{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "# Boundary Conditions\n",
    "\n",
    "Run this notebook in your browser using [Binder](https://mybinder.org/v2/gh/flexcompute-readthedocs/tidy3d-docs/readthedocs?labpath=docs%2Fsource%2Fnotebooks%2FBoundaryConditions.ipynb).\n",
    "\n",
    "This notebook will give a tutorial on setting up boundary conditions in Tidy3d."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:27:55.140943Z",
     "iopub.status.busy": "2022-07-21T20:27:55.140463Z",
     "iopub.status.idle": "2022-07-21T20:27:56.147880Z",
     "shell.execute_reply": "2022-07-21T20:27:56.147506Z"
    }
   },
   "outputs": [],
   "source": [
    "# standard python imports\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# tidy3d imports\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Define Simulation Parameters\n",
    "First, we'll define some basc simulation parameters, the size of the domain, and the discretization resolution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:27:56.150003Z",
     "iopub.status.busy": "2022-07-21T20:27:56.149869Z",
     "iopub.status.idle": "2022-07-21T20:27:56.152929Z",
     "shell.execute_reply": "2022-07-21T20:27:56.152596Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define material properties\n",
    "medium = td.Medium(permittivity=2)\n",
    "\n",
    "wavelength = 1\n",
    "f0 = td.C_0 / wavelength / np.sqrt(medium.permittivity)\n",
    "\n",
    "# Set the domain size in x, y, and z\n",
    "domain_size = 12 * wavelength\n",
    "\n",
    "# create the geometry\n",
    "geometry = []\n",
    "\n",
    "# construct simulation size array\n",
    "sim_size = (domain_size, domain_size, domain_size)\n",
    "\n",
    "# Bandwidth in Hz\n",
    "fwidth = f0 / 40.0\n",
    "\n",
    "# Gaussian source offset; the source peak is at time t = offset/fwidth\n",
    "offset = 4.\n",
    "\n",
    "# time dependence of sources\n",
    "source_time = td.GaussianPulse(freq0=f0, fwidth=fwidth, offset=offset)\n",
    "\n",
    "# Simulation run time past the source decay (around t=2*offset/fwidth)\n",
    "run_time = 40 / fwidth"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create sources and monitors\n",
    "To study the effect of the various boundary conditions, we'll define a point dipole source and a series of frequency- and time-domain monitors in the volume of the simulation domain and at its edges."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:27:56.154318Z",
     "iopub.status.busy": "2022-07-21T20:27:56.154207Z",
     "iopub.status.idle": "2022-07-21T20:27:56.157456Z",
     "shell.execute_reply": "2022-07-21T20:27:56.157190Z"
    }
   },
   "outputs": [],
   "source": [
    "# create a point dipole source\n",
    "dipole = td.PointDipole(\n",
    "    center=(0,0,0),\n",
    "    source_time=source_time,\n",
    "    polarization=\"Ex\",\n",
    ")\n",
    "\n",
    "# these monitors will be used to plot fields on planes through the middle of the domain in the frequency domain\n",
    "monitor_xz_freq = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(domain_size, 0, domain_size),\n",
    "    freqs=[f0],\n",
    "    name='xz_freq')\n",
    "monitor_yz_freq = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(0, domain_size, domain_size),\n",
    "    freqs=[f0],\n",
    "    name='yz_freq')\n",
    "monitor_xy_freq = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(domain_size, domain_size, 0),\n",
    "    freqs=[f0],\n",
    "    name='xy_freq')\n",
    "\n",
    "# this monitor will be used to plot fields on a plane through the middle of the domain in the time domain\n",
    "monitor_xz_time = td.FieldTimeMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(domain_size, 0, domain_size),\n",
    "    interval=50,\n",
    "    name='xz_time')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Boundary specifications\n",
    "A [`BoundarySpec`](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.BoundarySpec.html) object defines the boundary conditions applied on each of the 6 domain edges, and is provided as an input to the simulation. In the following sections, we'll explore several different features within [`BoundarySpec`](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.BoundarySpec.html) and different ways of defining it.\n",
    "\n",
    "A [`BoundarySpec`](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.BoundarySpec.html) consists of three [`Boundary`](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.Boundary.html) objects, each defining the boundaries on the plus and minus side of each dimension. A number of convenience functions are available to quickly define various types of boundaries, which will be demonstrated below."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Example 1: Default PML boundaries along some dimensions\n",
    "\n",
    "In most cases, one just wants to specify whether there are absorbing PML layers along any of the x, y, z dimensions.  To do this, we can call the `BoundarySpec.pml(x=False, y=False, z=False)` method to construct boundary conditions, supplying `True` along a dimension where we want PML.\n",
    "\n",
    "Let's try putting pml on only the x edge."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:27:56.158986Z",
