{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "2bc59cdd-d453-4c60-9ba9-86dd581b801b",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Charge solver: a silicon electro-optic phase modulator\n",
    "\n",
    "In this notebook, we simulate a silicon electro-optic phase modulator. The numerical results are compared with the experimental data provided in [1]. The modulator consists of a *pn*-junction with a high doping contact to allow for a less resistive electrical interface. \n",
    "\n",
    "The sketch below illustrates the main dimensions of the modulator:\n",
    "\n",
    "![charge_modulator](img/charge_modulator.png)\n",
    "\n",
    "### Outline\n",
    "\n",
    "1. We start by setting up a `Charge` simulation in `tidy3d`. For this example, the isothermal Drift-Diffusion (DD) equations are solved. A basic summary of the equations solved and nomenclature used can be found our [td.SemiconductorMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SemiconductorMedium.html#tidy3d-semiconductormedium) documentation. \n",
    "2. We show how the numerical results from this simulation can be used to determine the optical phase change.\n",
    "\n",
    "### References\n",
    "\n",
    "[1] Chrostowski L, Hochberg M. Silicon Photonics Design: From Devices to Systems. Cambridge University Press; 2015.\n",
    "\n",
    "[2] Schroeder, D., T. Ostermann, and O. Kalz. “Comparison of transport models far the simulation of degenerate semiconductors.” Semiconductor science and technology 9.4 (1994): 364.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cbd15d29-3d14-4189-8612-962da9c721d2",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "## 1. Construct our `Charge` Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "341deaf0-2cc8-4561-a721-36a574d8f362",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import tidy3d as td\n",
    "from matplotlib import pyplot as plt\n",
    "from tidy3d import web"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7c982369-9a57-4cf9-b37d-114373df6653",
   "metadata": {},
   "source": [
    "### Specify our Modulator Dimensions"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "584f4b72-af58-4e9b-993c-031c7af45cda",
   "metadata": {},
   "source": [
    "Based on the figure above, we can define the dimensions of our electro-optic phase modulator. These are defaulted to micro-meters.\n",
    "\n",
    "Since 2D problems are not yet supported, we will extrude our geometry in the *z* dimension. This is perpendicular to the plane of the problem in `z_size` $\\mu m$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "4bd4df91-84be-4279-a5c8-28ddc52aae80",
   "metadata": {},
   "outputs": [],
   "source": [
    "# all units in um\n",
    "w_core = 0.5\n",
    "h_core = 0.22\n",
    "\n",
    "w_clearance = 2.25\n",
    "h_clearance = 0.09\n",
    "w_side = 2.5\n",
    "h_side = 0.22\n",
    "\n",
    "w_contact = 1.2\n",
    "h_contact = 1.0\n",
    "\n",
    "z_size = h_clearance / 5\n",
    "\n",
    "res = h_clearance / 10"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8131cc0-e0fd-4bc2-aed8-28d39762adaa",
   "metadata": {},
   "source": [
    "### Create Multi-Physical Mediums\n",
    "\n",
    "In this example, we want to simulate the optical and electronic behaviour of this device. This means we need to specify material models that can represent the behaviour in these two physical domains. \n",
    "\n",
    "The [td.MultiPhysicsMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.components.material.multi_physics.MultiPhysicsMedium.html#tidy3d.components.material.multi_physics.MultiPhysicsMedium) was introduced in order to compose existing `tidy3d` medium models together into a unified multi-domain representation. `td.MultiPhysics` medium will be fully interoperable with any `tidy3d` simulation definition or class that uses existing medium definitions, and should enable full flexibility in terms of creating unified material models progressively. In this example, we will focus on its usage for Charge simulations which it fully supports.\n",
    "\n",
    "We still need to define a `<Domain>Medium` model for our Charge and Optical FDTD simulations. Let's explore the different ways of doing this below."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f282a780-cedf-4700-8981-c11dc73e4ab5",
   "metadata": {},
   "source": [
    "Our silica ($SiO_2$) cladding behaves like an electronic insulator which can be defined with a [td.ChargeInsulatorMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ChargeInsulatorMedium.html#tidy3d.ChargeInsulatorMedium). For the optical simulation, assuming we have an `td.Medium` frequency range valid to 0 Hz (electronic DC), we can reuse a the [td.material_library](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/material_library.html) optical medium models and create a `td.MultiPhysicsMedium` accordingly:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "60b3ad7c-4b5b-43c7-bfbf-8a6eb39df57a",
   "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\">12:41:17 UTC </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: frequency passed to </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium.eps_model()'</span><span style=\"color: #800000; text-decoration-color: #800000\">is outside of     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium.frequency_range'</span><span style=\"color: #800000; text-decoration-color: #800000\"> = </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">59958491600000.0</span><span style=\"color: #800000; text-decoration-color: #800000\">, </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1998616386666666.8</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\">  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:41:17 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: frequency passed to \u001b[0m\u001b[32m'Medium.eps_model\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31mis outside of     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'Medium.frequency_range'\u001b[0m\u001b[31m = \u001b[0m\u001b[1;31m(\u001b[0m\u001b[1;36m59958491600000.0\u001b[0m\u001b[31m, \u001b[0m\u001b[1;36m1998616386666666.8\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m  \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "SiO2_optic = td.material_library[\"SiO2\"][\"Palik_Lossless\"]\n",
    "SiO2 = td.MultiPhysicsMedium(\n",
    "    optical=SiO2_optic,\n",
    "    charge=td.ChargeInsulatorMedium(permittivity=np.real(SiO2_optic.eps_model(frequency=0))),\n",
    "    name=\"SiO2\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b26d5398-a159-47ed-8524-4afada00633b",
   "metadata": {},
   "source": [
    "However, in this example, we will create our own silica multi-physics model. The above `td.material_library['SiO2']['Palik_Lossless']` is not well defined for `frequency=0`. Hence, it is outside of the simulation validity region. \n",
    "<!-- Also, the mode solver doesn't yet support Multiphysics mediums. TODO remove Marc is this relevant for this simulation?-->"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1c5efbbc-03b7-4906-a6d5-27844161a9c0",
   "metadata": {},
   "outputs": [],
   "source": [
    "SiO2 = td.MultiPhysicsMedium(\n",
    "    optical=td.Medium(permittivity=3.9),\n",
    "    charge=td.ChargeInsulatorMedium(permittivity=3.9),  # redefining permittivity\n",
    "    name=\"SiO2\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "15c7bb32-b6ba-47fb-a71f-5f0bde5c3307",
   "metadata": {},
   "source": [
    "And now we define the remaining auxiliary mediums used to define our boundary conditions:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "0565c64c-ceb4-409d-bcc7-06d2c0c961ea",
   "metadata": {},
   "outputs": [],
   "source": [
    "aux = td.MultiPhysicsMedium(charge=td.ChargeConductorMedium(conductivity=1), name=\"aux\")\n",
    "\n",
    "air = td.MultiPhysicsMedium(heat=td.FluidSpec(), name=\"air\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b6adcd4b-dd1b-4ad6-af1a-449b6c6b63d9",
