{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "-" } }, "source": [ "# Scattering matrix plugin\n", "\n", "Note: the cost of running the entire notebook is larger than 1 FlexUnit.\n", "\n", "This notebook will give a demo of the tidy3d [ComponentModeler](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.plugins.ComponentModeler.html) plugin used to compute scattering matrix elements." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:05:23.838156Z", "iopub.status.busy": "2023-02-03T05:05:23.837803Z", "iopub.status.idle": "2023-02-03T05:05:24.521948Z", "shell.execute_reply": "2023-02-03T05:05:24.521535Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
[23:05:24] WARNING  This version of Tidy3D was pip installed from the 'tidy3d-beta' repository on   __init__.py:103\n",
       "                    PyPI. Future releases will be uploaded to the 'tidy3d' repository. From now on,                \n",
       "                    please use 'pip install tidy3d' instead.                                                       \n",
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           INFO     Using client version: 1.9.0rc1                                                  __init__.py:121\n",
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"\n", "We will simulate a directional coupler, similar to the GDS and Parameter scan tutorials.\n", "\n", "Let's start by setting up some basic parameters." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:05:24.523791Z", "iopub.status.busy": "2023-02-03T05:05:24.523609Z", "iopub.status.idle": "2023-02-03T05:05:24.526923Z", "shell.execute_reply": "2023-02-03T05:05:24.526644Z" }, "tags": [] }, "outputs": [], "source": [ "# wavelength / frequency\n", "lambda0 = 1.550 # all length scales in microns\n", "freq0 = td.constants.C_0 / lambda0\n", "fwidth = freq0 / 10\n", "\n", "# Spatial grid specification\n", "grid_spec = td.GridSpec.auto(min_steps_per_wvl=14, wavelength=lambda0)\n", "\n", "# Permittivity of waveguide and substrate\n", "wg_n = 3.48\n", "sub_n = 1.45\n", "mat_wg = td.Medium(permittivity=wg_n**2)\n", "mat_sub = td.Medium(permittivity=sub_n**2)\n", "\n", "# Waveguide dimensions\n", "\n", "# Waveguide height\n", "wg_height = 0.22\n", "# Waveguide width\n", "wg_width = 1.0\n", "# Waveguide separation in the beginning/end\n", "wg_spacing_in = 8\n", "# length of coupling region (um)\n", "coup_length = 6.0\n", "# spacing between waveguides in coupling region (um)\n", "wg_spacing_coup = 0.05\n", "# Total device length along propagation direction\n", "device_length = 100\n", "# Length of the bend region\n", "bend_length = 16\n", "# Straight waveguide sections on each side\n", "straight_wg_length = 4\n", "# space between waveguide and PML\n", "pml_spacing = 2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define waveguide bends and coupler\n", "\n", "Here is where we define our directional coupler shape programmatically in terms of the geometric parameters" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:05:24.528463Z", "iopub.status.busy": "2023-02-03T05:05:24.528370Z", "iopub.status.idle": "2023-02-03T05:05:24.531981Z", "shell.execute_reply": "2023-02-03T05:05:24.531701Z" }, "tags": [] }, "outputs": [], "source": [ "def tanh_interp(max_arg):\n", " \"\"\"Interpolator for tanh with adjustable extension\"\"\"\n", " scale = 1 / np.tanh(max_arg)\n", " return lambda u: 0.5 * (1 + scale * np.tanh(max_arg * (u * 2 - 1)))\n", "\n", "def make_coupler(\n", " length, wg_spacing_in, wg_width, wg_spacing_coup, coup_length, bend_length, npts_bend=30\n", "):\n", " \"\"\"Make an integrated coupler using the gdstk RobustPath object.\"\"\"\n", " # bend interpolator\n", " interp = tanh_interp(3)\n", " delta = wg_width + wg_spacing_coup - wg_spacing_in\n", " offset = lambda u: wg_spacing_in + interp(u) * delta\n", "\n", " coup = gdstk.RobustPath(\n", " (-0.5 * length, 0),\n", " (wg_width, wg_width),\n", " wg_spacing_in,\n", " simple_path=True,\n", " layer=1,\n", " datatype=[0, 1],\n", " )\n", " coup.segment((-0.5 * coup_length - bend_length, 0))\n", " coup.segment(\n", " (-0.5 * coup_length, 0), offset=[lambda u: -0.5 * offset(u), lambda u: 0.5 * offset(u)]\n", " )\n", " coup.segment((0.5 * coup_length, 0))\n", " coup.segment(\n", " (0.5 * coup_length + bend_length, 0),\n", " offset=[lambda u: -0.5 * offset(1 - u), lambda u: 0.5 * offset(1 - u)],\n", " )\n", " coup.segment((0.5 * length, 0))\n", " return coup" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Create Base Simulation\n", "\n", "The scattering matrix tool requires the \"base\" [Simulation](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.Simulation.html) (without the modal sources or monitors used to compute S-parameters), so we will construct that now.