm, 0.85 * mm) # Length and width of feed line\n", + "feed_offset = 5 * mm # Length of feed line overhang\n", + "\n", + "# Helical antenna design\n", + "alpha = 15 / 180 * np.pi # Helix pitch angle\n", + "ratio = 0.96 # Size ratio per turn\n", + "LH0, WH0 = (3.9 * mm, 0.97 * mm) # Initial size of trace\n", + "LHend = 1.65 * mm # Final size of 1/8 turn trace\n", + "VR = 0.1 * mm # Via radius\n", + "\n", + "# Phased array parameters\n", + "spacing = 5.17 * mm # Spacing between elements\n", + "N_ant = 8 # Number of elements in array\n", + "\n", + "# Substrate/layer dimensions\n", + "T = 0.035 * mm # Trace thickness\n", + "H = 1 * mm # Substrate thickness\n", + "Lgnd, Wgnd = (60 * mm, 120 * mm) # Size of ground plane\n", + "Lsub, Wsub = (60 * mm, 129 * mm) # Size of substrate" + ] + }, + { + "cell_type": "markdown", + "id": "f395f6fd-d3ba-45f3-b5bd-c807ac23da66", + "metadata": {}, + "source": [ + "The design frequency in [1] is the 28 GHz band of the 5G spectrum. Our approximate design has a central frequency of 29.5 GHz." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "51016474-2faf-4c65-b7e0-4d5588171297", + "metadata": {}, + "outputs": [], + "source": [ + "# Frequencies and bandwidth\n", + "(f_min, f_max) = (20e9, 36e9)\n", + "f_target = 29.5e9 # target operating frequency\n", + "freqs = np.unique(np.append(np.linspace(f_min, f_max, 201), f_target))" + ] + }, + { + "cell_type": "markdown", + "id": "1daf92b0-2c47-49a3-971b-433d0521a4ef", + "metadata": {}, + "source": [ + "### Medium and Structures" + ] + }, + { + "cell_type": "markdown", + "id": "2fbdabc1-4bab-4d80-bb0a-ea8086146bbb", + "metadata": {}, + "source": [ + "The substrate is Rogers RT5880 and the trace material is copper. Both materials are assumed to have constant loss over the frequency range. " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a4fc1703-5f78-4651-8e91-eec76a135460", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "b6d83b11991c4c15aa9916f8aefee873", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n"
+      ],
+      "text/plain": []
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "med_lossy_sub = FastDispersionFitter.constant_loss_tangent_model(2.2, 0.0009, (f_min, f_max))\n",
+    "med_metal = td.LossyMetalMedium(conductivity=58, frequency_range=(f_min, f_max))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "452e87de-1c8b-4ea0-b536-6e9e82e582d5",
+   "metadata": {},
+   "source": [
+    "We commence to build the geometry below. Because of the repetitive nature of the design, we make use of user-defined functions to create the geometry. First, we define a function to create the planar traces of the helical structure. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "8276c6a6-6195-4e77-91ce-c00e384a4bc6",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def create_trace(size, angle, start_pt, rounded_ends=True):\n",
+    "    \"\"\"Create trace geometry of given size and angle at start_pt.\"\"\"\n",
+    "    lt, wt = size\n",
+    "    x0, y0, z0 = start_pt\n",
+    "    x1, y1 = (x0 + lt * np.cos(angle), y0 + lt * np.sin(angle))\n",
+    "    verts = [\n",
+    "        (x0 + wt / 2 * np.sin(angle), y0 - wt / 2 * np.cos(angle)),\n",
+    "        (x0 - wt / 2 * np.sin(angle), y0 + wt / 2 * np.cos(angle)),\n",
+    "        (x1 - wt / 2 * np.sin(angle), y1 + wt / 2 * np.cos(angle)),\n",
+    "        (x1 + wt / 2 * np.sin(angle), y1 - wt / 2 * np.cos(angle)),\n",
+    "    ]\n",
+    "    geom1 = td.PolySlab(vertices=verts, axis=2, slab_bounds=(z0, z0 + T))\n",
+    "    if rounded_ends:\n",
+    "        geom1 += td.Cylinder(axis=2, center=(x0, y0, z0 + T / 2), length=T, radius=wt / 2)\n",
+    "        geom1 += td.Cylinder(axis=2, center=(x1, y1, z0 + T / 2), length=T, radius=wt / 2)\n",
+    "    return geom1, (x1, y1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "08ee29a7-1655-4d28-b6c6-f716b4482126",
+   "metadata": {},
+   "source": [
+    "The next function creates the vias forming the vertical transition of each helical turn. Note that the user-defined function also optionally returns a `MeshOverrideStructure` for mesh refinement purposes. This will be used later in the Grid section. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "2dd027b5-4767-4be8-adfe-f02fdd08987d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def create_via(center, radius, length, mesh_override=False, dl=None):\n",
+    "    \"\"\"Create vertical via in helix antenna\"\"\"\n",
+    "    geom = td.Cylinder(axis=2, center=center, radius=radius, length=length)\n",
+    "    if mesh_override:\n",
+    "        rbox = td.MeshOverrideStructure(geometry=geom.bounding_box, dl=dl)\n",
+    "        return geom, rbox\n",
+    "    else:\n",
+    "        return geom, None"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f9e0344c-c2a6-4e77-a17b-f0d9dc00d133",
+   "metadata": {},
+   "source": [
+    "Now, we define a function that creates one single helical turn. The `clip_end` and `end_length` options allow for the turn to end prematurely, as in the final turn of the overall helical structure. In addition to the created geometries, the function also returns the start position of the next turn to enable easy generation of multiple turns. The `MeshOverrideStructure` instances for the vertical vias are also returned if enabled."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "cd61a934-7471-4be5-80df-3d2b6e6556a1",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def create_planar_helical_turn(\n",
+    "    start_pt,\n",
+    "    start_size,\n",
+    "    ratio,\n",