   "metadata": {},
   "source": [
    "### A Drift-Diffusion Model defined in a `td.SemiconductorMedium`\n",
    "\n",
    "We will begin defining the electronic properties of the intrinsic semiconductor: i.e., the [td.SemiconductorMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SemiconductorMedium.html) without any doping. \n",
    "\n",
    "Within a `SemiconductorMedium`, the Drift-Diffusion (DD) equations will be solved. In this example, we will explore an isothermal (constant temperature) case. This simulation performed at $ T=300 $ K. The DD equations, their assumptions, and limitations for this type of problem are discussed below:\n",
    "\n",
    "The electrostatic potential $\\psi$, the electron $n$ and hole $p$ concentrations are computed from the following coupled system of PDEs.\n",
    "\n",
    "$$\n",
    "-\\nabla \\cdot \\left( \\varepsilon_0 \\varepsilon_r \\nabla \\psi \\right) = q \\left( p - n + N_d^+ - N_a^- \\right)\n",
    "$$\n",
    "\n",
    "$$\n",
    "q \\frac{\\partial n}{\\partial t} = \\nabla \\cdot \\mathbf{J}_n - qR\n",
    "$$\n",
    "\n",
    "$$\n",
    "q \\frac{\\partial p}{\\partial t} = -\\nabla \\cdot \\mathbf{J}_p - qR\n",
    "$$\n",
    "\n",
    "The above system requires the definition of the generation-recombination rate $R$ represented by our [generation-recombination](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/charge/index.html#generation-recombination) models and the flux functions (free carrier current density), $\\mathbf{J}_n$ and $\\mathbf{J}_p$. Their usual form is:\n",
    "\n",
    "$$\n",
    "\\mathbf{J}_n = q \\mu_n \\mathbf{F}_{n} + q D_n \\nabla n\n",
    "$$\n",
    "\n",
    "$$\n",
    "\\mathbf{J}_p = q \\mu_p \\mathbf{F}_{p} - q D_p \\nabla p\n",
    "$$\n",
    "\n",
    "These depend on the carrier mobility for electrons $\\mu_n$ and holes $\\mu_p$ represented by our [mobility models](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/charge/index.html#mobility).\n",
    "\n",
    "Where the effective field, defined in [2], is simplified to:\n",
    "\n",
    "$$\n",
    "\\mathbf{F}_{n,p} = \\nabla \\psi\n",
    "$$\n",
    "\n",
    "This approximation does not consider the effects of bandgap narrowing and degeneracy on the effective electric field $\\mathbf{F}_{n,p}$, which is acceptable for non-degenerate semiconductors. [Bandgap narrowing models](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/charge/index.html#bandgap) which are important for doped semiconductor effects can also be defined.\n",
    "\n",
    "Material properties are defined as class parameters or other classes:\n",
    "\n",
    "| Symbol       | Parameter Name          | Description                                   |\n",
    "|--------------|-------------------------|-----------------------------------------------|\n",
    "| $$ N_a $$    | `N_a`                  | Ionized acceptors density                     |\n",
    "| $$ N_d $$    | `N_d`                  | Ionized donors density                        |\n",
    "| $$ N_c $$    | `N_c`                  | Effective density of states in the conduction band |\n",
    "| $$ N_v $$    | `N_v`                  | Effective density of states in valence band   |\n",
    "| $$ R $$      | `R`                    | Generation-Recombination term                |\n",
    "| $$ E_g $$    | `E_g`                  | Bandgap Energy                                |\n",
    "| $$ \\Delta E_g $$ | `delta_E_g`         | Bandgap Narrowing                             |\n",
    "| $$ \\sigma $$ | `conductivity`         | Electrical conductivity                       |\n",
    "| $$ \\varepsilon_r $$ | `permittivity`  | Relative permittivity                         |\n",
    "| $$ \\varepsilon_0 $$ | `tidy3d.constants.EPSILON_0`  | Free Space permittivity                         |\n",
    "| $$ q $$      | `tidy3d.constants.Q_e` | Fundamental electron charge                   |\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bff2e15f-2fa6-4512-8268-13e383630250",
   "metadata": {},
   "source": [
    "Our material library already has a silicon `td.MultiPhysicsMedium` model valid for a 300K isothermal case which incorporates a `td.SemiconductorMedium`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "d19e7662-f38d-4bfe-9611-783ebd760945",
   "metadata": {},
   "outputs": [],
   "source": [
    "intrinsic_si = td.material_library[\"cSi\"].variants[\"Si_MultiPhysics\"].medium.charge"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6dbbfb5-ed3b-446b-82bd-f663937867d4",
   "metadata": {},
   "source": [
    "In case we want to build our own `td.SemiconductorMedium`, we can do so in the following manner (note that is identical to the one above):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "61d83e4f-2622-45ba-851c-6ddebf382156",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a semiconductor medium with mobility, generation-recombination, and bandgap narrowing models.\n",
    "intrinsic_si = td.SemiconductorMedium(\n",
    "    permittivity=11.7,\n",
    "    N_c=td.ConstantEffectiveDOS(N=2.86e19),\n",
    "    N_v=td.ConstantEffectiveDOS(N=3.1e19),\n",
    "    E_g=td.ConstantEnergyBandGap(eg=1.11),\n",
    "    mobility_n=td.CaugheyThomasMobility(\n",
    "        mu_min=52.2,\n",
    "        mu=1471.0,\n",
    "        ref_N=9.68e16,\n",
    "        exp_N=0.68,\n",
    "        exp_1=-0.57,\n",
    "        exp_2=-2.33,\n",
    "        exp_3=2.4,\n",
    "        exp_4=-0.146,\n",
    "    ),\n",
    "    mobility_p=td.CaugheyThomasMobility(\n",
    "        mu_min=44.9,\n",
    "        mu=470.5,\n",
    "        ref_N=2.23e17,\n",
    "        exp_N=0.719,\n",
    "        exp_1=-0.57,\n",
    "        exp_2=-2.33,\n",
    "        exp_3=2.4,\n",
    "        exp_4=-0.146,\n",
    "    ),\n",
    "    R=[\n",
    "        td.ShockleyReedHallRecombination(tau_n=3.3e-6, tau_p=4e-6),\n",
    "        td.RadiativeRecombination(r_const=1.6e-14),\n",
    "        td.AugerRecombination(c_n=2.8e-31, c_p=9.9e-32),\n",
    "    ],\n",
    "    delta_E_g=td.SlotboomBandGapNarrowing(\n",
    "        v1=6.92 * 1e-3,\n",
    "        n2=1.3e17,\n",
    "        c2=0.5,\n",
    "        min_N=1e15,\n",
    "    ),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "62a27beb-c1cf-4e71-a080-605a27c1bdb9",
   "metadata": {},
   "source": [
    "### Create our doping regions"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "759c9355-c35d-4ec5-b542-37f39b68b74f",
   "metadata": {},
   "source": [
    "In our intrinsic silicon model above, we set the ionized acceptors $N_a$ and ionized donor $N_d$ density to zero. Since we will be [doping](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/charge/index.html#doping) our semiconductors with acceptors and donors, we need to create these doping distributions. \n",
    "\n",
    "In this examples, we'll use Gaussian doping boxes using the [td.GaussianDoping](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.GaussianDoping.html#tidy3d.GaussianDoping) model. The Gaussian doping concentration $N$ is defined in the following manner:\n",
    "\n",
    "- $N = N_{\\text{max}}$ at locations more than `width` $\\mu m$ away from the sides of the box.\n",
    "- $N = N_{\\text{ref}}$ at locations on the box sides.\n",
    "- A Gaussian variation between $N_{\\text{max}}$ and $N_{\\text{ref}}$ at locations less than `width` µm away from the sides.\n",
    "\n",
    "By definition, all sides of the box will have a concentration $N_{\\text{ref}}$ (except the side specified as the source), and the center of the box (`width` away from the box sides) will have a concentration $N_{\\text{max}}$.\n",
    "\n",
    "$$\n",
    "N = \\{N_{\\text{max}}\\} \\exp \\left[\n",
    "- \\ln \\left( \\frac{\\{N_{\\text{max}}\\}}{\\{N_{\\text{ref}}\\}} \\right)\n",
    "\\left( \\frac{(x|y|z) - \\{(x|y|z)_{\\text{box}}\\}}{\\text{width}} \\right)^2\n",