     "iopub.status.busy": "2022-07-21T20:27:56.158839Z",
     "iopub.status.idle": "2022-07-21T20:27:56.243088Z",
     "shell.execute_reply": "2022-07-21T20:27:56.242731Z"
    }
   },
   "outputs": [
    {
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33+PuJ7v7ydu2bQMeXEs7Pz9f+ln4g7a/ONAJKJGGCJ0P64l5Nt+A9wN73f3tk76v6lrdXq/HXL+rE1AiDRCzF0fMlelpwLnAz5nZd7KfFx/qTTFqdXszHZ2AEqm52L04op2AcvcrgFzLPXefqFa3yJm7Q531K3Ltm4jkV+SQWp5eHK27aL8IM2tUra6I5Lc0MJLlyRO1Lr04GhWmk6hTra6I5DfbdRYWB0Hmb8hAbV2YQn1qdUUkv04H5vrdYPM3VKC2MkyhHrW6IlJMb6YTdP6GCNTWhinEr9UVkeJCz9+yA7XVYQpxa3VFZDpV9+KYRi1q80OLVasrItOruhdHUa1fmYqIVGFTrExD33dbRMIJPX/Xbr+o1q9MY9bqish0qu7FMY1Wh2nsWl0RKS70/C37ZFZrwzRPra4CVaRekuVh0Pkb4qqeVoZpXWp1RSS/4RAWFgfB5m+oyyNbF6Z1qtUVkfyWBsZcvxtk/oa8zrxRYerujarVFZH8ZrtOb2byaKpLL45GhamZRavV1W1LRKpRpHdwHXpxNCpMgSi1usnyULctEam52L04GhemVdfqJknCwuJAty0RaYCYvTgaWQFVda3ufL9LkqyUtn0RCSdWL47GrUxFROqokSvTqmt1F/bvY2sj95TI5hOrF0fjVqZV1+r2ej3m+l2dgBJpgJi9OBoXpjFqdXszHZ2AEqm52L04GhWm7h6tVrfItW8ikl+Ra7rr0IujUUcCzWziWt08x0h0KxPJ4+/e9hk6W7rseOZjOfqE7cw8ZDb2kFplaWAky0MmnYlFenGEmOuNCtNJ5N1hClLJ6yc33s5wecDte38EwMN/5hgFa4lmu542OtmalD5/QwZq68IUJt9hClIpauYhs1ingw+H3H7DjxSsJep0YK7fDTZ/QwVqK8MUDr3DFKRSBut0mD08/fujYC1Pb6bD3NZw8zdEoEYNUzM7A3gn0AUudveLytz+ejtMQbo53HTF97nzH6e74+Q4g+UB3ZnuQY8rWMsVev6WHajRwtTMusB7gBcAtwDfMrNPuvsNZX7O2h0GuqHeZrH349eQ3HUv1in3GuFOt4Md4vIOBWs5Qs/fcdsvaqIwNbMvAW9z90+PPLbH3XdP8dmnAj9w9xuz7X0EOAsoNUwhXq2uxDfzkFk6Ww5eRVbpUMH6hLOewkN3TXdnzDaruhdHUZNePXkc8J/M7L+MPHbyVJ8MxwL7Rn5/S/bYg5jZbjO7ysyuOnDgwJQfKRKXdTp0Z7fgAweHO2+6g/vuvCf2sKQEk37NvxM4HXiXmf0v4OXBRrSGu+8B9gDs3LmzUBlSrFpdiW+wPMCHJVevdYxuztXuYHnAyn3LdLZ02LJ1hsc8+wSOPeU4jto5X/phiLapuhdHUZOGqbn7CvDvzOw84ArgoVN9MvwQ2DHy++3ZY6Uad7A65IW7Uh+PeupOfvz920rf7t37fkKnf9ghQ1ABOr3Q87fMk9GThul7V3/h7n9uZtcBr5nqk+FbwE+b2XGkIXo2cM6U23yQSWp1FajtddI5zwiy3U+95oOAAwcH4v0B2u2w5SEK0GmEnr9lX9UzUZi6+/vW/P5q4JXTfLC7r5jZa4HPkV4adYm7Xz/NNkflqdVVoMo0FKDlS5aHLNwdbv6GuDwy6nWm2dUBnz7kC3OqS62utNdgechgaUkBGsBwSFpO+ogw8zfUdeatq4CqU62utFOvv5WVpWV2PffxCtAAlgbGXL8bZP6GLNhpVJi6O0myfvODutXqSjs973deRndmiwI0kNmu05uZvOdlXXpxNKpLp5kFuy/2ofodFumxKO20pTejIA2oSO/gQ83fKkrIGxWmwNgdFqJW90HbXx7qtiUiNbfu/K2oF0fjwjT0fbHHbn9xoNuWiDRA6HzYSKOOma6qulZ3vt8lSVZK276IhBOrF0fjVqYiInXUyJVp1bW6C/v3sbWRe0pk84nVi6NxK9PQ98Ueu/1+VyegRBogdD5spHFhGvK+2OvWAs90dAJKpOYmqeUPGaiNClN3D3Zf7EOd9Sty7ZuI5Ffkmu48vThCBWqjIsLMJq7VzbPDdE8okfpYGhjJ8uSJWqQXR4hAbVSYTiLvDlOQitTLbNdZWBwEmb8hA7V1YQqT7zAFqUj9dDow1+8Gm7+hArWVYQr1qNUVkWJ6M52g8zdEoLY2TCF+ra6IFBd6/pYdqK0OU4hbqysi06m6F8c0NkVdT6xaXRGZXtW9OIpq/cpURKQKm2JlGqtWV0SmV3UvjqJavzKNWasrItOpuhfHNFodprFrdUWkuNDzt+yTWa0N0zrU6opIMcnyMOj8DXFVTyvDtC61uiKS33AIC4uDYPM31OWRrQvTOtXqikh+SwNjrt8NMn9DXmfeqDB190bV6opIfrNdpzczeTTVpRdHo8LUzKLV6hbpsSgi+RXpHVyHXhxRwtTM/sjMvmdm3zWzj5vZUZO+N0atbrI81G1LRGoudi+OWCvTLwAnuvsTge8DF0z6xqprdZMkYWFxoNuWiDRAzF4cUSqg3P3zI7/9BvALed5fda3ufL9LkqyUtn0RCSdWL446HDN9JfCZ2IMQEZlGsJWpmX0ReOSYpy5098uy11wIrACXbrCd3cBuSI+XQvW1ugv797F1U3QxEGm+WL04gkWEuz9/o+fN7DzgTOB0d1/3gKS77wH2AOzcudPHHQNZPUZSxg4bu/1+l7sODKbaroiEFzofNhLrbP4ZwPnAS9393jzvjVGr25vp6ASUSM3F7sUR65jpu4E+8AUz+46ZvXeSN7l7tFrdIte+iUh+Ra7prkMvjlhn8x9b5H1mNnGtbp4lvW5lIlIfSwMjWR4y6Uws0otj05eTTqJOtboikt9s11lYHASZvyFXqK0LU6hPra6I5NfppCd9Q83fUIHayjCFetTqikgxvZlO0PkbIlBbG6YQv1ZXRIoLPX/LDtRWhynErdUVkelU3YtjGpuiridWra6ITK/qXhxFtX5lKiJShU2xMo1Vqysi06u6F0dRrV+Zhr7vtoiEE3r+lnkMttVhGrtWV0SKCz1/yz6Z1dowrUOtrogUkywPg87fEFf1tDJMi9TqKlBF6mE4hIXFQbD5G+ryyNaFaZ1qdUUkv6WBMdfvBpm/Ia8zb1SYunujanVFJL/ZrtObmTya6tKLo1FhambRanWL9FgUkfyK9A6uQy+ORoUpMHaHha7VTZaHLA1sqnGLSFixe3E0LkyrrtVNkoSFxYFuWyLSADF7cTSyAqrqWt35fpckWSlt+yISTqxeHI1bmYqI1FEjV6ZV1+ou7N/H1kbuKZHNJ1YvjsatTKuu1e31esz1uzoBJdIAMXtxNC5MY9Tq9mY6OgElUnOxe3E0KkzdPVqtbpFr30QkvyLXdNehF0ejIsLMGlWrKyL5LQ2MZHnyRK1LL45Ghekk6lSrKyL5zXadhcVBkPkbMlBbF6ZQn1pdEcmv04G5fjfY/A0VqK0MU6hHra6IFNOb6QSdvyECtbVhCvFrdUWkuNDzt+xAjRqmZvZGM3Mzm+5OVhuIWasrItOpuhfHNKLV9ZjZDuCFwM2hPytWra6ITK/qXhxFxVyZvgM4H9DV8CLSeFHC1MzOAn7o7tdO8NrdZnaVmV114MCBQp83Wqs7Pz+vjvoiDRJ6/q6t5S8q2Nd8M/si8MgxT10IvJn0K/4hufseYA/Azp07c69ixx1jWT1GouOmIvUWev6WeQw2WJi6+/PHPW5mPwscB1xrZgDbgWvM7FR3v63MMUxSq6tAFamn0PO37JNZlX/Nd/fr3P0R7r7L3XcBtwBPqSpIV+kmeiL1lSwPg87fEFf1tPI607rU6opIfsMhLCwOgs3fUJdHRg/TbIU63TUJI+pUqysi+S0NjLl+N8j8DXmdefQwzcPdG1WrKyL5zXad3szk0VSXXhyNClMzi1arW6THoojkV6R3cB16cTQqTIGxOyx0rW6yPNRtS0RqLnYvjsaFadW1ukmSsLA40G1LRBogZi+ORt5zs+pa3fl+lyRZKW37IhJOrF4cjVuZiojUUSNXpqHvi33Q9vfvY2sj95TI5hM6H9bTuJVp6Ptij91+v6sTUCINEDofNtK4MA15X+x1a4FnOjoBJVJzk9TyhwzURoWpu0er1S1y7ZuI5Ffkmu469OJoVESYWaNqdUUkv6WBkSxPnqh16cXRqDCdRJ1qdUUkv9mus7A4CDJ/QwZq68IU6lOrKyL5dTow1+8Gm7+hArWVYQr1qNUVkWJ6M52g8zdEoLY2TCF+ra6IFBd6/pYdqK0OU4hbqysi06m6F8c0NkVdT6xaXRGZXtW9OIpq/cpURKQKm2JlGqtWV0SmV3UvjqJavzKNWasrItOpuhfHNFodprFrdUWkuNDzt+yTWa0N0zrU6opIMcnyMOj8DXFVTyvDtC61uiKS33AIC4uDYPM31OWRrQvTOtXqikh+SwNjrt8NMn9DXmfeqDB190bV6opIfrNdpzczeTTVpRdHo8LUzKLV6hbpsSgi+RXpHVyHXhyNClMgSq1usjzUbUtEai52L47GhWnVtbpJkrCwONBtS0QaIGYvjmgVUGb2OuA1wAD4G3c/f9L3Vl2rO9/vkiQrpW1fRMKJ1YsjSpia2fOAs4CT3D0xs0fEGIeISFlirUxfDVzk7gmAu+/P8+aqa3UX9u9j6+qe2v+3pXyGiIQRqxeHuVd/LNDMvgNcBpwB3Af8R3f/1jqv3Q3szn77eODvqxjjGPPAdD26ylW38YDGNIm6jQfqN6aY49np7g8v8sZgK1Mz+yLwyDFPXZh97hzwdOAU4K/M7NE+JtndfQ+wJ9Q4J2VmV7n7ybHHsapu4wGNaRJ1Gw/Ub0x1G8+kgoWpuz9/vefM7NXAx7Lw/KaZDUn/Nbo91HhEREKKdWnUJ4DnAZjZ44BZ6vU1Q0Qkl1gnoC4BLjGz/wMsAa8Y9xW/ZqIfalijbuMBjWkSdRsP1G9MdRvPRKKcgBIRaZvGVUCJiNSRwlREpAQK05zM7HVm9j0zu97M3hp7PABm9kYzczOb7o5g5Yzlj7L9810z+7iZHRVpHGeY2d+b2Q/M7E0xxrBmPDvM7MtmdkP2d+f1sccEYGZdM/u2mX0q9lgAzOwoM/to9ndor5k9I/aYJqUwzWFNGewJwH+PPCTMbAfwQuDm2GPJfAE40d2fCHwfuKDqAZhZF3gP8CLgeOCXzez4qsexxgrwRnc/nvT66tfUYEwArwf2xh7EiHcCn3X3JwAnUa+xbUhhms9UZbCBvAM4H6jFmUR3/7y7r3aF+QawPcIwTgV+4O43uvsS8BHSfwSjcfdb3f2a7NeLpCFxbMwxmdl24CXAxTHHscrMjgSeA7wfwN2X3P3OqIPKQWGaz+OAZ5vZlWb2VTM7JeZgzOws4Ifufm3McWzglcBnInzuscC+kd/fQuTgGmVmu4AnA1dGHsofk/5DXJfW58eRFu78WXbo4WIzOzz2oCYVrQVfXZVVBlvReN5M+hW/UhuNyd0vy15zIelX20urHFvdmdk24K+BN7j73RHHcSaw392vNrN/EWsca2wBngK8zt2vNLN3Am8CfivusCajMF2jbmWw643HzH6W9F/ya80M0q/T15jZqe5+W6jxbDSmkbGdB5wJnB6pGOOHwI6R32/PHovKzGZIg/RSd/9Y5OGcBrzUzF4MHAYcYWYfcveXRxzTLcAt7r66Yv8oaZg2gr7m5/MJalIG6+7Xufsj3H2Xu+8i/Yv4lNBBeihmdgbpV8eXuvu9kYbxLeCnzew4M5sFzgY+GWksAFj6L977gb3u/vaYYwFw9wvcfXv2d+ds4PLIQUr2d3efmT0+e+h04IaIQ8pFK9N8mlgGW7V3Az3gC9mK+Rvu/utVDsDdV8zstcDngC5wibtfX+UYxjgNOBe4LmtBCfBmd/90vCHV0uuAS7N/BG8Efi3yeCamclIRkRLoa76ISAkUpiIiJVCYioiUQGEqIlIChamISAkUpiIiJVCYioiUQGEqrWNmp2T9VA8zs8Oz/qEnxh6XtJsu2pdWMrPfI60530pa7/0HkYckLacwlVbKyhG/BdwHPNPdB5GHJC2nr/nSVg8DtgF90hWqSFBamUormdknSTvsHwc8yt1fG3lI0nLqGiWtY2a/Ciy7+4ez+0F93cx+zt0vjz02aS+tTEVESqBjpiIiJVCYioiUQGEqIlIChamISAkUpiIiJVCYioiUQGEqIlKC/w8UYqySciiFuQAAAABJRU5ErkJggg==\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define a basic boundary spec setting PML in along x only\n",
    "bspec_pml = td.BoundarySpec.pml(x=True)\n",
    "\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    sources=[dipole],\n",
    "    monitors=[monitor_xz_time],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=bspec_pml,\n",
    ")\n",
    "\n",
    "ax = sim.plot(y=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, let's test by placing PMLs along all edges using the convenience method `all_sides()` and running the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:27:56.244978Z",
     "iopub.status.busy": "2022-07-21T20:27:56.244827Z",
     "iopub.status.idle": "2022-07-21T20:27:56.315127Z",
     "shell.execute_reply": "2022-07-21T20:27:56.314817Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m1.4142\u001b[0m defined from        \u001b]8;id=288244;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=38580;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#472\u001b\\\u001b[2m472\u001b[0m\u001b]8;;\u001b\\\n",
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     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# define a basic boundary spec setting PML in all directions\n",
    "bspec_pml = td.BoundarySpec.all_sides(boundary=td.PML())\n",
    "\n",
    "# initialize the simulation object with the above boundary spec and source\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    sources=[dipole],\n",
    "    monitors=[monitor_xz_time],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=bspec_pml,\n",
    ")\n",
    "\n",
    "# Visualize the geometry\n",
    "fig, ax1 = plt.subplots(figsize=(4, 4))\n",
    "sim.plot(y=0, ax=ax1);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:27:56.316744Z",
     "iopub.status.busy": "2022-07-21T20:27:56.316581Z",
     "iopub.status.idle": "2022-07-21T20:28:48.298006Z",
     "shell.execute_reply": "2022-07-21T20:28:48.297619Z"
    }
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   "outputs": [
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Using Tidy3D credentials from stored file                      \u001b]8;id=456594;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py\u001b\\\u001b[2mauth.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=505282;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py#74\u001b\\\u001b[2m74\u001b[0m\u001b]8;;\u001b\\\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'fa5101f8-ef22-4cd0-8931-88c6c30fb040'</span>.                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "\u001b[2;36m           \u001b[0m         \u001b[32m'fa5101f8-ef22-4cd0-8931-88c6c30fb040'\u001b[0m.                     \u001b[2m             \u001b[0m\n"
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       "\u001b[2;36m[16:28:18]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                          \u001b]8;id=197967;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=988133;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\u001b\\\u001b[2m269\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[16:28:25]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                              \u001b]8;id=706485;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=561944;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#275\u001b\\\u001b[2m275\u001b[0m\u001b]8;;\u001b\\\n"
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       "<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\">[16:28:43] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> downloading file <span style=\"color: #008000; text-decoration-color: #008000\">\"output/monitor_data.hdf5\"</span> to              <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#574\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">574</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">\"data/bc_example1.hdf5\"</span>                                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