+    "    helix_angle,\n",
+    "    via_radius,\n",
+    "    thickness,\n",
+    "    clip_end=False,\n",
+    "    end_length=None,\n",
+    "    mesh_override=False,\n",
+    "    dl=None,\n",
+    "):\n",
+    "    \"\"\"Creates one turn of a planar helical antenna\"\"\"\n",
+    "    x0, y0, z0 = start_pt\n",
+    "    lt0, wt0 = start_size\n",
+    "    wt1 = wt0 * ratio\n",
+    "    lt1 = end_length * ratio if clip_end else lt0 * ratio\n",
+    "\n",
+    "    # Via\n",
+    "    g1, rbox1 = create_via(\n",
+    "        center=(x0, y0, z0), radius=via_radius, length=thickness, mesh_override=mesh_override, dl=dl\n",
+    "    )\n",
+    "    # Top\n",
+    "    g2, (x1, y1) = create_trace(\n",
+    "        size=(lt0, wt0), angle=helix_angle, start_pt=(x0, y0, z0 + thickness / 2)\n",
+    "    )\n",
+    "    # Via\n",
+    "    g3, rbox2 = create_via(\n",
+    "        center=(x1, y1, z0), radius=via_radius, length=thickness, mesh_override=mesh_override, dl=dl\n",
+    "    )\n",
+    "    # Btm\n",
+    "    g4, (x2, y2) = create_trace(\n",
+    "        size=(lt1, wt1), angle=np.pi - helix_angle, start_pt=(x1, y1, z0 - thickness / 2 - T)\n",
+    "    )\n",
+    "\n",
+    "    return td.GeometryGroup(geometries=[g1, g2, g3, g4]), (x2, y2), [rbox1, rbox2]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d0463b6f-5fdb-4277-890b-9d6ab4b12a24",
+   "metadata": {},
+   "source": [
+    "Finally, the function below creates the whole antenna structure. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "a73eab85-f533-4ef5-aee9-265a84c0c0d6",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def create_planar_antenna(\n",
+    "    start_pt,\n",
+    "    start_size,\n",
+    "    turns,\n",
+    "    ratio,\n",
+    "    via_radius,\n",
+    "    helix_angle,\n",
+    "    thickness,\n",
+    "    mesh_override=False,\n",
+    "    dl=None,\n",
+    "):\n",
+    "    \"\"\"Create planar helical antenna based on [1]\"\"\"\n",
+    "    # if turns < 1 return nothing\n",
+    "    if turns <= 1:\n",
+    "        return None\n",
+    "\n",
+    "    # Create first 1/8th of a turn\n",
+    "    x0, y0, z0 = start_pt\n",
+    "    lt0, wt0 = start_size\n",
+    "    geom_ant, (x_next, y_next) = create_trace(\n",
+    "        size=(lt0 / 2, wt0), angle=np.pi - helix_angle, start_pt=(x0, y0, z0 - thickness / 2 - T)\n",
+    "    )\n",
+    "\n",
+    "    # iterate over turns\n",
+    "    rbox_list = []\n",
+    "    lt, wt = (lt0 * ratio, wt0 * ratio)\n",
+    "    for ii in range(turns):\n",
+    "        clip_end = ii == turns - 1\n",
+    "        gturn, (x_next, y_next), rboxes = create_planar_helical_turn(\n",
+    "            start_pt=(x_next, y_next, z0),\n",
+    "            start_size=(lt, wt),\n",
+    "            ratio=ratio,\n",
+    "            helix_angle=helix_angle,\n",
+    "            via_radius=via_radius,\n",
+    "            thickness=thickness,\n",
+    "            clip_end=clip_end,\n",
+    "            end_length=LHend,\n",
+    "            mesh_override=mesh_override,\n",
+    "            dl=dl,\n",
+    "        )\n",
+    "        geom_ant += gturn\n",
+    "        rbox_list += rboxes\n",
+    "        lt, wt = (lt * ratio * ratio, wt * ratio * ratio)\n",
+    "\n",
+    "    return geom_ant, rbox_list"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c96920b9-d580-46a0-9962-eabbf1a2dbe6",
+   "metadata": {},
+   "source": [
+    "We make use of the previously defined functions to create all the necessary geometry. Note that we also define `rbox_list_ant` that stores a list of `MeshOverrideStructures` around each vertical via. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "0dfce9dc-2c51-463a-9960-01b71b841197",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Create geometries\n",
+    "geom_list_ant = []\n",
+    "rbox_list_ant = []  # List of mesh refinement geoemtries\n",
+    "geom_list_feed = []\n",
+    "xstart = -(N_ant - 1) / 2 * spacing\n",
+    "\n",
+    "# Use for loop to create each antenna in the array\n",
+    "for ii in range(N_ant):\n",
+    "    xpos = xstart + ii * spacing\n",
+    "    g_ant, rbox_ant = create_planar_antenna(\n",
+    "        start_pt=(xpos, LF, -H / 2),\n",
+    "        start_size=(LH0, WH0),\n",
+    "        turns=4,\n",
+    "        ratio=ratio,\n",
+    "        via_radius=VR,\n",
+    "        helix_angle=alpha,\n",
+    "        thickness=H,\n",
+    "        mesh_override=True,\n",
+    "        dl=(VR / 2, VR / 2, None),\n",
+    "    )\n",
+    "    geom_list_ant += [g_ant]\n",
+    "    rbox_list_ant += rbox_ant\n",
+    "    geom_list_feed += [\n",
+    "        td.Box.from_bounds(rmin=(xpos - WF / 2, -feed_offset, -H - T), rmax=(xpos + WF / 2, LF, -H))\n",
+    "    ]\n",
+    "\n",
+    "geom_ant = td.GeometryGroup(geometries=geom_list_ant)\n",
+    "geom_feed = td.GeometryGroup(geometries=geom_list_feed)\n",
+    "geom_gnd = td.Box.from_bounds(rmin=(-Lgnd / 2, -Wgnd, 0), rmax=(Lgnd / 2, 0, T))\n",
+    "geom_sub = td.Box.from_bounds(rmin=(-Lsub / 2, -Wgnd, -H), rmax=(Lsub / 2, Wsub - Wgnd, 0))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "0e1dbe15-3960-4102-b5ba-38ff8f938763",
+   "metadata": {},
+   "source": [
+    "The geometries are then combined with materials into `Structure` instances ready for simulation. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "f61eb66b-627d-419c-bb52-44d66e2b4d4a",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Create structures\n",
+    "str_sub = td.Structure(geometry=geom_sub, medium=med_lossy_sub)\n",