    "\\right]\n",
    "$$\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "7185663c-8386-400e-ae2c-a0f848be12db",
   "metadata": {},
   "outputs": [],
   "source": [
    "# doping with boxes\n",
    "acceptor_boxes = []\n",
    "donor_boxes = []\n",
    "\n",
    "acceptor_boxes.append(\n",
    "    td.ConstantDoping.from_bounds(rmin=[-5, 0, -np.inf], rmax=[5, 0.22, np.inf], concentration=1e15)\n",
    ")\n",
    "\n",
    "# p implant\n",
    "acceptor_boxes.append(\n",
    "    td.GaussianDoping.from_bounds(\n",
    "        rmin=[-6, -0.3, -np.inf],\n",
    "        rmax=[-0.15, 0.098, np.inf],\n",
    "        concentration=7e17,\n",
    "        ref_con=1e6,\n",
    "        width=0.1,\n",
    "        source=\"ymax\",\n",
    "    )\n",
    ")\n",
    "\n",
    "# n implant\n",
    "donor_boxes.append(\n",
    "    td.GaussianDoping.from_bounds(\n",
    "        rmin=[0.15, -0.3, -np.inf],\n",
    "        rmax=[6, 0.098, np.inf],\n",
    "        concentration=5e17,\n",
    "        ref_con=1e6,\n",
    "        width=0.1,\n",
    "        source=\"ymax\",\n",
    "    )\n",
    ")\n",
    "\n",
    "# p++\n",
    "acceptor_boxes.append(\n",
    "    td.GaussianDoping.from_bounds(\n",
    "        rmin=[-6, -0.3, -np.inf],\n",
    "        rmax=[-2, 0.22, np.inf],\n",
    "        concentration=1e19,\n",
    "        ref_con=1e6,\n",
    "        width=0.1,\n",
    "        source=\"ymax\",\n",
    "    )\n",
    ")\n",
    "\n",
    "# # n++\n",
    "donor_boxes.append(\n",
    "    td.GaussianDoping.from_bounds(\n",
    "        rmin=[2, -0.3, -np.inf],\n",
    "        rmax=[6, 0.22, np.inf],\n",
    "        concentration=1e19,\n",
    "        ref_con=1e6,\n",
    "        width=0.1,\n",
    "        source=\"ymax\",\n",
    "    )\n",
    ")\n",
    "\n",
    "\n",
    "# p wg implant\n",
    "acceptor_boxes.append(\n",
    "    td.GaussianDoping.from_bounds(\n",
    "        rmin=[-0.3, 0, -np.inf],\n",
    "        rmax=[0.06, 0.255, np.inf],\n",
    "        concentration=5e17,\n",
    "        ref_con=1e6,\n",
    "        width=0.12,\n",
    "        source=\"xmin\",\n",
    "    )\n",
    ")\n",
    "\n",
    "# n wg implant\n",
    "donor_boxes.append(\n",
    "    td.GaussianDoping.from_bounds(\n",
    "        rmin=[-0.06, 0.02, -np.inf],\n",
    "        rmax=[0.25, 0.26, np.inf],\n",
    "        concentration=7e17,\n",
    "        ref_con=1e6,\n",
    "        width=0.11,\n",
    "        source=\"xmax\",\n",
    "    )\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d38d4a8-b212-472a-abdf-8a06b68c9ff5",
   "metadata": {},
   "source": [
    "Once we have our doping distributions, we can add it to our `td.SemiconductorMedium` and create our `MultiPhysicsMedium` to create our device structure with it. \n",
    "To include the doping to our semiconductor properties, we can implement this by creating a copy of it through the function `updated_copy()`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "5c66912e-60a0-4ac6-84e1-f47a3dc2e4f4",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "Si_2D_doping = td.MultiPhysicsMedium(\n",
    "    charge=intrinsic_si.updated_copy(\n",
    "        N_d=donor_boxes,\n",
    "        N_a=acceptor_boxes,\n",
    "    ),\n",
    "    name=\"Si_doping\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eebd4848-0475-4b2d-b7d4-fc0f889b641c",
   "metadata": {},
   "source": [
    "### Compose our device structures\n",
    "\n",
    "We can now combine our medium definitions and geometry models to create our device structures."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f6f3c02e-341f-453a-901a-4c9beb7c92d1",
   "metadata": {},
   "outputs": [],
   "source": [
    "# create objects\n",
    "\n",
    "oxide = td.Structure(\n",
    "    geometry=td.Box(center=(0, h_core, 0), size=(10, 5, td.inf)), medium=SiO2, name=\"oxide\"\n",
    ")\n",
    "\n",
    "core_p = td.Structure(\n",
    "    geometry=td.Box(center=(-w_core / 4, h_core / 2, 0), size=(w_core / 2, h_core, td.inf)),\n",
    "    medium=Si_2D_doping,\n",
    "    name=\"core_p\",\n",
    ")\n",
    "\n",
    "core_n = td.Structure(\n",
    "    geometry=td.Box(center=(w_core / 4, h_core / 2, 0), size=(w_core / 2, h_core, td.inf)),\n",
    "    medium=Si_2D_doping,\n",
    "    name=\"core_n\",\n",
    ")\n",
    "\n",
    "clearance_p = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=(-w_core / 2 - w_clearance / 2, h_clearance / 2, 0),\n",
    "        size=(w_clearance, h_clearance, td.inf),\n",
    "    ),\n",
    "    medium=Si_2D_doping,\n",
    "    name=\"clearance_p\",\n",
    ")\n",
    "\n",
    "clearance_n = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=(w_core / 2 + w_clearance / 2, h_clearance / 2, 0),\n",
    "        size=(w_clearance, h_clearance, td.inf),\n",
    "    ),\n",
    "    medium=Si_2D_doping,\n",
    "    name=\"clearance_n\",\n",
    ")\n",
    "\n",
    "side_p = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=(-w_core / 2 - w_clearance - w_side / 2, h_side / 2, 0),\n",
    "        size=(w_side, h_side, td.inf),\n",
    "    ),\n",
    "    medium=Si_2D_doping,\n",
    "    name=\"side_p\",\n",
    ")\n",
    "\n",
    "side_n = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=(w_core / 2 + w_clearance + w_side / 2, h_side / 2, 0), size=(w_side, h_side, td.inf)\n",
    "    ),\n",
    "    medium=Si_2D_doping,\n",
    "    name=\"side_n\",\n",
    ")\n",
    "\n",
    "# create a couple structs to define the contacts\n",
    "contact_p = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=(-w_core / 2 - w_clearance - w_side + w_contact / 2, h_side + h_contact / 2, 0),\n",
    "        size=(w_contact, h_contact, td.inf),\n",
    "    ),\n",
    "    medium=aux,\n",
    "    name=\"contact_p\",\n",
    ")\n",
    "\n",
    "contact_n = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=(w_core / 2 + w_clearance + w_side - w_contact / 2, h_side + h_contact / 2, 0),\n",
    "        size=(w_contact, h_contact, td.inf),\n",
    "    ),\n",
    "    medium=aux,\n",
    "    name=\"contact_n\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f7a43d65-40df-401b-8615-3cdcb48315dc",
   "metadata": {},
   "source": [
    "A `td.Scene` helps us visualise that the structures are correctly positioned in this simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "acab3c3b-f815-4afa-83c8-b486c466817f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "# create a scene with the previous structures\n",
    "all_structures = [\n",
    "    oxide,\n",
    "    core_p,\n",
    "    core_n,\n",
    "    clearance_n,\n",
    "    clearance_p,\n",
    "    side_p,\n",
    "    side_n,\n",
    "    contact_p,\n",
    "    contact_n,\n",
    "]\n",
    "\n",
    "scene = td.Scene(\n",
    "    medium=air,\n",
    "    structures=all_structures,\n",
    ")\n",
    "\n",
    "\n",
    "_, ax = plt.subplots(2, 1, figsize=(6, 6))\n",
    "\n",
    "scene.plot(z=0, ax=ax[0])\n",
    "scene.plot(y=h_core / 2, ax=ax[1])\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e922e67-7ec7-4439-b415-9266a9c6f73c",
   "metadata": {},
   "source": [
    "And to make sure our doping concentration regions are correct, we can visualize them with the convenience function [plot_structures_property](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Scene.html#tidy3d.Scene.plot_structures_property). \n",
    "\n",
    "In the plots below, we have used `property=\"doping\"`, but we can also use `property=\"acceptors\"` or `property=\"donors\"` to check individual doping concentration regions. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "ccdc85c2-1583-4dba-9a1c-e9c6447a3829",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'cross section at z=0.00 (μm)'}, xlabel='x (μm)', ylabel='y (μm)'>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x350 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "# plot doping from scene\n",