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       "\u001b[2;36m[16:28:43]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m downloading file \u001b[32m\"output/monitor_data.hdf5\"\u001b[0m to              \u001b]8;id=495556;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=93739;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#574\u001b\\\u001b[2m574\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m\"data/bc_example1.hdf5\"\u001b[0m                                     \u001b[2m             \u001b[0m\n"
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     "metadata": {},
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       "Output()"
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     "output_type": "display_data"
    },
    {
     "data": {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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     },
     "metadata": {},
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       "\n"
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       "</pre>\n"
      ],
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       "\u001b[2;36m[16:28:48]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/bc_example1.hdf5           \u001b]8;id=590538;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=129452;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#398\u001b\\\u001b[2m398\u001b[0m\u001b]8;;\u001b\\\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m1.4142\u001b[0m defined from        \u001b]8;id=236642;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=319227;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#472\u001b\\\u001b[2m472\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         sources.                                                 \u001b[2m                \u001b[0m\n"
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     "metadata": {},
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   ],
   "source": [
    "sim_data = web.run(sim, task_name='bc_example1', path='data/bc_example1.hdf5')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Visualize results\n",
    "We can observe the effect of the PML by looking at the fields in the time domain as they impinge on the boundaries. The figure shows that the fields are absorbed by the PML layers as expected, and no reflections are observed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:28:48.633500Z",
     "iopub.status.busy": "2022-07-21T20:28:48.633408Z",
     "iopub.status.idle": "2022-07-21T20:28:48.814433Z",
     "shell.execute_reply": "2022-07-21T20:28:48.814096Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
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       "\u001b[2;36m           \u001b[0m         sources.                                                 \u001b[2m                \u001b[0m\n"
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(tight_layout=True, figsize=(5, 4))\n",
    "sim_data.plot_field(field_monitor_name='xz_time', field_name='Ex', y=0, val='abs', time=2e-13, ax=ax)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Example 2: different boundaries on different edges\n",
    "Here, we'll place a PML along the y and z directions. In the x direction, we'll place a PML on the left side (x-minus), and a PEC on the right (x-plus). To specify individual boundary conditions along different dimensions, instead of [`BoundarySpec`](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.BoundarySpec.html), the class [`Boundary`](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.Boundary.html) is used, which defines the plus and minus boundaries along a single dimension.\n",
    "\n",
    "We'll test this set of boundaries by placing an angled Gaussian beam near the lower edge of the domain and observing the field bounce off the PEC in x-plus."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:28:48.816119Z",
     "iopub.status.busy": "2022-07-21T20:28:48.815965Z",
     "iopub.status.idle": "2022-07-21T20:28:48.821374Z",
     "shell.execute_reply": "2022-07-21T20:28:48.821082Z"
    }
   },
   "outputs": [],
   "source": [
    "# this defines a 1D boundary with a PML on both the plus and minus sides, which can be reused for both y and z directions\n",
    "boundary_yz = td.Boundary.pml(num_layers=15)\n",
    "\n",
    "# this defines a 1D boundary with a PML on the minus side and a PEC on the plus side\n",
    "boundary_x = td.Boundary(minus=td.PML(), plus=td.PECBoundary())\n",
    "\n",
    "# now just set these in the boundary spec along the appropriate dimensions\n",
    "bspec_pml_pec = td.BoundarySpec(\n",
    "    x=boundary_x,\n",
    "    y=boundary_yz,\n",
    "    z=boundary_yz\n",
    ")\n",
    "\n",
    "\n",
    "# create the Gaussian beam source\n",
    "buffer_source = domain_size / 10 # distance between the source and the bottom of the domain\n",
    "gaussian_beam = td.GaussianBeam(\n",
    "    center=(0,0,-domain_size/2 + buffer_source),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time=source_time,\n",
    "    direction='+',\n",
    "    pol_angle=0,\n",
    "    angle_theta=np.pi / 4.0,\n",
    "    angle_phi=np.pi / 8.0,\n",
    "    waist_radius=wavelength * 2,\n",
    "    waist_distance=-wavelength * 4\n",
    ")\n",
    "\n",
    "# initialize the simulation object with the above boundary spec and source\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    sources=[gaussian_beam],\n",