+    "str_gnd = td.Structure(geometry=geom_gnd, medium=med_metal)\n",
+    "str_feed = td.Structure(geometry=geom_feed, medium=med_metal)\n",
+    "str_ant = td.Structure(geometry=geom_ant, medium=med_metal)\n",
+    "\n",
+    "structure_list = [str_sub, str_gnd, str_feed, str_ant]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6fbd0a93-e0db-4698-b701-a1528c8f6768",
+   "metadata": {},
+   "source": [
+    "### Grid and Boundaries"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4ef06359-40db-4fb9-994c-ccb70322d8e2",
+   "metadata": {},
+   "source": [
+    "As is standard for antenna simulations, we introduce a wavelength/2 padding on all sides to the simulation boundary. The boundaries are automatically terminated with Perfectly Matched Layers (PMLs) by default. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "35ec9f80-2089-43e5-9d8f-ae76676925df",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Define simulation size and center\n",
+    "padding = td.C_0 / f_min / 2\n",
+    "sim_LX = Lsub + 2 * padding\n",
+    "sim_LY = Wsub + 2 * padding\n",
+    "sim_LZ = H + 2 * padding\n",
+    "sim_center = geom_sub.center"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "02add7c7-dfb3-48dc-94d3-491ce685eb42",
+   "metadata": {},
+   "source": [
+    "We define `LayerRefinementSpec` instances to automatically refine the mesh along each metal plane."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "4ed9b6c1-b953-4af5-8bcb-db834672a921",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Define layer refinement\n",
+    "lr_options = {\n",
+    "    \"corner_refinement\": td.GridRefinement(dl=0.5 * mm, num_cells=2),\n",
+    "    \"min_steps_along_axis\": 1,\n",
+    "    \"axis\": 2,\n",
+    "}\n",
+    "lr1 = td.LayerRefinementSpec(\n",
+    "    center=(0, 0, T / 2),\n",
+    "    size=(td.inf, td.inf, T),\n",
+    "    min_steps_along_axis=1,\n",
+    "    axis=2,\n",
+    "    corner_finder=None,\n",
+    ")\n",
+    "lr2 = td.LayerRefinementSpec(\n",
+    "    center=(0, 0, -H - T / 2),\n",
+    "    size=(td.inf, td.inf, T),\n",
+    "    min_steps_along_axis=1,\n",
+    "    axis=2,\n",
+    "    corner_finder=None,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "cd6d4991-05ee-44b6-8db0-d06f20aa4b58",
+   "metadata": {},
+   "source": [
+    "The overall grid specification is defined below. The maximum grid size is set based on the user-specified number of steps per minimum wavelength. The previously defined `rbox_list_ant` is also included so that the vertical vias have adequate resolution to ensure electrical connectivity."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "7a3f5f79-1f0d-4f76-9bd5-ad8cc7b646a5",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Define overall grid specification\n",
+    "grid_spec = td.GridSpec.auto(\n",
+    "    wavelength=td.C_0 / f_max,\n",
+    "    min_steps_per_wvl=12,\n",
+    "    layer_refinement_specs=[lr1, lr2],\n",
+    "    override_structures=rbox_list_ant,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8171fce4-e997-4d61-baf5-67382a6a48d2",
+   "metadata": {},
+   "source": [
+    "### Monitors"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "fb10c2f2-e1d3-4ec8-b051-f475a51e8902",
+   "metadata": {},
+   "source": [
+    "We define a field monitor for near-field visualization."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "276b2679-9145-423f-87a1-e85aecccde75",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Field Monitor\n",
+    "mon_1 = td.FieldMonitor(\n",
+    "    center=(0, 0, -H / 2),\n",
+    "    size=(td.inf, td.inf, 0),\n",
+    "    freqs=[f_min, f_target, f_max],\n",
+    "    name=\"field in-plane\",\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "df87ded7-5741-41e3-b636-edfff9ea9ded",
+   "metadata": {},
+   "source": [
+    "To calculate the far-field radiation pattern, we define a `DirectivityMonitor` below. Note that the azimuthal angle `phi` should range between $0$ and $2\\pi$ (as opposed to $-\\pi$ to $\\pi$) for the phased array calculations later. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "3347bc98-c8cc-4311-bda4-93868b1d6711",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Directivity Monitor\n",
+    "theta = np.linspace(0, np.pi, 91)\n",
+    "phi = np.linspace(0, 2 * np.pi, 181)\n",
+    "mon_radiation = td.DirectivityMonitor(\n",
+    "    center=sim_center,\n",
+    "    size=(0.9 * sim_LX, 0.9 * sim_LY, 0.9 * sim_LZ),\n",
+    "    freqs=[f_target],\n",
+    "    name=\"radiation\",\n",
+    "    phi=phi,\n",
+    "    theta=theta,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1ec1d73c-eb91-4d92-a380-414752a02aee",
+   "metadata": {},
+   "source": [
+    "### Ports"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7a79ef8e-bb67-48ff-ac68-c2c4ae5ac15d",
+   "metadata": {},
+   "source": [
+    "The antenna array is excited by an array of lumped ports located at the end of each feed line. The ports are numbered 1-8 from left to right. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "074cb3dd-d91d-4197-8461-8a60abdd865d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Create lumped ports\n",
+    "Zref = 100\n",
+    "port_list = []\n",
+    "for ii in range(N_ant):\n",
+    "    xpos = xstart + ii * spacing\n",
+    "    port_list += [\n",
+    "        sm.LumpedPort(\n",
+    "            center=(xpos, -feed_offset, -H / 2),\n",
+    "            size=(WF, 0, H),\n",
+    "            voltage_axis=2,\n",
+    "            name=f\"LP{ii + 1}\",\n",
+    "            impedance=Zref,\n",
+    "        )\n",