\n", "\n", "We generate the structures and add a [FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.FieldMonitor.html?highlight=FieldMonitor) so we can inspect the field patterns." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:05:24.533333Z", "iopub.status.busy": "2023-02-03T05:05:24.533250Z", "iopub.status.idle": "2023-02-03T05:05:24.541998Z", "shell.execute_reply": "2023-02-03T05:05:24.541710Z" }, "tags": [] }, "outputs": [], "source": [ "# Geometry must be placed in GDS cells to import into Tidy3D\n", "coup_cell = gdstk.Cell(\"Coupler\")\n", "\n", "substrate = gdstk.rectangle(\n", " (-device_length / 2, -wg_spacing_in / 2 - 10),\n", " (device_length / 2, wg_spacing_in / 2 + 10),\n", " layer=0,\n", ")\n", "coup_cell.add(substrate)\n", "\n", "# Add the coupler to a gdspy cell\n", "gds_coup = make_coupler(\n", " device_length, wg_spacing_in, wg_width, wg_spacing_coup, coup_length, bend_length\n", ")\n", "coup_cell.add(gds_coup)\n", "\n", "# Substrate\n", "oxide_geo, = td.PolySlab.from_gds(\n", " gds_cell=coup_cell, gds_layer=0, gds_dtype=0, slab_bounds=(-10, 0), axis=2\n", ")\n", "\n", "oxide = td.Structure(geometry=oxide_geo, medium=mat_sub)\n", "\n", "# Waveguides (import all datatypes if gds_dtype not specified)\n", "coupler1_geo, coupler2_geo = td.PolySlab.from_gds(\n", " gds_cell=coup_cell, gds_layer=1, slab_bounds=(0, wg_height), axis=2\n", ")\n", "\n", "coupler1 = td.Structure(geometry=coupler1_geo, medium=mat_wg)\n", "\n", "coupler2 = td.Structure(geometry=coupler2_geo, medium=mat_wg)\n", "\n", "# Simulation size along propagation direction\n", "sim_length = 2 * straight_wg_length + 2 * bend_length + coup_length\n", "\n", "# Spacing between waveguides and PML\n", "sim_size = [\n", " sim_length,\n", " wg_spacing_in + wg_width + 2 * pml_spacing,\n", " wg_height + 2 * pml_spacing,\n", "]\n", "\n", "# source\n", "src_pos = sim_length / 2 - straight_wg_length / 2\n", "\n", "# in-plane field monitor (optional, increases required data storage)\n", "domain_monitor = td.FieldMonitor(\n", " center=[0, 0, wg_height / 2], size=[td.inf, td.inf, 0], freqs=[freq0], name=\"field\"\n", ")\n", "\n", "# initialize the simulation\n", "sim = td.Simulation(\n", " size=sim_size,\n", " grid_spec=grid_spec,\n", " structures=[oxide, coupler1, coupler2],\n", " sources=[],\n", " monitors=[domain_monitor],\n", " run_time=50 / fwidth,\n", " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n", ")" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:05:24.543418Z", "iopub.status.busy": "2023-02-03T05:05:24.543339Z", "iopub.status.idle": "2023-02-03T05:05:24.741952Z", "shell.execute_reply": "2023-02-03T05:05:24.741666Z" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(15, 10))\n", "ax1 = sim.plot(z=wg_height / 2, ax=ax1)\n", "ax2 = sim.plot(x=src_pos, ax=ax2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Setting up Scattering Matrix Tool\n", "Now, to use the S matrix tool, we need to defing the spatial extent of the \"ports\" of our system using [Port](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.plugins.Port.html) objects.\n", "\n", "These ports will be converted into modal sources and monitors later, so they require both some mode specification and a definition of the direction that points into the system.\n", "\n", "We'll also give them names to refer to later." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:05:24.743479Z", "iopub.status.busy": "2023-02-03T05:05:24.743373Z", "iopub.status.idle": "2023-02-03T05:05:25.151605Z", "shell.execute_reply": "2023-02-03T05:05:25.151230Z" }, "tags": [] }, "outputs": [], "source": [ "from tidy3d.plugins.smatrix.smatrix import Port\n", "\n", "num_modes = 1\n", "\n", "port_right_top = Port(\n", " center=[src_pos, wg_spacing_in / 2, wg_height / 2],\n", " size=[0, 4, 2],\n", " mode_spec=td.ModeSpec(num_modes=num_modes),\n", " direction=\"-\",\n", " name=\"right_top\",\n", ")\n", "\n", "port_right_bot = Port(\n", " center=[src_pos, -wg_spacing_in / 2, wg_height / 2],\n", " size=[0, 4, 2],\n", " mode_spec=td.ModeSpec(num_modes=num_modes),\n", " direction=\"-\",\n", " name=\"right_bot\",\n", ")\n", "\n", "port_left_top = Port(\n", " center=[-src_pos, wg_spacing_in / 2, wg_height / 2],\n", " size=[0, 4, 2],\n", " mode_spec=td.ModeSpec(num_modes=num_modes),\n", " direction=\"+\",\n", " name=\"left_top\",\n", ")\n", "\n", "port_left_bot = Port(\n", " center=[-src_pos, -wg_spacing_in / 2, wg_height / 2],\n", " size=[0, 4, 2],\n", " mode_spec=td.ModeSpec(num_modes=num_modes),\n", " direction=\"+\",\n", " name=\"left_bot\",\n", ")\n", "\n", "ports = [port_right_top, port_right_bot, port_left_top, port_left_bot]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, we will add the base simulation and ports to the [ComponentModeler](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.plugins.ComponentModeler.html), along with the frequency of interest and a name for saving the batch of simulations that will get created later." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:05:25.153402Z", "iopub.status.busy": "2023-02-03T05:05:25.153220Z", "iopub.status.idle": "2023-02-03T05:05:31.794311Z", "shell.execute_reply": "2023-02-03T05:05:31.793834Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n",
       "
\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": [
       "\u001b[?25l"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5b52570c947a4a93811c8b00a1e73512",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n",
       "
\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from tidy3d.plugins.smatrix.smatrix import ComponentModeler\n",
    "\n",
    "modeler = ComponentModeler(simulation=sim, ports=ports, freq=freq0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can plot the simulation with all of the ports as sources to check things are set up correctly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:05:31.844779Z",
     "iopub.status.busy": "2023-02-03T05:05:31.844706Z",
     "iopub.status.idle": "2023-02-03T05:05:32.079752Z",
     "shell.execute_reply": "2023-02-03T05:05:32.079474Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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   ],
   "source": [
    "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(15, 10))\n",
    "ax1 = modeler.plot_sim(z=wg_height / 2, ax=ax1)\n",
    "ax2 = modeler.plot_sim(x=src_pos, ax=ax2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Solving for the S matrix\n",
    "\n",
    "With the component modeler defined, we may call it's `.solve()` method to run a batch of simulations to compute the S matrix.\n",
    "The tool will loop through each port and create one simulation per mode index (as defined by the mode specifications) where a unique modal source is injected.\n",
    "Each of the ports will also be converted to mode monitors to measure the mode amplitudes and normalization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:05:32.081297Z",
     "iopub.status.busy": "2023-02-03T05:05:32.081191Z",
     "iopub.status.idle": "2023-02-03T05:09:19.892938Z",
     "shell.execute_reply": "2023-02-03T05:09:19.892555Z"
    },
    "tags": []
   },
   "outputs": [
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      "text/html": [
       "
\n",
       "
\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "smatrix = modeler.run(path_dir=\"data\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Working with Scattering Matrix\n",
    "\n",
    "The scattering matrix returned by the solve is actually a nested dictionarty relating the port names and mode_indices.\n",
    "For example `smatrix[(name1, mode_index1)][(name2, mode_index_2)]` gives the complex scattering matrix element.\n",
    "\n",
    "For example:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:21.854241Z",
     "iopub.status.busy": "2023-02-03T05:09:21.854164Z",
     "iopub.status.idle": "2023-02-03T05:09:21.856246Z",
     "shell.execute_reply": "2023-02-03T05:09:21.855993Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0.05434682063201947+0.09051219845214702j)"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "smatrix[(\"left_top\", 0)][(\"right_bot\", 0)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Alternatively, we can convert this into a numpy array:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:21.864555Z",
     "iopub.status.busy": "2023-02-03T05:09:21.864431Z",
     "iopub.status.idle": "2023-02-03T05:09:21.866607Z",
     "shell.execute_reply": "2023-02-03T05:09:21.866342Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(4, 4)\n"
     ]
    }
   ],
   "source": [
    "port_names = list(smatrix.keys())\n",
    "S = np.array([[smatrix[p_out][p_in] for p_in in port_names] for p_out in port_names])\n",
    "print(S.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can inspect `S` and note that the diagonal elements are very small indicating low backscattering."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Summing each rows of the matrix should give 1.0 if no power was lost."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:21.868294Z",