    "    monitors=[monitor_xz_time],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=bspec_pml_pec\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can verify that the PML is placed only on the left hand side and not on the right."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:28:48.823226Z",
     "iopub.status.busy": "2022-07-21T20:28:48.823105Z",
     "iopub.status.idle": "2022-07-21T20:28:48.887049Z",
     "shell.execute_reply": "2022-07-21T20:28:48.886759Z"
    }
   },
   "outputs": [
    {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the geometry\n",
    "fig, ax1 = plt.subplots(figsize=(4, 4))\n",
    "sim.plot(y=0, ax=ax1);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Run Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:28:48.888811Z",
     "iopub.status.busy": "2022-07-21T20:28:48.888663Z",
     "iopub.status.idle": "2022-07-21T20:29:44.757655Z",
     "shell.execute_reply": "2022-07-21T20:29:44.757360Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'90efdb1a-7abd-4c6e-98d3-93f4a38ee5ad'</span>.                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[16:28:49]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Uploaded task \u001b[32m'bc_example2'\u001b[0m with task_id                    \u001b]8;id=231423;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=903814;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'90efdb1a-7abd-4c6e-98d3-93f4a38ee5ad'\u001b[0m.                     \u001b[2m             \u001b[0m\n"
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       "Output()"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
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     },
     "metadata": {},
     "output_type": "display_data"
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     "data": {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[16:28:52] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> status = queued                                             <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">253</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[16:28:52]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = queued                                             \u001b]8;id=257640;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=394416;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\u001b\\\u001b[2m253\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "581b68e22c2c4cb7a3bc6ba4cd8c992e",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[16:28:57] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Maximum flex unit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.20</span>                                <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#244\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">244</span></a>\n",
       "</pre>\n"
      ],
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       "\u001b[2;36m[16:28:57]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum flex unit cost: \u001b[1;36m0.20\u001b[0m                                \u001b]8;id=466167;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=190228;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#244\u001b\\\u001b[2m244\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[16:29:01] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> status = preprocess                                         <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#265\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">265</span></a>\n",
       "</pre>\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">\"data/bc_example2.hdf5\"</span>                                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
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   "source": [
    "sim_data = web.run(sim, task_name='bc_example2', path='data/bc_example2.hdf5')"
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  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Visualize results\n",
    "We can observe the effect of the PEC on x-plus by looking at the fields in the time domain as they bounce off the PEC boundary, as shown in the figure. Furthermore, the z-component of the electric field, which is tangential to the PEC boundary, goes to 0 at the boundary as expected."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:29:45.105776Z",
     "iopub.status.busy": "2022-07-21T20:29:45.105685Z",
     "iopub.status.idle": "2022-07-21T20:29:45.435345Z",
     "shell.execute_reply": "2022-07-21T20:29:45.434877Z"
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   "outputs": [
    {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 72</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0x288</span><span style=\"color: #000000; text-decoration-color: #000000\"> with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 72\u001b[0m\u001b[1;36m0x288\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m4\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 4))\n",
    "sim_data.plot_field(field_monitor_name='xz_time', field_name='Ex', y=0, val='abs', time=2e-13, ax=ax1)\n",
    "sim_data.plot_field(field_monitor_name='xz_time', field_name='Ez', y=0, val='abs', time=2e-13, ax=ax2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Example 3: different boundaries on different edges\n",