+    "    ]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9fd02c84-8209-49a9-8937-2b5fa7ff3078",
+   "metadata": {},
+   "source": [
+    "### Defining Simulation and `TerminalComponentModeler`"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1ffe03aa-1c8d-4854-935a-fe712ef6923f",
+   "metadata": {},
+   "source": [
+    "The overall simulation and `TerminalComponentModeler` instances are defined below. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "70ee0682-73e2-4fcd-9dc6-937bd71a81c9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "sim = td.Simulation(\n",
+    "    size=(sim_LX, sim_LY, sim_LZ),\n",
+    "    center=sim_center,\n",
+    "    grid_spec=grid_spec,\n",
+    "    structures=structure_list,\n",
+    "    monitors=[mon_1],\n",
+    "    run_time=3e-9,\n",
+    "    plot_length_units=\"mm\",\n",
+    ")\n",
+    "\n",
+    "tcm = sm.TerminalComponentModeler(\n",
+    "    simulation=sim,\n",
+    "    ports=port_list,\n",
+    "    freqs=freqs,\n",
+    "    radiation_monitors=[mon_radiation],\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "336db26a-5992-4540-ba50-0a21dd612513",
+   "metadata": {},
+   "source": [
+    "### Visualization"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "77cd9b51-a31b-424e-b4c2-42d77fe4ae79",
+   "metadata": {},
+   "source": [
+    "Before running the simulation, we visualize the setup and grid below. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "19f44e16-2357-443f-b55a-17999b28abb6",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot structures and grid on each layer (or interface between two layers)\n", + "fig, ax = plt.subplots(3, 1, figsize=(10, 10), tight_layout=True)\n", + "tcm.plot_sim(z=0, ax=ax[0])\n", + "tcm.simulation.plot_grid(z=0, ax=ax[0])\n", + "tcm.plot_sim(z=-H / 2, ax=ax[1], monitor_alpha=0)\n", + "tcm.simulation.plot_grid(z=-H / 2, ax=ax[1])\n", + "tcm.plot_sim(z=-H, ax=ax[2])\n", + "tcm.simulation.plot_grid(z=-H, ax=ax[2])\n", + "for axis in ax:\n", + " axis.set_xlim(-N_ant / 2 * spacing, N_ant / 2 * spacing)\n", + " axis.set_ylim(-1 * mm, 11 * mm)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "dbee8120-e425-40bb-8eec-216c5b3b994f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Show lumped ports\n", + "fig, ax = plt.subplots(figsize=(10, 4), tight_layout=True)\n", + "tcm.plot_sim(y=-feed_offset, ax=ax)\n", + "ax.set_xlim(-20 * mm, 20 * mm)\n", + "ax.set_ylim(-2 * mm, 1 * mm)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "48021f3d-a2b5-474e-8562-c778b2fa00da", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "
\n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Show set up in 3D viewer\n", + "sim.plot_3d()" + ] + }, + { + "cell_type": "markdown", + "id": "48d2ed75-27b4-4837-a34d-57ce95009ad6", + "metadata": {}, + "source": [ + "## Running the Simulation" + ] + }, + { + "cell_type": "markdown", + "id": "deed9296-6e57-4a9e-8d0a-4f95e9257ccb", + "metadata": {}, + "source": [ + "The simulation is executed below. " + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "2578bdb5-0c5c-4c8c-850b-6d350ad22cb5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
14:46:07 EDT Created task 'planar_helical_antenna_array' with resource_id       \n",
+       "             'sid-bf6710b6-ef18-47c0-bed5-61227995c03d' and task_type 'RF'.     \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m14:46:07 EDT\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'planar_helical_antenna_array'\u001b[0m with resource_id \n", + "\u001b[2;36m \u001b[0m\u001b[32m'sid-bf6710b6-ef18-47c0-bed5-61227995c03d'\u001b[0m and task_type \u001b[32m'RF'\u001b[0m. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
             View task using web UI at                                          \n",
+       "             'https://tidy3d.simulation.cloud/rf?taskId=pa-4a101caa-d780-4d02-8c\n",
+       "             f4-1f287ea6a877'.                                                  \n",
+       "
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             Task folder: 'default'.                                            \n",
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14:46:32 EDT Child simulation subtasks are being uploaded to                    \n",
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14:46:39 EDT Validating component modeler and subtask simulations...            \n",
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14:46:40 EDT Maximum FlexCredit cost: 4.100. Minimum cost depends on task       \n",
+       "             execution details. Use 'web.real_cost(task_id)' to get the billed  \n",
+       "             FlexCredit cost after a simulation run.                            \n",
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             Component modeler batch validation has been successful.            \n",
+       "
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14:46:41 EDT Subtasks status - planar_helical_antenna_array                     \n",
+       "             Group ID: 'pa-4a101caa-d780-4d02-8cf4-1f287ea6a877'                \n",
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14:48:41 EDT Modeler has finished running successfully.                         \n",
+       "
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14:48:42 EDT Billed FlexCredit cost: 2.636. Minimum cost depends on task        \n",
+       "             execution details. Use 'web.real_cost(task_id)' to get the billed  \n",
+       "             FlexCredit cost after a simulation run.                            \n",
+       "