     "iopub.status.busy": "2023-02-03T05:09:21.868049Z",
     "iopub.status.idle": "2023-02-03T05:09:21.870484Z",
     "shell.execute_reply": "2023-02-03T05:09:21.870236Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0.99702704, 0.99702684, 0.99702037, 0.99702007])"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.sum(abs(S) ** 2, axis=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, we can check whether `S` is close to unitary as expected.\n",
    "\n",
    "S times it's Hermitian conjugate should be the identy matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:21.872142Z",
     "iopub.status.busy": "2023-02-03T05:09:21.872028Z",
     "iopub.status.idle": "2023-02-03T05:09:21.873758Z",
     "shell.execute_reply": "2023-02-03T05:09:21.873523Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "mat = S @ (np.conj(S.T))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:21.875232Z",
     "iopub.status.busy": "2023-02-03T05:09:21.875115Z",
     "iopub.status.idle": "2023-02-03T05:09:22.226666Z",
     "shell.execute_reply": "2023-02-03T05:09:22.226369Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(12, 3.5))\n",
    "imabs = ax1.matshow(abs(mat))\n",
    "vmax = np.abs(mat.real).max()\n",
    "imreal = ax2.matshow(mat.real, cmap=\"RdBu\", vmin=-vmax, vmax=vmax)\n",
    "vmax = np.abs(mat.imag).max()\n",
    "imimag = ax3.matshow(mat.imag, cmap=\"RdBu\", vmin=-vmax, vmax=vmax)\n",
    "ax1.set_title(\"$|S^\\dagger S|$\")\n",
    "ax2.set_title(\"$\\Re\\{S^\\dagger S\\}$\")\n",
    "ax3.set_title(\"$\\Im\\{S^\\dagger S\\}$\")\n",
    "ax1.grid(False)\n",
    "ax2.grid(False)\n",
    "ax3.grid(False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It looks pretty close, but there seems to indeed be a bit of loss (expected)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Viewing individual Simulation Data\n",
    "To verify, we may want to take a look the individual simulation data.\n",
    "For that, we can load up the batch and inspect the [SimulationData](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.Simulation.html) for each task."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:22.228566Z",
     "iopub.status.busy": "2023-02-03T05:09:22.228370Z",
     "iopub.status.idle": "2023-02-03T05:09:24.599101Z",
     "shell.execute_reply": "2023-02-03T05:09:24.598810Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2) = plt.subplots(2, 1, tight_layout=True, figsize=(15, 10))\n",
    "ax1 = modeler.batch.load(path_dir=\"data\")[\"smatrix_left_top_0\"].plot_field(\n",
    "    \"field\", \"int\", z=wg_height / 2, ax=ax1\n",
    ")\n",
    "ax2 = modeler.batch.load(path_dir=\"data\")[\"smatrix_right_bot_0\"].plot_field(\n",
    "    \"field\", \"int\", z=wg_height / 2, ax=ax2\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Saving and Loading Results\n",
    "\n",
    "Finally, we can save and load the component modeler from file to save the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:24.600957Z",
     "iopub.status.busy": "2023-02-03T05:09:24.600848Z",
     "iopub.status.idle": "2023-02-03T05:09:27.056597Z",
     "shell.execute_reply": "2023-02-03T05:09:27.056292Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fname = \"data/modeler.json\"\n",
    "modeler.to_file(fname)\n",
    "modeler2 = ComponentModeler.from_file(fname)\n",
    "f, (ax1, ax2) = plt.subplots(2, 1, tight_layout=True, figsize=(15, 10))\n",
    "ax1 = modeler2.batch.load(path_dir=\"data\")[\"smatrix_left_top_0\"].plot_field(\n",
    "    \"field\", \"int\", z=wg_height / 2, ax=ax1\n",
    ")\n",
    "ax2 = modeler2.batch.load(path_dir=\"data\")[\"smatrix_right_bot_0\"].plot_field(\n",
    "    \"field\", \"int\", z=wg_height / 2, ax=ax2\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Element Mappings\n",
    "\n",
    "If we wish, we can specify mappings between scattering matrix elements that we want to be equal up to a multiplicative factor.\n",
    "We can define these as `element_mappings` in the `ComponentModeler`.\n",
    "\n",
    "As an example, let's define this element mapping from the example above to enforce that the coupling between bottom left to bottom right should be equal to the coupling between top left to top right."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:27.058300Z",
     "iopub.status.busy": "2023-02-03T05:09:27.058195Z",
     "iopub.status.idle": "2023-02-03T05:09:27.060519Z",