    "Next, let's consider an even more general setup where all 6 boundaries of the domain are individually specified, and different types of boundaries are mixed in the plus and minus sides along each dimension.\n",
    "\n",
    "We'll test this set of boundaries by placing the point dipole at the center of the domain again, this time studying the fields at the edges of the domain and checking that the various tangential field components satisfy the PEC and PMC boundary conditions as expected from theory."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:29:45.437018Z",
     "iopub.status.busy": "2022-07-21T20:29:45.436869Z",
     "iopub.status.idle": "2022-07-21T20:29:45.504710Z",
     "shell.execute_reply": "2022-07-21T20:29:45.504363Z"
    }
   },
   "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\">           </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> A periodic boundary condition was specified on the        <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/boundary.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">boundary.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/boundary.py#399\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">399</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         opposide side of a perfect electric or magnetic conductor <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         boundary. This periodic boundary condition will be        <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         replaced by the perfect electric or magnetic conductor    <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         across from it.                                           <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m A periodic boundary condition was specified on the        \u001b]8;id=830238;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/boundary.py\u001b\\\u001b[2mboundary.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=315433;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/boundary.py#399\u001b\\\u001b[2m399\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         opposide side of a perfect electric or magnetic conductor \u001b[2m               \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m         boundary. This periodic boundary condition will be        \u001b[2m               \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m         replaced by the perfect electric or magnetic conductor    \u001b[2m               \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m         across from it.                                           \u001b[2m               \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "<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: #000080; text-decoration-color: #000080\">INFO    </span> Auto meshing using wavelength <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.4142</span> defined from        <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">grid_spec.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#472\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">472</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m1.4142\u001b[0m defined from        \u001b]8;id=836274;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=598866;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#472\u001b\\\u001b[2m472\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         sources.                                                 \u001b[2m                \u001b[0m\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">AxesSubplot:</span><span style=\"color: #808000; text-decoration-color: #808000; font-weight: bold\">title</span><span style=\"color: #000000; text-decoration-color: #000000\">=</span><span style=\"color: #000000; text-decoration-color: #000000; font-weight: bold\">{</span><span style=\"color: #008000; text-decoration-color: #008000\">'center'</span><span style=\"color: #000000; text-decoration-color: #000000\">:</span><span style=\"color: #008000; text-decoration-color: #008000\">'cross section at x=0.00'</span><span style=\"color: #000000; text-decoration-color: #000000; font-weight: bold\">}</span><span style=\"color: #000000; text-decoration-color: #000000\">, </span><span style=\"color: #808000; text-decoration-color: #808000\">xlabel</span><span style=\"color: #000000; text-decoration-color: #000000\">=</span><span style=\"color: #008000; text-decoration-color: #008000\">'y'</span><span style=\"color: #000000; text-decoration-color: #000000\">, </span><span style=\"color: #808000; text-decoration-color: #808000\">ylabel</span><span style=\"color: #000000; text-decoration-color: #000000\">=</span><span style=\"color: #008000; text-decoration-color: #008000\">'z'</span><span style=\"font-weight: bold\">&gt;</span>\n",
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       "\u001b[1m<\u001b[0m\u001b[1;95mAxesSubplot:\u001b[0m\u001b[1;33mtitle\u001b[0m\u001b[39m=\u001b[0m\u001b[1;39m{\u001b[0m\u001b[32m'center'\u001b[0m\u001b[39m:\u001b[0m\u001b[32m'cross section at \u001b[0m\u001b[32mx\u001b[0m\u001b[32m=\u001b[0m\u001b[32m0\u001b[0m\u001b[32m.00'\u001b[0m\u001b[1;39m}\u001b[0m\u001b[39m, \u001b[0m\u001b[33mxlabel\u001b[0m\u001b[39m=\u001b[0m\u001b[32m'y'\u001b[0m\u001b[39m, \u001b[0m\u001b[33mylabel\u001b[0m\u001b[39m=\u001b[0m\u001b[32m'z'\u001b[0m\u001b[1m>\u001b[0m\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 288x288 with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define the boundary spec\n",