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+      ],
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+    },
+    {
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+      },
+      "text/plain": [
+       "Output()"
+      ]
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+       "
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+      ],
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+       "
14:49:12 EDT loading component modeler data from                                \n",
+       "             data/planar_helical_ant_array.hdf5                                 \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m14:49:12 EDT\u001b[0m\u001b[2;36m \u001b[0mloading component modeler data from \n", + "\u001b[2;36m \u001b[0mdata/planar_helical_ant_array.hdf5 \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "tcm_data = web.run(\n", + " tcm, task_name=\"planar_helical_antenna_array\", path=\"data/planar_helical_ant_array.hdf5\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "bfb6a752-2b6c-4492-ad32-cc08f6257c64", + "metadata": {}, + "source": [ + "## Results" + ] + }, + { + "cell_type": "markdown", + "id": "8662c649-1947-4f09-b662-f38822d2cb9e", + "metadata": {}, + "source": [ + "### Near-field Profile" + ] + }, + { + "cell_type": "markdown", + "id": "b134eb5a-fbc3-4782-bcd1-e8a69ad9a78f", + "metadata": {}, + "source": [ + "The field monitor data corresponding to lumped port 4 is loaded below. " + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "a66c6566-8a7f-47b1-b02d-3f4daa1146f8", + "metadata": {}, + "outputs": [], + "source": [ + "sim_data = tcm_data.data[\"LP4\"]" + ] + }, + { + "cell_type": "markdown", + "id": "436997fb-0d09-49c0-a82b-8374f7179a88", + "metadata": {}, + "source": [ + "The field magnitude data at the operating frequency is plotted below. " + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "981567eb-5271-4c31-aa6f-b25a64895847", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 10), tight_layout=True)\n", + "sim_data.plot_field(\n", + " \"field in-plane\",\n", + " field_name=\"E\",\n", + " val=\"abs\",\n", + " scale=\"lin\",\n", + " f=f_target,\n", + " ax=ax,\n", + ")\n", + "ax.set_xlim(-40 * mm, 40 * mm)\n", + "ax.set_ylim(-140 * mm, 15 * mm)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c776e503-518a-4404-8853-41c058ba6c30", + "metadata": {}, + "source": [ + "### S-parameters" + ] + }, + { + "cell_type": "markdown", + "id": "595eced1-8f2e-480f-a997-8565d40fc322", + "metadata": {}, + "source": [ + "We define some convenience functions to extract the individual S-parameters from the simulation data. " + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "be43a181-162f-4e3c-8b73-6c071c373f03", + "metadata": {}, + "outputs": [], + "source": [ + "# Calculate full S-matrix\n", + "smat = tcm_data.smatrix()\n", + "\n", + "\n", + "# Convenience functions to get S_ij\n", + "# Note that port_in and port_out are zero-indexed (first port is number zero)\n", + "def sparam(i, j):\n", + " return np.conjugate(smat.data.isel(port_in=j - 1, port_out=i - 1))\n", + "\n", + "\n", + "def sparam_abs(i, j):\n", + " return np.abs(sparam(i, j))\n", + "\n", + "\n", + "def sparam_dB(i, j):\n", + " return 20 * np.log10(sparam_abs(i, j))" + ] + }, + { + "cell_type": "markdown", + "id": "90d30071-3135-4b02-87fa-0ef393ccc0f4", + "metadata": {}, + "source": [ + "The diagonal S-parameters are plotted below. The target operating frequency is indicated with the black dashed line. All 8 antennas resonate reasonably well at the operating frequency. " + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "1f08821f-ea93-4192-b57e-16c87eb7c6f5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot diagonal S-parameters\n", + "fig, ax = plt.subplots(figsize=(10, 5))\n", + "for ii in range(N_ant):\n", + " ax.plot(freqs / 1e9, sparam_dB(ii + 1, ii + 1), label=f\"S{ii + 1}{ii + 1}\")\n", + "ax.axline(\n", + " (f_target / 1e9, 0), (f_target / 1e9, -30), ls=\"--\", color=\"black\", label=\"Target frequency\"\n", + ")\n", + "ax.grid()\n", + "ax.legend()\n", + "ax.set_xlabel(\"f (GHz)\")\n", + "ax.set_ylabel(\"dB\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "e210669d-6dde-4986-be50-022f1a4bdffe", + "metadata": {}, + "source": [ + "Below, we visualize the S-matrix (dB) at the target frequency. Good isolation is observed between adjacent elements (off-diagonal matrix values)." + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "1b2a49c0-76be-4c22-920b-10184c529c70", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "SdB_f_target = 20 * np.log10(np.abs(smat.data.sel(f=f_target, method=\"nearest\")))\n", + "\n", + "# 2D plot S-matrix (dB)\n", + "qq, pp = np.meshgrid(np.arange(1, 9), np.arange(1, 9))\n", + "fig, ax = plt.subplots(figsize=(8, 6), tight_layout=True)\n", + "pcm = ax.pcolormesh(qq, pp, SdB_f_target, shading=\"nearest\", cmap=\"viridis_r\")\n", + "cbar = fig.colorbar(pcm)\n", + "ax.set_xlabel(\"Element number\")\n", + "ax.set_ylabel(\"Element number\")\n", + "ax.set_title(\"S-matrix (dB) at 29.5 GHz\")\n", + "ax.set_aspect(1)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "2c82fcf2-ae6d-49fe-9c8c-7a3bc32f1ec8", + "metadata": {}, + "source": [ + "### Generating Different Feed Patterns" + ] + }, + { + "cell_type": "markdown", + "id": "dde6f10f-2f7e-4185-b8bf-cb534e9d7334", + "metadata": {}, + "source": [ + "We can specify arbitrary combinations of port feed patterns using the `port_amplitudes` parameter of `get_antenna_metrics_data()`. This allows us to visualize the radiation pattern for different scan angles, as well as