    "_, ax = plt.subplots(1, 2, figsize=(12, 3.5))\n",
    "scene.plot_structures_property(z=0, property=\"doping\", ax=ax[0], limits=[-1e18, 1e18])\n",
    "scene.plot_structures_property(\n",
    "    z=0, property=\"doping\", ax=ax[1], hlim=[-0.5, 0.5], vlim=[-0.5, 0.5], limits=[-5e17, 5e17]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "468a3753-b1a2-4da0-b749-1bd12a2f4e8e",
   "metadata": {},
   "source": [
    "### Charge Boundary Conditions\n",
    "\n",
    "In this example, we will apply a DC voltage bias across the modulator junction at different voltages. We can do this by using the `VoltageBC` defined at both the p and n regions of the simulation region. This boundary condition accepts a [td.DCVoltageSource](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.DCVoltageSource.html#tidy3d.DCVoltageSource) model. This `DCVoltageSource` accepts a single float or an array of floats. In the latter case, a computation result for each of the voltages defined in the array will be calculated. \n",
    "\n",
    "The modulator will operate in reverse bias. This means a zero voltage is applied to the p side and a scalar positive voltage is applied to the n side."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f2b82982-f8d3-4cb5-b8c1-953460f90d06",
   "metadata": {},
   "outputs": [],
   "source": [
    "# create BCs\n",
    "voltages = list(np.linspace(-0.5, 4, 19, endpoint=True))\n",
    "\n",
    "bc_v1 = td.HeatChargeBoundarySpec(\n",
    "    condition=td.VoltageBC(source=td.DCVoltageSource(voltage=0)),\n",
    "    placement=td.StructureBoundary(structure=contact_p.name),\n",
    ")\n",
    "\n",
    "bc_v2 = td.HeatChargeBoundarySpec(\n",
    "    condition=td.VoltageBC(source=td.DCVoltageSource(voltage=voltages)),\n",
    "    placement=td.StructureBoundary(structure=contact_n.name),\n",
    ")\n",
    "\n",
    "boundary_conditions = [bc_v1, bc_v2]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "172cf928-a894-477c-a8c0-092b429f2241",
   "metadata": {},
   "source": [
    "### Create our Monitors\n",
    "\n",
    "Monitors are used to determine exactly what data is to be extracted from the computation. In the case of a Charge simulation, we can extract electronic properties such as the potential $\\psi$, free carriers distribution $\\mathbf{J}$, and capacitance $C$.\n",
    "\n",
    "A [td.SteadyCapacitanceMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SteadyCapacitanceMonitor.html#tidy3d.SteadyCapacitanceMonitor) is used to monitor small signal capacitance within the area/volume defined by the monitor. \n",
    "\n",
    "The small signal-capacitance of electrons $C_n$ and holes $C_p$ is computed from the charge due to electrons $Q_n$ and holes $Q_p$ at an applied voltage $V$ at a voltage difference $\\Delta V$ between two simulations.\n",
    "\n",
    "$$\n",
    "C_{n,p} = \\frac{Q_{n,p}(V + \\Delta V) - Q_{n,p}(V)}{\\Delta V}\n",
    "$$\n",
    "\n",
    "\n",
    "Note that if only one solution is calculated (one single voltage data point is computed) the output for this monitor will be empty.\n",
    "\n",
    "In order to extract the electrostatic potential $\\psi$ from our simulation, a [td.SteadyPotentialMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SteadyPotentialMonitor.html#tidy3d.SteadyPotentialMonitor) results in a [td.SteadyPotentialData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SteadyPotentialData.html#tidy3d.SteadyPotentialData).\n",
    "\n",
    "A [td.SteadyFreeCarrierMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SteadyFreeCarrierMonitor.html#tidy3d.SteadyFreeCarrierMonitor) let us record the steady-state of the free carrier concentration ($\\mathbf{J_n}$ electrons and $\\mathbf{J_p}$ holes) so that we can visualize results. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "f33a4020-c244-4ba2-a785-b15081838ffc",
   "metadata": {},
   "outputs": [],
   "source": [
    "# capacitance monitors\n",
    "capacitance_global_mnt = td.SteadyCapacitanceMonitor(\n",
    "    center=(0, 0.14, 0),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    name=\"capacitance_global_mnt\",\n",
    ")\n",
    "\n",
    "# charge monitor around the waveguide\n",
    "charge_3D_mnt = td.SteadyFreeCarrierMonitor(\n",
    "    center=(0, 0.14, 0), size=(0.6, 0.3, td.inf), name=\"charge_3D_mnt\", unstructured=True\n",
    ")\n",
    "\n",
    "# voltage monitor around waveguide\n",
    "voltage_monitor_z0 = td.SteadyPotentialMonitor(\n",
    "    center=(0, 0.14, 0),\n",
    "    size=(0.6, 0.3, 0),\n",
    "    name=\"voltage_z0\",\n",
    "    unstructured=True,\n",
    ")\n",
    "\n",
    "# Will be used later for the mode simulations\n",
    "charge_monitor_z0 = td.SteadyFreeCarrierMonitor(\n",
    "    center=(0, 0.14, 0),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    name=\"charge_z0_big\",\n",
    "    unstructured=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa753195-995e-4c58-89ab-15c9b2e1bfe1",
   "metadata": {},
   "source": [
    "### Mesh and Convergence criteria\n",
    "Before we can actually create the simulation object, we need to define some mesh parameters and convergence/tolerance criteria. \n",
    "\n",
    "The Charge solver relies on a Finite Volume (FV) space discretization which is formally second order accurate in space. This convergence order is achieved if the mesh is \"slowly varying\". In practice, this requirement translates in the fact that the mesh needs to be sufficiently fine in regions of spatially varying quantities of interest. In our case, carriers change rapidly in areas of rapidly varying doping which will need to be refined. Additionally, since there is a discontinuity in the permittivity between semiconductor and surrounding oxide, a jump in the gradient of the electric potential field is present which affects the carrier currents near the semiconductor-oxide interface. These will also be refined as seen below"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7929e468-e117-4e09-b264-b244060999eb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# mesh\n",
    "junction_relative_h = 0.75\n",
    "w_structure = 2 * (w_core / 2 + w_clearance + w_side)\n",
    "\n",
    "dl_boundaries = res * 0.17\n",
    "dist_boundaries = dl_boundaries * 2\n",
    "dist_bulk = dist_boundaries * 20\n",
    "\n",
    "ref_region_core = td.GridRefinementRegion(\n",
    "    center=(0.0, h_core / 2, 0),\n",
    "    size=(w_core, h_core, 0),\n",
    "    dl_internal=res * 0.5,\n",
    "    transition_thickness=res * 60,\n",
    ")\n",
    "\n",
    "ref_region_n_plus = td.GridRefinementRegion(\n",
    "    center=(2 + 0.08, h_clearance / 2, 0),\n",
    "    size=(0.05, h_clearance, 0),\n",
    "    dl_internal=res * 0.4,\n",
    "    transition_thickness=res * 40,\n",
    ")\n",
    "\n",
    "ref_region_p_plus = td.GridRefinementRegion(\n",
    "    center=(-2 - 0.08, h_clearance / 2, 0),\n",
    "    size=(0.05, h_clearance, 0),\n",
    "    dl_internal=res * 0.4,\n",
    "    transition_thickness=res * 40,\n",
    ")\n",
    "\n",
    "ref_region_p_contact = td.GridRefinementRegion(\n",
    "    center=(-w_core / 2 - w_clearance - w_side + w_contact / 2, h_side + h_contact / 2, 0),\n",
    "    size=(w_contact, h_contact, 0),\n",
    "    dl_internal=res * 2,\n",
    "    transition_thickness=res * 50,\n",
    ")\n",
    "\n",
    "ref_region_n_contact = td.GridRefinementRegion(\n",
    "    center=(w_core / 2 + w_clearance + w_side - w_contact / 2, h_side + h_contact / 2, 0),\n",
    "    size=(w_contact, h_contact, 0),\n",
    "    dl_internal=res * 2,\n",
    "    transition_thickness=res * 50,\n",
    ")\n",
    "\n",
    "ref_line_bottom = td.GridRefinementLine(\n",
    "    r1=(-w_structure / 2, 0.0, 0),\n",
    "    r2=(w_structure / 2, 0.0, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_top_1 = td.GridRefinementLine(\n",
    "    r1=(-(w_core / 2 + w_clearance), h_clearance, 0),\n",
