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   "source": [
    "### Open ended stub antenna\n",
    "\n",
    "An open-ended stub antenna is a simple radiating element consisting of a transmission line (typically microstrip or coaxial cable) with one end open-circuited, allowing electromagnetic energy to radiate directly into free space."
   ]
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   "source": [
    "import gmsh\n",
    "import math\n",
    "\n",
    "from palacetoolkit.viz import view_mesh\n",
    "from palacetoolkit.mesh import (\n",
    "    Entity, \n",
    "    run_entity_pipeline, \n",
    "    generate_3d_mesh, \n",
    "    create_graded_mesh\n",
    ")\n",
    "from palacetoolkit.simulation import Simulation"
   ]
  },
  {
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   "execution_count": null,
   "id": "06f22ba1",
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   "source": [
    "### Paramters\n",
    "- l1 : Ground plane length along x-axis, specified as a scalar in meters\n",
    "- w1 : Ground plane width along y-axis, specified as a scalar in meters\n",
    "- h : Patch height along z-axis, specified as a scalar in meters.\n",
    "\n",
    "- strip_line_length : Notch length along x-axis, specified as a scalar in meters. \n",
    "- strip_lined_width: Notch width along y-axis, specified as a scalar in meters.\n",
    "- air_height : Air-domain height reference for sizing the enclosing sphere, specified as a scalar in meters.\n",
    "- air_margin : Air-domain margin along x and y axes used for sphere sizing, specified as a scalar in meters.\n",
    "- freq  : Simulation frequency in GHz, specified as a scalar.\n",
    "- filename : Output mesh filename, specified as a string."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d854dab2",
   "metadata": {
    "execution": {
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   "source": [
    "l1: float = 0.06\n",
    "w1: float = 0.06\n",
    "strip_line_length: float = 0.04\n",
    "strip_line_width: float = 0.002\n",
    "h: float = 0.0013\n",
    "air_height: float = 0.025    \n",
    "air_margin: float = 0.025    \n",
    "freq: float = 3.3\n",
    "filename: str = \"open_ended_antenna.msh\"\n",
    "\n",
    "wavelength = 3e8 / (freq * 1e9)"
   ]
  },
  {
   "cell_type": "markdown",
   "execution_count": null,
   "id": "20118c72",
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   "source": [
    "### Model initialization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "12cc3554",
   "metadata": {
    "execution": {
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   "source": [
    "gmsh.initialize()\n",
    "gmsh.model.add(\"patch_antenna\")\n",
    "kernel = gmsh.model.occ"
   ]
  },
  {
   "cell_type": "markdown",
   "execution_count": null,
   "id": "a4fbf049",
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   "source": [
    "### Geometry construction"
   ]
  },
  {
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   "execution_count": 4,
   "id": "f151f6b0",
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   "source": [
    "# Total domain bounds\n",
    "total_xmin = -l1/2 - air_margin\n",
    "total_xmax = l1/2 + air_margin\n",
    "total_ymin = -w1/2 - air_margin\n",
    "total_ymax = w1/2 + air_margin\n",
    "total_zmax = h + air_height\n",
    "\n",
    "# Substrate box\n",
    "substrate = kernel.addBox(-l1/2, -w1/2, 0, l1, w1, h)\n",
    "\n",
    "# Ground plane\n",
    "ground_plane = kernel.addRectangle(-l1/2, -w1/2, 0, l1, w1)\n",
    "\n",
    "# Top conductor\n",
    "strip_line_1 = kernel.addRectangle(-l1/2, -strip_line_width/2, h, strip_line_length, strip_line_width)\n",
    "\n",
    "# gap bewteen the ground plane and the bottom of the lumped port.\n",
    "gap = 0\n",
    "\n",
    "# lumped port\n",
    "lumped_port = kernel.addRectangle(-l1/2 + gap, -strip_line_width/2, 0, h - gap, strip_line_width)\n",
    "kernel.rotate([(2, lumped_port)], -l1/2, 0, 0, 0, 1, 0, -math.pi/2)\n",
    "\n",
    "# Air sphere\n",
    "airsphere_radius = max(abs(total_xmin), abs(total_xmax), abs(total_ymin), abs(total_ymax), total_zmax)\n",
    "air_sphere = kernel.addSphere(0.0, 0.0, 0.0, airsphere_radius)\n",
    "\n",
    "# Synchronize everything!\n",
    "kernel.synchronize()"
   ]
  },
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Physical group 'air_sphere' (dim=3): pg=1, tags=[2]\n",
      "  Physical group 'substrate' (dim=3): pg=2, tags=[1]\n",
      "  Physical group 'top_conductor' (dim=2): pg=3, tags=[8]\n",
      "  Physical group 'ground_plane' (dim=2): pg=4, tags=[7]\n",
      "  Physical group 'lumped_port' (dim=2): pg=5, tags=[9]\n",
      "  Physical group 'air_sphere__None' (dim=2): pg=6, tags=[16]\n",
      "  Physical group 'air_sphere__substrate' (dim=2): pg=7, tags=[10, 11, 13, 15, 14, 12]\n",
      "  ignoring 3 curves from {'air_sphere__None'}\n",
      "  global: 21 curves, SizeMin=0.0018\n",
      "  ppw_near=50  ppw_far=30\n",
      "  SizeMax=0.0030  transition=0.0227\n",
      "  local: dimtag=(2, 9), ppw=150, SizeMin=0.0006\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mesh saved to open_ended_antenna.msh\n",
      "  Nodes: 30128\n",
      "  Elements: 178626\n"
     ]
    }
   ],
   "source": [
    "# Define the entities which later will become the physical groups.\n",