generate the total scan pattern. \n", + "\n", + "The `port_amplitudes` parameter accepts a dictionary where each key corresponds to the port name, e.g. `LP1`, and the value is a complex number representing the port phase and amplitude. Below, we use a `for` loop to generate a list of feed patterns corresponding to different phase shifts between each antenna element (same amplitude). " + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "4d27f30c-f8eb-46e5-ae70-57d46d9592c5", + "metadata": {}, + "outputs": [], + "source": [ + "# List of fractional phase shifts\n", + "target_frac = np.linspace(-1, 1, 33)\n", + "\n", + "# Generate list of feed patterns\n", + "feed_patterns = []\n", + "for frac in target_frac:\n", + " phase_shift = np.pi * frac\n", + " feed_dict = {}\n", + " for ii in range(N_ant):\n", + " port_name = f\"LP{ii + 1}\"\n", + " feed_phase = np.exp(1j * phase_shift * ii)\n", + " feed_dict[port_name] = feed_phase\n", + " feed_patterns += [feed_dict]" + ] + }, + { + "cell_type": "markdown", + "id": "b81a4af9-41a6-49c0-8952-2bf7cecc7f75", + "metadata": {}, + "source": [ + "Using the list of different feed patterns, we can then calculate a list of `AntennaMetricsData` data corresponding to each feed pattern. Note that the calculation can take some time for large datasets. " + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "eb7826bb-56b7-4573-b5ff-004fb232377a", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# Generate a list of antenna metrics corresponding to each feed pattern\n", + "AM_list = [tcm_data.get_antenna_metrics_data(port_amplitudes=feed) for feed in feed_patterns]" + ] + }, + { + "cell_type": "markdown", + "id": "7afaa14b-319e-494e-ab14-3e4347d70b42", + "metadata": {}, + "source": [ + "### Gain and Total Scan Pattern" + ] + }, + { + "cell_type": "markdown", + "id": "fd35c7de-6010-45db-adf2-99f723404304", + "metadata": {}, + "source": [ + "We visualize the azimuthal gain pattern in the x-y plane below. The main lobe of the array can be clearly observed to sweep from 45 degrees to 135 degrees as the phase difference between each element is changed. (For legibility reasons, only a subset of the scan patterns are shown and the plotting minimum range is set to -10 dB.)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "2f12247c-37d4-4ee0-9834-624bc8d9a9ca", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Extract gain from antenna metrics\n", + "gain_list = [am.gain for am in AM_list]\n", + "\n", + "# Gain comparison plot\n", + "fig, ax = plt.subplots(figsize=(8, 8), tight_layout=True, subplot_kw={\"projection\": \"polar\"})\n", + "\n", + "for ii, gain in enumerate(gain_list[::4]):\n", + " gplot = gain.sel(theta=np.pi / 2, method=\"nearest\").squeeze()\n", + " ax.plot(phi, 10 * np.log10(gplot), label=f\"Phase shift={target_frac[4 * ii] * 180:.0f} deg\")\n", + "\n", + "ax.set_title(\"Gain (dB) in azimuthal plane ($\\\\theta=90$ deg)\", pad=30)\n", + "ax.set_rmin(-10)\n", + "ax.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "b3d49e5c-1606-4aa5-ac42-426b5c8751ff", + "metadata": {}, + "source": [ + "Using the `LobeMeasurer` utility, we can obtain metrics for the main and side lobes, such as direction, magnitude, and -3 dB beamwidth. Below, we measure the main lobe and the two adjacent side lobes for each feed pattern and record their properties in a `pandas.DataFrame` table. " + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "c0e52875-b620-4b9d-a70b-0fb2b82d9e46", + "metadata": {}, + "outputs": [], + "source": [ + "# Get main and side lobe characteristics for each feed pattern\n", + "df_list = []\n", + "label_list = []\n", + "for ii, gain in enumerate(gain_list):\n", + " # Define string label for each feed pattern\n", + " label_list += [f\"{target_frac[ii] * 180:.0f}\"]\n", + " # Use LobeMeasurer to get lobe metrics\n", + " data = gain.sel(theta=np.pi / 2, method=\"nearest\").squeeze()\n", + " lm = mw.LobeMeasurer(angle=phi, radiation_pattern=data)\n", + " # Pick out main lobe and two adjacent side lobes\n", + " max_index = lm.lobe_measures[\"magnitude\"].idxmax()\n", + " lobe_data = lm.lobe_measures.iloc[max_index - 1 : max_index + 2].reset_index()[\n", + " [\"direction\", \"magnitude\", \"beamwidth\"]\n", + " ]\n", + " # Append to lobe metrics to list\n", + " df_list += [lobe_data]" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "f72b1ea8-cbf1-46d9-8bb2-03619afcd1c5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Side Lobe 1Main LobeSide Lobe 2
Direction (deg)Mag.-3dB Beamwidth (deg)Direction (deg)Mag.-3dB Beamwidth (deg)Direction (deg)Mag.-3dB Beamwidth (deg)
Phase shift (deg)
-180134.00.62849618.520775188.08.23283128.297570212.03.18133254.153960
-169328.02.83898463.144061352.09.19661039.183191NaNNaNNaN
-158308.00.225560110.681517358.08.97115235.143926NaNNaNNaN
-135110.01.4677267.760710128.04.82997427.599764216.00.71605840.467895
-124108.01.3402508.025225128.07.58780319.241503174.00.141902102.693670
-112104.01.2196747.229048124.09.39882217.373481184.00.09624528.017638
-101100.01.0541237.355354120.010.52241115.791892168.00.04810917.062747
-9098.01.0155797.046311118.011.59069214.666995158.00.10100023.510818
-7994.00.9541326.962279114.012.38888113.616859148.00.19435319.564095
-6892.00.8445527.444619110.012.81327713.108380144.00.35480417.739284
-5688.00.8451937.271520108.012.65574812.974056138.00.36121918.473268
-4584.00.8779677.100955104.012.94783312.374104128.00.26488617.549386
-3480.00.8341557.770914100.012.73029212.232945122.00.28984910.447453
-2278.00.8200307.91820896.012.23637112.488448118.00.3556928.626209