    "    r2=(-w_core / 2, h_clearance, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_top_2 = td.GridRefinementLine(\n",
    "    r1=(w_core / 2, h_clearance, 0),\n",
    "    r2=((w_core / 2 + w_clearance), h_clearance, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_core_top = td.GridRefinementLine(\n",
    "    r1=(-w_core / 2, h_core, 0),\n",
    "    r2=(w_core / 2, h_core, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_core_left = td.GridRefinementLine(\n",
    "    r1=(-w_core / 2, h_clearance, 0),\n",
    "    r2=(-w_core / 2, h_core, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_core_right = td.GridRefinementLine(\n",
    "    r1=(w_core / 2, h_clearance, 0),\n",
    "    r2=(w_core / 2, h_core, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_side_p = td.GridRefinementLine(\n",
    "    r1=(-w_structure / 2, h_side, 0),\n",
    "    r2=(-w_structure / 2 + w_side, h_side, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_side_p1 = td.GridRefinementLine(\n",
    "    r1=(-w_structure / 2 + w_side, h_clearance, 0),\n",
    "    r2=(-w_structure / 2 + w_side, h_side, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_side_n = td.GridRefinementLine(\n",
    "    r1=(w_structure / 2, h_side - dl_boundaries * 0, 0),\n",
    "    r2=(w_structure / 2 - w_side, h_side - dl_boundaries * 0, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "ref_line_side_n1 = td.GridRefinementLine(\n",
    "    r1=(w_structure / 2 - w_side, h_clearance, 0),\n",
    "    r2=(w_structure / 2 - w_side, h_side, 0),\n",
    "    dl_near=dl_boundaries,\n",
    "    distance_near=dist_boundaries,\n",
    "    distance_bulk=dist_bulk,\n",
    ")\n",
    "\n",
    "# mesh\n",
    "mesh = td.DistanceUnstructuredGrid(\n",
    "    dl_interface=res * 1.2,\n",
    "    dl_bulk=res * 20,\n",
    "    distance_interface=res * 1,\n",
    "    distance_bulk=dist_bulk,\n",
    "    relative_min_dl=0,\n",
    "    sampling=500,\n",
    "    # uniform_grid_mediums=[Si_2D_doping.name],\n",
    "    non_refined_structures=[oxide.name],\n",
    "    mesh_refinements=[\n",
    "        ref_region_core,\n",
    "        ref_region_n_plus,\n",
    "        ref_region_p_plus,\n",
    "        ref_region_n_contact,\n",
    "        ref_region_p_contact,\n",
    "        ref_line_top_1,\n",
    "        ref_line_top_2,\n",
    "        ref_line_bottom,\n",
    "        ref_line_core_top,\n",
    "        ref_line_core_left,\n",
    "        ref_line_core_right,\n",
    "        ref_line_side_p,\n",
    "        ref_line_side_n,\n",
    "        ref_line_side_p1,\n",
    "        ref_line_side_n1,\n",
    "    ],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a194c6e-2444-4e31-ad4d-d2a488b1d96c",
   "metadata": {},
   "source": [
    "Convergence settings are defined next though the `ChargeToleranceSpec` class which is\n",
    " an input to the `IsothermalSteadyChargeDCAnalysis`.\n",
    "\n",
    "One important thing to note here is that to run a Charge simulation we need to specify it in the `HeatChargeSimulation` class. We do this by specifying the parameter `analysis_spec` to an `IsothermalSteadyChargeDCAnalysis` since that is the type of analysis that we're interested in running. \n",
    "Note that this class takes the argument `convergence_dv`. To understand how this parameter affects convergence, let's imagine a case where we want to solve for 0 V and 20 V bias. In this case the solver will first try to solve the 0V bias case and based off of this solution will go ahead and try to solve the 20V bias case. Since these are two very different biases, the solver may find it difficult to solve the second. By setting e.g.,`convergence_dv=10` we'll force the solver to go from 0V to 20V in 10V steps which eases convergence."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a51337f0-e5a7-421c-88a6-f5d860b9f1ac",
   "metadata": {},
   "outputs": [],
   "source": [
    "# devsim setting\n",
    "convergence_settings = td.ChargeToleranceSpec(\n",
    "    rel_tol=1e-5, abs_tol=1e5, max_iters=400, ramp_up_iters=1\n",
    ")\n",
    "\n",
    "# currently we support Isothermal cases only. Temperature in K\n",
    "analysis_type = td.IsothermalSteadyChargeDCAnalysis(\n",
    "    temperature=300, convergence_dv=10, tolerance_settings=convergence_settings\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "708f011c-4f21-4a81-aff6-a632d286de89",
   "metadata": {},
   "source": [
    "### Create our `HeatChargeSimulation`\n",
    "We're now ready to create the actual simulation object. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "076ab75a-8f63-49ee-99d5-a458da89d626",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "# build heat simulation object\n",
    "charge_sim = td.HeatChargeSimulation(\n",
    "    sources=[],\n",
    "    monitors=[\n",
    "        capacitance_global_mnt,\n",
    "        charge_3D_mnt,\n",
    "        voltage_monitor_z0,\n",
    "        charge_monitor_z0,\n",
    "    ],\n",
    "    analysis_spec=analysis_type,\n",
    "    center=(0, 0, 0),\n",
    "    size=(10.5, 10, 0),\n",
    "    structures=all_structures,\n",
    "    medium=air,\n",
    "    boundary_spec=boundary_conditions,\n",
    "    grid_spec=mesh,\n",
    "    symmetry=(0, 0, 0),\n",
    ")\n",
    "\n",
    "# plot simulation\n",
    "fig, ax = plt.subplots(1, 2, figsize=(10, 15))\n",
    "charge_sim.plot(z=0, ax=ax[0])\n",
    "charge_sim.plot_property(z=0, property=\"electric_conductivity\", ax=ax[1])\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b539b74c-99db-4c3b-88d8-8a773426805a",
   "metadata": {},
   "source": [
    "### Run and visualize mesh\n",
    "\n",
    "Before we submit the charge simulation for solving, we can inspect the mesh. This is particularly important here since the results for reverse-biased `pn`-junctions are usually very sensitive to the mesh especially in the depletion region, and since we have added many mesh refinement regions.\n",
    "\n",
    "To visualize the mesh, we will build a [VolumeMesher](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.VolumeMesher.html) object using the simulation that we have defined, and a [VolumeMeshMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.VolumeMeshMonitor.html) covering the entire simulation plane."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "75d7c1a5-3dc6-4ab1-ba0c-4118c5d10f5f",
   "metadata": {},
   "outputs": [],
   "source": [
    "mesh_monitor = td.VolumeMeshMonitor(size=(td.inf, td.inf, 0), name=\"mesh\")\n",
    "mesher = td.VolumeMesher(\n",
    "    simulation=charge_sim,\n",
    "    monitors=[mesh_monitor],\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "6b0ceeea-cc39-414b-89d8-cdd0997c4eb6",
   "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: #008000; text-decoration-color: #008000; font-weight: bold\">↓</span> <span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">simulation_data.hdf5.gz</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100.0%</span> • <span style=\"color: #008000; text-decoration-color: #008000\">2.9/2.9 MB</span> • <span style=\"color: #800000; text-decoration-color: #800000\">7.9 MB/s</span> • <span style=\"color: #008080; text-decoration-color: #008080\">0:00:00</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1;32m↓\u001b[0m \u001b[1;34msimulation_data.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m2.9/2.9 MB\u001b[0m • \u001b[31m7.9 MB/s\u001b[0m • \u001b[36m0:00:00\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "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",
     "transient": {}
    },
    {
     "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\">12:41:39 UTC </span>Loading results from simulation_data.hdf5                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:41:39 UTC\u001b[0m\u001b[2;36m \u001b[0mLoading results from simulation_data.hdf5                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "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><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "job = web.Job(simulation=mesher, task_name=\"charge_mesh\")\n",