    "bspec_general = td.BoundarySpec(\n",
    "    x=td.Boundary(minus=td.Periodic(), plus=td.PECBoundary()),\n",
    "    y=td.Boundary(minus=td.PECBoundary(), plus=td.PMCBoundary()),\n",
    "    z=td.Boundary(minus=td.Absorber(), plus=td.PML())\n",
    ")\n",
    "# note that when a periodic boundary is applied across from a PEC (PMC), the periodic boundary is just replaced by the PEC (PMC).\n",
    "\n",
    "\n",
    "# initialize the simulation object with the above boundary spec and the dipole source from earlier\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    sources=[dipole],\n",
    "    monitors=[monitor_xz_freq, monitor_yz_freq, monitor_xy_freq],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=bspec_general,\n",
    ")\n",
    "\n",
    "# Visualize the geometry\n",
    "fig, ax1 = plt.subplots(figsize=(4, 4))\n",
    "sim.plot(x=0, ax=ax1);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Run Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:29:45.506354Z",
     "iopub.status.busy": "2022-07-21T20:29:45.506234Z",
     "iopub.status.idle": "2022-07-21T20:30:30.857047Z",
     "shell.execute_reply": "2022-07-21T20:30:30.856649Z"
    }
   },
   "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\">[16:29:46] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Uploaded task <span style=\"color: #008000; text-decoration-color: #008000\">'bc_example3'</span> with task_id                    <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">120</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'3162317a-93ac-4e99-bd1c-3de10e88bb0f'</span>.                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[16:29:46]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Uploaded task \u001b[32m'bc_example3'\u001b[0m with task_id                    \u001b]8;id=377033;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=947748;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'3162317a-93ac-4e99-bd1c-3de10e88bb0f'\u001b[0m.                     \u001b[2m             \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
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       "model_id": "0220b56569014464925e9a61e8168b2f",
       "version_major": 2,
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "</pre>\n"
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       "\u001b[2;36m[16:30:05]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                          \u001b]8;id=430184;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=71498;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\u001b\\\u001b[2m269\u001b[0m\u001b]8;;\u001b\\\n"
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       "</pre>\n"
      ],
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       "\n"
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       "</pre>\n"
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       "<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\">[16:30:28] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> downloading file <span style=\"color: #008000; text-decoration-color: #008000\">\"output/monitor_data.hdf5\"</span> to              <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#574\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">574</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">\"data/bc_example3.hdf5\"</span>                                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
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       "\u001b[2;36m           \u001b[0m         \u001b[32m\"data/bc_example3.hdf5\"\u001b[0m                                     \u001b[2m             \u001b[0m\n"
      ]
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      ],
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
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   ],
   "source": [
    "sim_data = web.run(sim, task_name='bc_example3', path='data/bc_example3.hdf5')"
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    "tags": []
   },
   "source": [
    "#### Visualize results\n",
    "In x-plus, we have a PEC, so Ey and Ez should be nearly zero on the x-plus boundary.\n",
    "\n",
    "In x-minus we have a periodic condition across from the PEC in x-plus, which just means that there's also a PEC in x-minus. So again Ey and Ez should be nearly zero on the x-minus boundary.\n",
    "\n",
    "In y-minus, we have another PEC, so Ex and Ez should be nearly zero on the y-minus boundary.\n",
    "\n",
    "In y-plus, we have a PMC, so Hx and Hz should be nearly zero on the y-plus boundary.\n",
    "\n",
    "Each of these cases is verified below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:30:31.108597Z",
     "iopub.status.busy": "2022-07-21T20:30:31.108506Z",
     "iopub.status.idle": "2022-07-21T20:30:32.201112Z",
     "shell.execute_reply": "2022-07-21T20:30:32.200798Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "<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\">[16:30:31] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Auto meshing using wavelength <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.4142</span> defined from        <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">grid_spec.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#472\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">472</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