-1174.00.8427337.59379794.012.42786612.159057114.00.4206717.895585
070.00.7627318.00843590.013.00468411.801491110.00.4944027.421563
1166.00.7077647.97172986.012.98955612.211974106.00.5871857.507615
2262.00.6560168.28033482.012.96477612.730292102.00.6867057.232353
3458.00.6031438.21694780.013.61957012.73610498.00.6858707.343929
4554.00.5062968.48574876.014.31954012.83161596.00.7324947.116637
5650.00.3963538.71685072.014.42586913.23742092.00.8229886.993122
6846.00.2723229.21642568.014.17525713.54300388.00.8497737.275805
7942.00.18900610.59535666.013.72771713.79762586.00.8701237.107048
9036.00.17955312.69951562.012.96675914.07335082.00.8220327.589776
10132.00.24366249.38757958.011.93183414.29955780.00.8031507.732153
11228.00.25820953.15199954.010.85992114.27139676.00.7555067.945689
12412.00.21936180.68530950.09.57631214.41189472.00.6668669.066530
13518.00.112350107.20355646.08.19094814.70154466.00.8566128.148382
158150.01.04206470.187270184.07.95323428.072760210.01.33117568.446834
169148.00.48816991.234529186.09.10631828.346297210.02.28602855.007744
180134.00.62849618.520775188.08.23283128.297570212.03.18133254.153960
\n", + "
" + ], + "text/plain": [ + " Side Lobe 1 \\\n", + " Direction (deg) Mag. -3dB Beamwidth (deg) \n", + "Phase shift (deg) \n", + "-180 134.0 0.628496 18.520775 \n", + "-169 328.0 2.838984 63.144061 \n", + "-158 308.0 0.225560 110.681517 \n", + "-135 110.0 1.467726 7.760710 \n", + "-124 108.0 1.340250 8.025225 \n", + "-112 104.0 1.219674 7.229048 \n", + "-101 100.0 1.054123 7.355354 \n", + "-90 98.0 1.015579 7.046311 \n", + "-79 94.0 0.954132 6.962279 \n", + "-68 92.0 0.844552 7.444619 \n", + "-56 88.0 0.845193 7.271520 \n", + "-45 84.0 0.877967 7.100955 \n", + "-34 80.0 0.834155 7.770914 \n", + "-22 78.0 0.820030 7.918208 \n", + "-11 74.0 0.842733 7.593797 \n", + "0 70.0 0.762731 8.008435 \n", + "11 66.0 0.707764 7.971729 \n", + "22 62.0 0.656016 8.280334 \n", + "34 58.0 0.603143 8.216947 \n", + "45 54.0 0.506296 8.485748 \n", + "56 50.0 0.396353 8.716850 \n", + "68 46.0 0.272322 9.216425 \n", + "79 42.0 0.189006 10.595356 \n", + "90 36.0 0.179553 12.699515 \n", + "101 32.0 0.243662 49.387579 \n", + "112 28.0 0.258209 53.151999 \n", + "124 12.0 0.219361 80.685309 \n", + "135 18.0 0.112350 107.203556 \n", + "158 150.0 1.042064 70.187270 \n", + "169 148.0 0.488169 91.234529 \n", + "180 134.0 0.628496 18.520775 \n", + "\n", + " Main Lobe \\\n", + " Direction (deg) Mag. -3dB Beamwidth (deg) \n", + "Phase shift (deg) \n", + "-180 188.0 8.232831 28.297570 \n", + "-169 352.0 9.196610 39.183191 \n", + "-158 358.0 8.971152 35.143926 \n", + "-135 128.0 4.829974 27.599764 \n", + "-124 128.0 7.587803 19.241503 \n", + "-112 124.0 9.398822 17.373481 \n", + "-101 120.0 10.522411 15.791892 \n", + "-90 118.0 11.590692 14.666995 \n", + "-79 114.0 12.388881 13.616859 \n", + "-68 110.0 12.813277 13.108380 \n", + "-56 108.0 12.655748 12.974056 \n", + "-45 104.0 12.947833 12.374104 \n", + "-34 100.0 12.730292 12.232945 \n", + "-22 96.0 12.236371 12.488448 \n", + "-11 94.0 12.427866 12.159057 \n", + "0 90.0 13.004684 11.801491 \n", + "11 86.0 12.989556 12.211974 \n", + "22 82.0 12.964776 12.730292 \n", + "34 80.0 13.619570 12.736104 \n", + "45 76.0 14.319540 12.831615 \n", + "56 72.0 14.425869 13.237420 \n", + "68 68.0 14.175257 13.543003 \n", + "79 66.0 13.727717 13.797625 \n", + "90 62.0 12.966759 14.073350 \n", + "101 58.0 11.931834 14.299557 \n", + "112 54.0 10.859921 14.271396 \n", + "124 50.0 9.576312 14.411894 \n", + "135 46.0 8.190948 14.701544 \n", + "158 184.0 7.953234 28.072760 \n", + "169 186.0 9.106318 28.346297 \n", + "180 188.0 8.232831 28.297570 \n", + "\n", + " Side Lobe 2 \n", + " Direction (deg) Mag. -3dB Beamwidth (deg) \n", + "Phase shift (deg) \n", + "-180 212.0 3.181332 54.153960 \n", + "-169 NaN NaN NaN \n", + "-158 NaN NaN NaN \n", + "-135 216.0 0.716058 40.467895 \n", + "-124 174.0 0.141902 102.693670 \n", + "-112 184.0 0.096245 28.017638 \n", + "-101 168.0 0.048109 17.062747 \n", + "-90 158.0 0.101000 23.510818 \n", + "-79 148.0 0.194353 19.564095 \n", + "-68 144.0 0.354804 17.739284 \n", + "-56 138.0 0.361219 18.473268 \n", + "-45 128.0 0.264886 17.549386 \n", + "-34 122.0 0.289849 10.447453 \n", + "-22 118.0 0.355692 8.626209 \n", + "-11 114.0 0.420671 7.895585 \n", + "0 110.0 0.494402 7.421563 \n", + "11 106.0 0.587185 7.507615 \n", + "22 102.0 0.686705 7.232353 \n", + "34 98.0 0.685870 7.343929 \n", + "45 96.0 0.732494 7.116637 \n", + "56 92.0 0.822988 6.993122 \n", + "68 88.0 0.849773 7.275805 \n", + "79 86.0 0.870123 7.107048 \n", + "90 82.0 0.822032 7.589776 \n", + "101 80.0 0.803150 7.732153 \n", + "112 76.0 0.755506 7.945689 \n", + "124 72.0 0.666866 9.066530 \n", + "135 66.0 0.856612 8.148382 \n", + "158 210.0 1.331175 68.446834 \n", + "169 210.0 2.286028 55.007744 \n", + "180 212.0 3.181332 54.153960 " + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Concatenate individual tables into one big table\n", + "lobe_data_table = pd.concat(df_list, keys=label_list)\n", + "\n", + "# Re-arrange columns and convert units\n", + "lobe_data_table = lobe_data_table.unstack()\n", + "lobe_data_table.index.name = \"Phase shift (deg)\"\n", + "lobe_data_table[\"direction\"] = lobe_data_table[\"direction\"] / np.pi * 180\n", + "lobe_data_table[\"beamwidth\"] = lobe_data_table[\"beamwidth\"] / np.pi * 180\n", + "lobe_data_table = lobe_data_table.rename(\n", + " columns={\n", + " \"direction\": \"Direction (deg)\",\n", + " \"magnitude\": \"Mag.