    "mesher_data = job.run()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "1f68dded-30c5-4029-9516-193f2adc611b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(12, 5))\n",
    "\n",
    "# Mesh overlay over structures outlines only\n",
    "mesher_data.plot_mesh(\"mesh\", ax=ax[0], structures_fill=False)\n",
    "\n",
    "# # Mesh overlay over structures plotted in false color\n",
    "mesher_data.plot_mesh(\"mesh\", ax=ax[1], structures_fill=True)\n",
    "ax[1].set_xlim([-0.5, 0.5])\n",
    "ax[1].set_ylim([-0.2, 0.4])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2db0a29f-d7f0-48f2-9b0a-f6570920f06c",
   "metadata": {},
   "source": [
    "### Run Simulation\n",
    "\n",
    "If we have already done the meshing for a solver, we can avoid redoing it by passing the `task_id` of the meshing task."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "a8c08b40-e65a-422d-9597-d7308bbfac8f",
   "metadata": {
    "scrolled": true
   },
   "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: #008000; text-decoration-color: #008000; font-weight: bold\">↓</span> <span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">simulation_data.hdf5.gz</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100.0%</span> • <span style=\"color: #008000; text-decoration-color: #008000\">24.7/24.7  </span> • <span style=\"color: #800000; text-decoration-color: #800000\">26.9 MB/s</span> • <span style=\"color: #008080; text-decoration-color: #008080\">0:00:00</span>\n",
       "                                               <span style=\"color: #008000; text-decoration-color: #008000\">MB         </span>                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1;32m↓\u001b[0m \u001b[1;34msimulation_data.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m24.7/24.7  \u001b[0m • \u001b[31m26.9 MB/s\u001b[0m • \u001b[36m0:00:00\u001b[0m\n",
       "                                               \u001b[32mMB         \u001b[0m                      \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "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",
     "transient": {}
    },
    {
     "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\">12:41:52 UTC </span>Loading results from charge_junction.hdf5                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:41:52 UTC\u001b[0m\u001b[2;36m \u001b[0mLoading results from charge_junction.hdf5                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "charge_data = web.run(\n",
    "    charge_sim,\n",
    "    task_name=\"charge_junction\",\n",
    "    path=\"charge_junction.hdf5\",\n",
    "    parent_tasks=[job.task_id],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "43917eb8-5125-45c8-bff0-a7d81c29ad51",
   "metadata": {},
   "source": [
    "### Post-process Charge simulation\n",
    "Let's begin by visualizing the potential and electron fields at three different biases to make sure the solution looks reasonable. As it can be seen in the figure, as the (reverse) bias increases, the depletion region widens, as it is expected. The electric potential field also adapts to the applied biases and the amount of charge present in the waveguide area, which is also to be expected. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "722ee3fb-e9c2-47a5-bc41-7207f74bfcdd",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/local_data/cicd/64145202921-219381.GzML4S/gh_runner/_work/_tool/Python/3.11.14/x64/lib/python3.11/site-packages/xarray/computation/apply_ufunc.py:818: RuntimeWarning: divide by zero encountered in log10\n",
      "  result_data = func(*input_data)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x400 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "voltages = charge_data[charge_3D_mnt.name].holes.values.voltage.data\n",
    "\n",
    "fig, ax = plt.subplots(2, 3, figsize=(14, 4))\n",
    "for n, index in enumerate([0, 5, 18]):\n",
    "    # let's read voltage first\n",
    "    charge_data[voltage_monitor_z0.name].potential.sel(voltage=voltages[index]).plot(\n",
    "        ax=ax[0][n], grid=False\n",
    "    )\n",
    "\n",
    "    # now let's plot some electrons\n",
    "    np.log10(charge_data[charge_3D_mnt.name].electrons.sel(z=0, voltage=voltages[index])).plot(\n",
    "        ax=ax[1][n], grid=False\n",
    "    )\n",
    "    ax[1][n].set_title(f\"Bias {voltages[index]:0.2f}V\")\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7ccde3ef-9fe6-4d05-9645-3dea63ac83fd",
   "metadata": {},
   "source": [
    "## 2. Experimental Data Validation\n",
    "\n",
    "In the second section of this example, we will validate the simulation numerical results with the experimental results from [1].\n",
    "\n",
    "### Small Signal Capacitance\n",
    "\n",
    "The [td.HeatChargeSimulationData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulationData.html) contains the extracted [td.SteadyCapacitanceData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SteadyCapacitanceData.html) specified by the monitor. The small signal capacitance is computed both with electrons and holes, and is averaged. As seen below, there is reasonable agreement between experimental data and simulation data (within the convergence tolerance)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "375f138a-5ee9-46e1-ae5b-f3f68eb8f02b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "# capacitance from monitor - waveguide area\n",
    "CV_baehrjones = [\n",
    "    [-0.4, -0.25, 0, 0.25, 0.5, 0.75, 1, 1.5, 2, 3, 4],\n",
    "    [0.261, 0.248, 0.223, 0.208, 0.198, 0.190, 0.184, 0.175, 0.168, 0.157, 0.150],\n",
    "]\n",
    "\n",
    "other_tcad = [\n",
    "    [-0.4, 0.0, 0.4, 0.8, 1.2, 1.6, 2.0, 2.4, 2.8, 3.2, 3.6, 4],\n",
    "    [0.259, 0.22, 0.205, 0.192, 0.183, 0.174, 0.167, 0.162, 0.156, 0.151, 0.147, 0.143],\n",
    "]\n",
    "\n",
    "mnt_v = np.array(charge_data[capacitance_global_mnt.name].electron_capacitance.coords[\"v\"].data)\n",
    "mnt_ce = np.array(charge_data[capacitance_global_mnt.name].electron_capacitance.data)\n",
    "mnt_ch = np.array(charge_data[capacitance_global_mnt.name].hole_capacitance.data)\n",
    "\n",
    "plt.plot(mnt_v, -0.5 * (mnt_ce + mnt_ch) * 10, \"k.-\", label=\"Simulation Data\")\n",
    "plt.plot(CV_baehrjones[0], np.array(CV_baehrjones[1]) * 10, \"r-\", label=\"Experimental Data\")\n",
    "plt.plot(other_tcad[0], np.array(other_tcad[1]) * 10, \"g-.\", label=\"Other TCAD\")\n",
    "\n",
    "plt.xlabel(\"Reverse bias (V)\")\n",
    "plt.ylabel(\"pF/cm\")\n",
    "plt.legend()\n",
    "plt.grid()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76607757-8dc0-4d64-abad-aa06dda5b62b",
   "metadata": {},
   "source": [
    "### Charge-to-Optical Coupling\n",
    "\n",
    "In this section, we will explore how we can couple the Charge simulation data into an optical FDTD simulation. This can be implemented by defining a medium perturbation. This means that optical medium properties such as the refractive index change e.g. $\\Delta n \\propto \\varepsilon(N_e, N_h)$ and optical loss $\\alpha \\propto \\sigma(N_e, N_h)$ are proportional to changes to the permittivity $\\varepsilon$ and conductivity $\\sigma$ by the free electrons $N_e$ and free holes $N_h$ density."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "09934bae-8f75-4c7c-ac41-b8a4e4e0d465",
   "metadata": {},
   "source": [
    "We start by defining the optical frequency range of interest:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "35a0f839-6e34-416f-9121-5c29e05a0e4c",
   "metadata": {},
   "outputs": [],
   "source": [
    "wvl_um = 1.55\n",
    "freq0 = td.C_0 / wvl_um\n",
    "\n",
    "fwidth = freq0 / 5\n",
    "freqs = np.linspace(freq0 - fwidth / 10, freq0 + fwidth / 10, 201)\n",
    "wvls = td.C_0 / freqs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "de201d9e-db1d-4e42-93bc-bceca3c4c266",