     "shell.execute_reply": "2023-02-03T05:09:27.060286Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# these are the \"indices\" in our scattering matrix\n",
    "left_top = (\"left_top\", 0)\n",
    "right_top = (\"right_top\", 0)\n",
    "left_bot = (\"left_bot\", 0)\n",
    "right_bot = (\"right_bot\", 0)\n",
    "\n",
    "# we define the scattering matrix elements coupling the top ports and bottom ports as pairs of these indices\n",
    "top_coupling_l2r = (left_top, right_top)\n",
    "bot_coupling_l2r = (left_bot, right_bot)\n",
    "top_coupling_r2l = (right_top, left_top)\n",
    "bot_coupling_r2l = (right_bot, left_bot)\n",
    "\n",
    "# map the top coupling to the bottom coupling with a multiplicative factor of +1\n",
    "map_horizontal_l2r = (top_coupling_l2r, bot_coupling_l2r, +1)\n",
    "map_horizontal_r2l = (top_coupling_r2l, bot_coupling_r2l, +1)\n",
    "\n",
    "element_mappings = (map_horizontal_l2r, map_horizontal_r2l)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:09:27.061924Z",
     "iopub.status.busy": "2023-02-03T05:09:27.061828Z",
     "iopub.status.idle": "2023-02-03T05:13:23.096823Z",
     "shell.execute_reply": "2023-02-03T05:13:23.096456Z"
    },
    "tags": []
   },
   "outputs": [
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    "# run the component modeler again\n",
    "modeler = ComponentModeler(\n",
    "    simulation=sim, ports=ports, freq=freq0, element_mappings=element_mappings\n",
    ")\n",
    "smatrix = modeler.run()"
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    "The resulting scattering matrix will have the element mappings applied, we can check this explicitly."
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    "# assert that the horizontal couping elements are exactly equal\n",
    "print(smatrix[left_top][right_top])\n",
    "print(smatrix[left_bot][right_bot])\n",
    "\n",
    "assert smatrix[left_top][right_top] == smatrix[left_bot][right_bot]"
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    "## Incomplete Scattering Matrix\n",
    "Finally, to exclude some rows of the scattering matrix, one can supply a `run_only` paramteter to the `ComponentModeler`.\n",
    "\n",
    "`run_only` contains the scattering matrix indices that the user wants to run as a source. If any indices are excluded, they will not be run.\n",
    "\n",
    "For example, if one wants to compute scattering matrix elements from only the ports on the left hand side, the `run_only` could be defined as follows."
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    "run_only = (left_top, left_bot)\n",
    "modeler = ComponentModeler(simulation=sim, ports=ports, freq=freq0, run_only=run_only)\n",
    "smatrix = modeler.run()"
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    "The resulting scattering matrix will have the indices not included in `run_only` omitted from the keys of the outer dictionary."
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     "text": [
      "True\n",
      "False\n"
     ]
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    "print(left_top in smatrix)\n",
    "print(right_top in smatrix)"
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↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸━ 97.0% • 25.3/26.0 MB • 8.8 MB/s • 0:00:01\n↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸━ 97.0% • 25.3/26.0 MB • 8.8 MB/s • 0:00:01
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smatrix_right_top_0: status = success    ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\nsmatrix_right_bot_0: status = success    ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\nsmatrix_left_top_0: status = success     ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\nsmatrix_left_bot_0: status = postprocess ━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸━━━━━━━━━━━  71% -:--:--\nsmatrix_right_top_0: status = success    ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\nsmatrix_right_bot_0: status = success    ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\nsmatrix_left_top_0: status = success     ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\nsmatrix_left_bot_0: status = postprocess ━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸━━━━━━━━━━━  71% -:--:--
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↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸ 99.0% • 25.8/26.0 MB • 8.4 MB/s • 0:00:01\n↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸ 99.0% • 25.8/26.0 MB • 8.4 MB/s • 0:00:01
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