\",\n", + " \"beamwidth\": \"-3dB Beamwidth (deg)\",\n", + " },\n", + " level=0,\n", + ")\n", + "\n", + "# Regroup columns by main/side lobes\n", + "lobe_data_table = lobe_data_table.sort_index(axis=1, level=1, sort_remaining=False).reorder_levels(\n", + " [1, 0], axis=1\n", + ")\n", + "# Relabel columns\n", + "lobe_data_table = lobe_data_table.rename(\n", + " columns={0: \"Side Lobe 1\", 1: \"Main Lobe\", 2: \"Side Lobe 2\"}, level=0\n", + ")\n", + "\n", + "# Display table\n", + "lobe_data_table" + ] + }, + { + "cell_type": "markdown", + "id": "481b3859-72b3-4400-aed2-54a19a5e91a0", + "metadata": {}, + "source": [ + "We can also combine all the gain patterns using `np.max()` to generate the total scan pattern. The total scan pattern shows the maximum achievable gain for the whole array at a given angle coordinate. " + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "dc6bfe20-cb25-4eee-915c-f30f42686f78", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Calculate total scan pattern\n", + "full_gain_list = 10 * np.log10(np.abs(np.array(gain_list))).squeeze()\n", + "scan_max = np.max(full_gain_list, axis=0) # max gain at given angle\n", + "\n", + "# 2D plot of total scan pattern\n", + "qq, pp = np.meshgrid(phi / np.pi * 180, theta / np.pi * 180)\n", + "fig, ax = plt.subplots(figsize=(10, 6), tight_layout=True)\n", + "pcm = ax.pcolormesh(qq, pp, scan_max, shading=\"nearest\", cmap=\"rainbow\")\n", + "cbat = fig.colorbar(pcm)\n", + "ax.set_xlabel(\"Azimuthal angle (deg)\")\n", + "ax.set_ylabel(\"Elevation angle (deg)\")\n", + "ax.set_title(\"Total scan pattern (dBi)\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "ab441fea-9831-4356-8eab-22d703dac53c", + "metadata": {}, + "source": [ + "### Axial Ratio" + ] + }, + { + "cell_type": "markdown", + "id": "3b754b03-fe33-442e-b1c0-5cd7e09e533f", + "metadata": {}, + "source": [ + "We calculate the axial ratio (AR) of the main lobe in the azimuthal (x-y) plane for each scan angle. We will use a subset of the scan pattern that covers the 45 to 135 degree arc. First, we locate the main lobe angle. " + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "8656e747-4f07-4bb1-b500-e6f22bd2ba3d", + "metadata": {}, + "outputs": [], + "source": [ + "# Calculate main lobe azimuthal angle for each scan pattern\n", + "main_lobe_angles = []\n", + "for gain in gain_list[5:29]:\n", + " lobe_angle = phi[np.argmax(gain.sel(theta=np.pi / 2, method=\"nearest\").squeeze().data)]\n", + " main_lobe_angles += [lobe_angle]\n", + "main_lobe_angles = np.array(main_lobe_angles)" + ] + }, + { + "cell_type": "markdown", + "id": "f1873f17-e403-4864-aafe-80aabb09c169", + "metadata": {}, + "source": [ + "Then, we extract the axial ratio at each scan angle." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "0390d132-494f-4b9c-94f1-781395d9c7bf", + "metadata": {}, + "outputs": [], + "source": [ + "# Extract AR for phi = main lobe angle, theta = 90 degrees\n", + "AR_list = [\n", + " am.axial_ratio.sel(theta=np.pi / 2, phi=main_lobe_angles[ii], method=\"nearest\").squeeze()\n", + " for ii, am in enumerate(AM_list[5:29])\n", + "]" + ] + }, + { + "cell_type": "markdown", + "id": "271adea6-ff22-4d80-8755-aa508a0bfe5f", + "metadata": {}, + "source": [ + "The AR is plotted against the scan angle below." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "77f37ab3-d0bb-4b94-8df6-3cc8ee5a3a0a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot AR vs main lobe angle\n", + "fig, ax = plt.subplots(figsize=(10, 5))\n", + "ax.plot(main_lobe_angles / np.pi * 180, AR_list)\n", + "ax.grid()\n", + "ax.set_title(\"Axial ratio vs azimuthal scan angle\")\n", + "ax.set_xlabel(\"Main lobe angle (degrees)\")\n", + "ax.set_ylabel(\"Axial ratio\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "09bfda0d-00c4-4903-a247-ddb95ee17ea1", + "metadata": {}, + "source": [ + "## Reference" + ] + }, + { + "cell_type": "markdown", + "id": "8af7789f-71b4-4cc2-8c91-6a0b1e077b0c", + "metadata": {}, + "source": [ + "[1] Syrytsin, Igor, Shuai Zhang, and Gert Fr. \"Circularly polarized planar helix phased antenna array for 5G mobile terminals.\" In 2017 International Conference on Electromagnetics in Advanced Applications (ICEAA), pp. 1105-1108. IEEE, 2017." + ] + } + ], + "metadata": { + "applications": [ + "Microwave and RF devices" + ], + "description": "This notebook demonstrates how to simulate an antenna array of planar helical design.", + "feature_image": "./img/planar_helical_antenna_array_render.png", + "features": [ + "Lumped port", + "Smatrix plugin" + ], + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "keywords": "5G, mobile terminal, helical antenna, phased array, lumped port, gain, scan pattern, axial ratio", + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.2" + }, + "title": "Planar helical antenna array" + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/case_studies/microwave.rst b/docs/case_studies/microwave.rst index 1a36f640..17b38197 100644 --- a/docs/case_studies/microwave.rst +++ b/docs/case_studies/microwave.rst @@ -23,3 +23,4 @@ Microwave and RF (Radio Frequency) devices are essential for communication and s ../../WPDHarmonicSuppression3 ../../ThroughSiliconVia ../../SMAEdgeMount + ../../PlanarHelicalAntennaArray diff --git a/img/planar_helical_antenna_array_render.png b/img/planar_helical_antenna_array_render.png new file mode 100644 index 00000000..6bb63eb8 Binary files /dev/null and b/img/planar_helical_antenna_array_render.png differ diff --git a/img/planar_helical_antenna_array_schematic.png b/img/planar_helical_antenna_array_schematic.png new file mode 100644 index 00000000..e68a2c3b Binary files /dev/null and b/img/planar_helical_antenna_array_schematic.png differ