   "metadata": {},
   "source": [
    "We extract the real ($n$) and imaginary ($k$) parts of the refractive index from our silicon optical medium from our material library."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "41e4df07-3b99-4784-a5e5-e5b2f8bb9de2",
   "metadata": {},
   "outputs": [],
   "source": [
    "si = td.material_library[\"cSi\"][\"Palik_Lossless\"]\n",
    "n_si, k_si = si.nk_model(frequency=td.C_0 / wvl_um)\n",
    "si_non_perturb = td.Medium.from_nk(n=n_si, k=k_si, freq=freq0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bde528d4-6b9f-4039-b975-6a55f63fbcc9",
   "metadata": {},
   "source": [
    "### Perturbation Mediums Specifications\n",
    "\n",
    "To compute the pertubationWe will use empiric relationships presented in [M. Nedeljkovic, R. Soref and G. Z. Mashanovich, \"Free-Carrier Electrorefraction and Electroabsorption Modulation Predictions for Silicon Over the 1–14-  μm  Infrared Wavelength Range,\" IEEE Photonics Journal, vol. 3, no. 6, pp. 1171-1180, Dec. 2011](https://doi.org/10.1109/JPHOT.2011.2171930), that state that changes in $n$ and $k$ of Si can be described by formulas\n",
    "$$ - \\Delta n = \\frac{dn}{dN_e}(\\lambda) (\\Delta N_e)^{a(\\lambda)} + \\frac{dn}{dN_h}(\\lambda) (\\Delta N_h)^{\\beta(\\lambda)}$$\n",
    "$$ \\Delta \\left( \\frac{4 \\pi k}{\\lambda} \\right) = \\frac{dk}{dN_e}(\\lambda) (\\Delta N_e)^{\\gamma(\\lambda)} + \\frac{dk}{dN_h}(\\lambda) (\\Delta N_h)^{\\delta(\\lambda)}$$\n",
    "where $\\Delta N_e$ and $\\Delta N_h$ are electron and hole densities. \n",
    "\n",
    "For convenience this model has been implemented as [NedeljkovicSorefMashanovich](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.NedeljkovicSorefMashanovich.html)\n",
    "\n",
    "We need to create an optical simulation. This means we need to slightly modify our existing `Scene` used in our `HeatChargeSimulation`. In order to do this, we will define the charge to optical coupling through a `PerturbationMedium`. This medium will enable us to input the numerical results from our `HeatChargeSimulationData` and change the optical medium properties.\n",
    "\n",
    "Note that until we apply the carrier densities to the simulation the perturbation medium isn't aware by how much permittivity/conductivity is going to change. This results in warnings every time the perturbation medium is added to a structure. Later in this notebook, when we apply the actual carrier concentrations, we can check by how much the permittivity is changing. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "2a543e0b-a60a-416d-9ab9-e0345fe9164e",
   "metadata": {},
   "outputs": [],
   "source": [
    "perturbation_model = td.NedeljkovicSorefMashanovich(ref_freq=freq0)\n",
    "\n",
    "si_perturb = td.PerturbationMedium.from_unperturbed(\n",
    "    medium=si_non_perturb,\n",
    "    perturbation_spec=td.IndexPerturbation(\n",
    "        delta_n=perturbation_model.delta_n(),\n",
    "        delta_k=perturbation_model.delta_k(),\n",
    "        freq=freq0,\n",
    "    ),\n",
    ")\n",
    "\n",
    "new_structs = []\n",
    "for struct in charge_sim.structures:\n",
    "    # NOTE: applying perturbation material to Si\n",
    "    if struct.medium.name == Si_2D_doping.name:\n",
    "        new_structs.append(struct.updated_copy(medium=si_perturb))\n",
    "\n",
    "scene = td.Scene(\n",
    "    medium=SiO2.optical,  # currently td.Simulation cannot accept a MultiphysicsMedium\n",
    "    structures=new_structs,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e5ecfb28-6b62-4253-bec4-097a18270d64",
   "metadata": {},
   "source": [
    "### Creating an Optical Mode Simulation\n",
    "\n",
    "Let's create an optical mode simulation with our updated scene."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "8f96b875-e311-4d9b-b5af-6a5fd6301c28",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "span = 2 * wvl_um\n",
    "\n",
    "port_center = (0, h_core, -span / 2)\n",
    "port_size = (3, 3, 0)\n",
    "\n",
    "buffer = 1 * wvl_um\n",
    "sim_size = (13 + buffer, 10 + buffer, span)\n",
    "\n",
    "bc_spec = td.BoundarySpec(\n",
    "    x=td.Boundary.pml(num_layers=20),\n",
    "    y=td.Boundary.pml(num_layers=30),\n",
    "    z=td.Boundary.periodic(),\n",
    ")\n",
    "\n",
    "sim = td.Simulation(\n",
    "    center=(0, 0, 0),\n",
    "    size=sim_size,\n",
    "    medium=scene.medium,\n",
    "    structures=scene.structures,\n",
    "    run_time=6e-12,\n",
    "    boundary_spec=bc_spec,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=60, wavelength=wvl_um),\n",
    ")\n",
    "\n",
    "_, ax = plt.subplots(1, 2, figsize=(12, 6))\n",
    "sim.plot(y=sim.center[1], ax=ax[0])\n",
    "sim.plot(z=sim.center[2], ax=ax[1])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5b1d03e3-4bb3-4540-b61b-ac6eac1eda5b",
   "metadata": {},
   "source": [
    "### Coupling our `SteadyFreeCarrierData` into our `PerturbationMedium`: \n",
    "\n",
    "We already have configured our reference optical mode simulation with the default free carrier distribution. However, our [td.HeatChargeSimulationData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulationData.html) with our [td.SteadyFreeCarrierData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SteadyFreeCarrierData.html) can be used to *perturb* our silicon optical medium. Let's see how we can do this below. Note that we will be using a subset of the applied voltages to reduce the computational resources\n",
    "\n",
    "We can create a list of perturbed optical simulation by using the function `perturbed_mediums_copy()`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "b8ed2bec-9e68-4fae-aad5-1a79d4607b46",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "def apply_charge(charge_data, voltages):\n",
    "    perturbed_sims = []\n",
    "    for n, v in enumerate(voltages):\n",
    "        e_data = charge_data[charge_monitor_z0.name].electrons.sel(voltage=v)\n",
    "        h_data = charge_data[charge_monitor_z0.name].holes.sel(voltage=v)\n",
    "        perturbed_sims.append(\n",
    "            sim.perturbed_mediums_copy(\n",
    "                electron_density=e_data,\n",
    "                hole_density=h_data,\n",
    "            )\n",
    "        )\n",
    "    return perturbed_sims\n",
    "\n",
    "\n",
    "voltage_subset = [-0.5, 0, 1, 2, 3, 4]\n",
    "perturbed_sims = apply_charge(charge_data, voltages=voltage_subset)\n",
    "sim_zero_voltage = perturbed_sims[1]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e5dc29f-6560-414d-ba06-1974a73b5d37",
   "metadata": {},
   "source": [
    "Let's check what the difference in permittivity looks like at different applied voltages, compared to zero voltage."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "6a0ae7fa-5cbb-491c-98f9-00c28ba7bfd5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "sampling_region = td.Box(center=(0, h_core / 2, 0), size=(1, 1, 1))\n",
    "eps_zero_voltage = sim_zero_voltage.epsilon(box=sampling_region).sel(z=0, method=\"nearest\")\n",
    "\n",
    "_, ax = plt.subplots(1, 2, figsize=(10, 4))\n",
    "for ax_ind, ind in enumerate([0, len(voltage_subset) - 1]):\n",
    "    eps_doped = perturbed_sims[ind].epsilon(box=sampling_region).sel(z=0, method=\"nearest\")\n",
    "    eps_doped = eps_doped.interp(x=eps_zero_voltage.x, y=eps_zero_voltage.y)\n",
    "    eps_diff = np.real(np.real(eps_doped - eps_zero_voltage))\n",
    "    eps_diff.plot(x=\"x\", ax=ax[ax_ind])\n",
    "\n",
    "    ax[ax_ind].set_aspect(\"equal\")\n",
    "    ax[ax_ind].set_title(f\"Re($\\\\Delta \\\\epsilon$), bias: {voltage_subset[ind]:1.1f} V\")\n",
    "    ax[ax_ind].set_xlabel(\"x (um)\")\n",
    "    ax[ax_ind].set_ylabel(\"y (um)\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "63c52225-f21e-4107-9193-62d2d89e3357",
   "metadata": {},
   "source": [
    "### Running Waveguide Mode Simulations\n",
    "\n",