    "entities = [\n",
    "    Entity(\"air_sphere\", dim=3, btype=\"dielectric\", mesh_order=2, tags=[air_sphere], eps_r=1.0, mu_r=1.0, loss_tan=0.0),\n",
    "    Entity(\"substrate\", dim=3, btype=\"dielectric\", mesh_order=1, tags=[substrate], eps_r=2.2, mu_r=1.0, loss_tan=0.0009),\n",
    "    Entity(\"top_conductor\", dim=2, btype=\"pec\", mesh_order=1, tags=[strip_line_1]),\n",
    "    Entity(\"ground_plane\", dim=2, btype=\"pec\", mesh_order=1, tags=[ground_plane]),\n",
    "    Entity(\"lumped_port\", dim=2, btype=\"lumped_port\", mesh_order=0, tags=[lumped_port], R=50.0, direction=\"+Z\")\n",
    "]\n",
    "\n",
    "# Boolean operations to guarantee a nice mesh, algo it returns the\n",
    "# physical group map.\n",
    "pg_map = run_entity_pipeline(entities)\n",
    "\n",
    "# Refine near the top conductor and locally the lumped port\n",
    "create_graded_mesh(  wavelength, \n",
    "                     ppw_near=50, \n",
    "                     ppw_far=30, \n",
    "                     set_as_background=True,\n",
    "                     local_refinements = {entities[-1].dimtags[0]: 150})\n",
    "# Mesh sizes\n",
    "mesh_sizes = {\n",
    "    \"substrate\": wavelength / 12,\n",
    "    \"air_sphere\": wavelength / 4,\n",
    "    \"lumped_port\": wavelength / 150,\n",
    "    \"ground_plane\" : wavelength / 10,\n",
    "    \"top_conductor\": wavelength / 50\n",
    "}\n",
    "\n",
    "# Generate the 3d mesh.\n",
    "generate_3d_mesh(entities, mesh_sizes, filename, optimize = True)"
   ]
  },
  {
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   "outputs": [],
   "source": [
    "### Mesh visualization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "89d4552b",
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loading mesh file: open_ended_antenna.msh\n",
      "Groups to render transparent: air_sphere__None\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mesh loaded successfully with 2 cell blocks\n",
      "Found 16412 triangles total\n",
      "Physical group tags in mesh: {3: 'top_conductor', 4: 'ground_plane', 5: 'lumped_port', 6: 'air_sphere__None', 7: 'air_sphere__substrate'}\n"
     ]
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    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Render the physical groups. The air sphere is rendered transparent.\n",
    "view_mesh(filename, transparent_groups= \"air_sphere__None\")"
   ]
  },
  {
   "cell_type": "markdown",
   "execution_count": null,
   "id": "28ef1749",
   "metadata": {
    "papermill": {
     "duration": 0.003594,
     "end_time": "2026-08-04T15:59:23.929312+00:00",
     "exception": false,
     "start_time": "2026-08-04T15:59:23.925718+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "### Generate palace JSON config"
   ]
  },
  {
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   "source": [
    "config_filename: str = \"op_spalace.conf\"\n",
    "freq_min: float = 3.0\n",
    "freq_max: float = 3.5\n",
    "freq_step: float = 0.005\n",
    "eps_r: float = 2.2\n",
    "loss_tan: float = 0.0009\n",
    "port_impedance: float = 50.0\n",
    "solver_order: int = 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8f221339",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-04T15:59:23.949818Z",
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     "start_time": "2026-08-04T15:59:23.945218+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Palace config written to op_spalace.conf\n",
      "Wrote op_spalace.conf\n"
     ]
    }
   ],
   "source": [
    "sim = Simulation()\n",
    "\n",
    "def attr(name):\n",
    "    return [pg_map[name]] if name in pg_map else []\n",
    "\n",
    "sim.set_mesh_file(filename)\n",
    "sim.set_config_option(\"Problem.Output\", \"postpro/open_ended_antenna/\")\n",
    "\n",
    "sim.set_config_option(\"Domains.Materials\", [\n",
    "    {\n",
    "        \"Attributes\": attr(\"substrate\"),\n",
    "        \"Permittivity\": eps_r,\n",
    "        \"Permeability\": 1.0,\n",
    "        \"LossTan\": loss_tan\n",
    "    },\n",
    "    {\n",
    "        \"Attributes\": attr(\"air\"),\n",
    "        \"Permittivity\": 1.0,\n",
    "        \"Permeability\": 1.0\n",
    "    }\n",
    "])\n",
    "\n",
    "sim.set_config_option(\"Boundaries.PEC\", {\n",
    "    \"Attributes\": attr(\"ground_plane\") + attr(\"patch\")\n",
    "})\n",
    "\n",
    "sim.set_config_option(\"Boundaries.LumpedPort\", [\n",
    "    {\n",
    "        \"Index\": 1,\n",
    "        \"Attributes\": attr(\"lumped_port\"),\n",
    "        \"R\": port_impedance,\n",
    "        \"Excitation\": True,\n",
    "        \"Direction\": \"+Z\"\n",
    "    }\n",
    "])\n",
    "sim.set_config_option(\"Boundaries.Absorbing\", {\n",
    "    \"Attributes\": attr(\"farfield\"),\n",
    "    \"Order\": 1\n",
    "})\n",
    "\n",
    "sim.set_config_option(\"Solver.Order\", solver_order)\n",
    "sim.set_config_option(\"Solver.Driven.MinFreq\", freq_min)\n",
    "sim.set_config_option(\"Solver.Driven.MaxFreq\", freq_max)\n",
    "sim.set_config_option(\"Solver.Driven.FreqStep\", freq_step)\n",
    "sim.set_config_option(\"Solver.Driven.AdaptiveTol\", 0.001)\n",
    "\n",
    "config_path = sim.write_config(config_filename)\n",
    "print(f\"Wrote {config_path}\")"
   ]
  }
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