    "Instead of running a full FDTD simulation, we will compute the modes of the waveguide. \n",
    "This is a smaller computation that will also highlight the influence of free carriers fields over the refraction coefficient. \n",
    "\n",
    "We will compute the waveguide modes on a plane centered around the core section of the device:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "61d912e6-dcd9-4f29-afae-676141e13c07",
   "metadata": {},
   "outputs": [],
   "source": [
    "from tidy3d.plugins.mode import ModeSolver"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "8b6d918d-013c-46b1-bf41-ea0aff9d7681",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "mode_plane = td.Box(size=port_size)\n",
    "\n",
    "# visualize\n",
    "ax = sim.plot(z=0)\n",
    "mode_plane.plot(z=0, ax=ax, alpha=0.5)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "9fd71e4e-6f38-48f6-a06a-962c075d3adc",
   "metadata": {},
   "outputs": [],
   "source": [
    "mode_solvers = dict()\n",
    "for i, psim in enumerate(perturbed_sims):\n",
    "    ms = ModeSolver(\n",
    "        simulation=psim,\n",
    "        plane=mode_plane,\n",
    "        freqs=np.linspace(freqs[0], freqs[-1], 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1, precision=\"single\"),\n",
    "        fields=[],\n",
    "    )\n",
    "    mode_solvers[str(i)] = ms"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "936261c8-e0db-4d22-b3ed-de97e2d987bf",
   "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\">0               → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:03</span>\n",
       "1               → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:03</span>\n",
       "2               → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:03</span>\n",
       "3               → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:03</span>\n",
       "4               → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:03</span>\n",
       "5               → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:03</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "0               → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:03\u001b[0m\n",
       "1               → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:03\u001b[0m\n",
       "2               → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:03\u001b[0m\n",
       "3               → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:03\u001b[0m\n",
       "4               → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:03\u001b[0m\n",
       "5               → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:03\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "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\">12:44:22 UTC </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:44:22 UTC\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "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",
     "transient": {}
    }
   ],
   "source": [
    "# server mode computation\n",
    "ms_batch_data = web.Batch(simulations=mode_solvers, reduce_simulation=True).run()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f67fe20-51ae-4c39-bed0-b589f38f47b3",
   "metadata": {},
   "source": [
    "### Relative Phase Change $\\Delta \\phi$\n",
    "\n",
    "Based on the computed effective refractive index $n_{eff}$, we can now determine both phase shift $\\Delta \\phi$ and $\\alpha$ optical loss per cm as a function of the applied bias voltage $V_n$ using the following equations from [1]:\n",
    "\n",
    "\n",
    "$$\n",
    "\\Delta n_{\\text{eff}} = \\text{Re}(n_{\\text{eff}}(V_n) - n_{\\text{eff}}({V_0}))\n",
    "$$\n",
    "\n",
    "$$\n",
    "\\Delta \\phi = \\frac{2\\pi \\Delta n_{\\text{eff}}}{\\lambda_0}\n",
    "$$\n",
    "\n",
    "$$\n",
    "\\alpha_{\\text{dB/cm}} = 10 \\cdot 4 \\pi \\cdot \\text{Im}(n_{\\text{eff}}) / \\lambda_0 \\cdot 10^4 \\cdot \\log_{10}(e)\n",
    "$$\n",
    "\n",
    "We compare this to simulation data from another popular simulation software."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "e478d33e-f2cc-4684-b8f8-13da24c5a591",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "n_eff_freq0 = [md.n_complex.sel(f=freq0, mode_index=0).values for md in ms_batch_data.values()]\n",
    "\n",
    "ind_V0 = 1\n",
    "delta_neff = np.real(n_eff_freq0 - n_eff_freq0[ind_V0])\n",
    "rel_phase_change = 2 * np.pi * delta_neff / wvl_um * 1e4\n",
    "alpha_dB_cm = 10 * 4 * np.pi * np.imag(n_eff_freq0) / wvl_um * 1e4 * np.log10(np.exp(1))\n",
    "\n",
    "# other results\n",
    "v_other = [-0.5, 0, 0.4, 0.7, 1.5, 2.4, 3.8]\n",
    "pc_other = [-0.91, 0, 0.6, 1, 1.8, 2.7, 3.6]\n",
    "loss_other = [4.9, 4.55, 4.34, 4.15, 3.77, 3.41, 2.95]\n",
    "\n",
    "_, ax = plt.subplots(1, 2, figsize=(12, 4))\n",
    "ax[0].plot(voltage_subset, rel_phase_change, \"k.-\", label=\"Simulation Data\")\n",
    "ax[0].plot(v_other, pc_other, \"r-\", label=\"Other Software\")\n",
    "ax[0].set_xlabel(\"Reverse bias (V)\")\n",
    "ax[0].set_ylabel(\"Relative phase (rad/cm)\")\n",
    "ax[0].grid()\n",
    "ax[0].legend()\n",
    "\n",
    "ax[1].plot(voltage_subset, alpha_dB_cm, \"k.-\", label=\"Simulation Data\")\n",
    "ax[1].plot(v_other, loss_other, \"r-\", label=\"Other Software\")\n",
    "ax[1].set_xlabel(\"Reverse bias (V)\")\n",
    "ax[1].set_ylabel(\"Loss (dB/cm)\")\n",
    "ax[1].grid()\n",
    "ax[1].legend()\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ea47a4cd-5a3c-4d20-919f-61ea4c19e0cc",
   "metadata": {},
   "source": [
    "As it can be seen, we'd need to apply a bias of ~3.3V in order to get a phase shift of $\\pi$.\n",
    "\n",
    "It is worth noting here that the refractive index and optical loss perturbations from the model in in [M. Nedeljkovic, R. Soref and G. Z. Mashanovich, \"Free-Carrier Electrorefraction and Electroabsorption Modulation Predictions for Silicon Over the 1–14-  μm  Infrared Wavelength Range,\" IEEE Photonics Journal, vol. 3, no. 6, pp. 1171-1180, Dec. 2011](https://doi.org/10.1109/JPHOT.2011.2171930) change significantly at the specified wavelength of 1.55 $\\mu m$ and results will also change accordingly. For instance, if one computed the perturbations based on a reference wavelength of 1.575$\\mu m$ the following results are obtained:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "0487c2ac-c5b3-4207-b653-c74dd04ddab8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "rel_phase_change_1575 = [-0.85049343, 0.0, 1.3917165, 2.2615392, 3.0540445, 3.6629207]\n",
    "alpha_dB_cm_1575 = [4.891197, 4.5593605, 4.0405374, 3.623057, 3.233821, 2.965634]\n",
    "\n",
    "_, ax = plt.subplots(1, 2, figsize=(12, 4))\n",
    "ax[0].plot(\n",
    "    voltage_subset, rel_phase_change_1575, \"k.-\", label=r\"Simulation Data $\\lambda = 1.575 \\mu m$\"\n",
    ")\n",
    "ax[0].plot(v_other, pc_other, \"r-\", label=\"Other Software\")\n",
    "ax[0].set_xlabel(\"Reverse bias (V)\")\n",
    "ax[0].set_ylabel(\"Relative phase (rad/cm)\")\n",
    "ax[0].grid()\n",
    "ax[0].legend()\n",
    "\n",
    "ax[1].plot(\n",
    "    voltage_subset, alpha_dB_cm_1575, \"k.-\", label=r\"Simulation Data $\\lambda = 1.575 \\mu m$\"\n",
    ")\n",
    "ax[1].plot(v_other, loss_other, \"r-\", label=\"Other Software\")\n",
    "ax[1].set_xlabel(\"Reverse bias (V)\")\n",
    "ax[1].set_ylabel(\"Loss (dB/cm)\")\n",
    "ax[1].grid()\n",
    "ax[1].legend()\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "description": "This notebook demonstrates how to use Tidy3D's charge solver to simulate a silicon electro-optic phase modulator.",
  "feature_image": ".img/charge_modulator.png",
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "electro-optic, modulator, charge solver, pn-junction, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.3"
  },
  "title": "Charge Solver: a silicon electro-optic phase modulator | Flexcompute"
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