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       "\u001b[2;36m[16:30:31]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m1.4142\u001b[0m defined from        \u001b]8;id=41405;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=587853;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#472\u001b\\\u001b[2m472\u001b[0m\u001b]8;;\u001b\\\n",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 72</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0x288</span><span style=\"color: #000000; text-decoration-color: #000000\"> with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 72\u001b[0m\u001b[1;36m0x288\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m4\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n"
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     "metadata": {
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     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 72</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0x288</span><span style=\"color: #000000; text-decoration-color: #000000\"> with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 72\u001b[0m\u001b[1;36m0x288\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m4\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 4))\n",
    "sim_data.plot_field(field_monitor_name='xz_freq', field_name='Ey', y=0, val='abs', freq=f0, ax=ax1)\n",
    "sim_data.plot_field(field_monitor_name='xz_freq', field_name='Ez', y=0, val='abs', freq=f0, ax=ax2)\n",
    "fig.suptitle('Notice that both Ey and Ez go to zero on both sides', fontsize=16)\n",
    "\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 4))\n",
    "sim_data.plot_field(field_monitor_name='yz_freq', field_name='Ex', x=0, val='abs', freq=f0, ax=ax1)\n",
    "sim_data.plot_field(field_monitor_name='yz_freq', field_name='Ez', x=0, val='abs', freq=f0, ax=ax2)\n",
    "fig.suptitle('Notice that both Ex and Ez go to zero on the left (PEC) side', fontsize=16)\n",
    "\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 4))\n",
    "sim_data.plot_field(field_monitor_name='yz_freq', field_name='Hx', x=0, val='abs', freq=f0, ax=ax1)\n",
    "sim_data.plot_field(field_monitor_name='yz_freq', field_name='Hz', x=0, val='abs', freq=f0, ax=ax2)\n",
    "fig.suptitle('Notice that both Hx and Hz go to zero on the right (PMC) side', fontsize=16)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Example 4: Bloch boundary conditions along x and y to allow injecting an angled plane wave source\n",
    "Finally, we'll use the Bloch boundary condition in combination with a plane wave source to demonstrate the injection of an angled plane wave. The Bloch boundaries are used along the x and y dimensions, while PMLs are used along z. The Bloch vectors are automatically computed based on the angles defined in the plane wave source. A dielectric background medium with a relative permittivity of 2 is used.\n",
    "\n",
    "We'll test this set of boundaries by placing an angled plane wave near the lower edge of the domain and observing the plane wave in the frequency domain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:30:32.202952Z",
     "iopub.status.busy": "2022-07-21T20:30:32.202825Z",
     "iopub.status.idle": "2022-07-21T20:30:32.267589Z",
     "shell.execute_reply": "2022-07-21T20:30:32.267314Z"
    }
   },
   "outputs": [
    {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# First, define the plane wave source, since it is needed to define the Bloch boundary in this case.\n",
    "# Note that in general, the Bloch boundary can also be defined by just providing a bandstructure-normalized Bloch vector.\n",
    "\n",
    "buffer_source = domain_size / 10 # distance between the source and the bottom of the domain\n",
    "plane_wave = td.PlaneWave(\n",
    "    center=(0,0,-domain_size/2 + buffer_source),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time=source_time,\n",
    "    direction='+',\n",
    "    pol_angle=0,\n",
    "    angle_theta=np.pi / 3.0,\n",
    "    angle_phi=np.pi / 6.0\n",
    ")\n",
    "\n",
    "\n",
    "# create the Bloch boundaries\n",
    "bloch_x = td.Boundary.bloch_from_source(source=plane_wave, domain_size=sim_size[0], axis=0, medium=medium)\n",
    "bloch_y = td.Boundary.bloch_from_source(source=plane_wave, domain_size=sim_size[1], axis=1, medium=medium)\n",
    "\n",
    "bspec_bloch = td.BoundarySpec(\n",
    "    x=bloch_x,\n",
    "    y=bloch_y,\n",
    "    z=td.Boundary.pml()\n",
    ")\n",
    "\n",
    "\n",
    "# initialize the simulation object with the above boundary spec and source\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    sources=[plane_wave],\n",
    "    monitors=[monitor_xz_freq, monitor_yz_freq, monitor_xy_freq],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=bspec_bloch,\n",
    "    medium=medium\n",
    ")\n",
    "\n",
    "# Visualize the geometry\n",
    "fig, ax1 = plt.subplots(figsize=(4, 4))\n",
    "sim.plot(y=0, ax=ax1);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Run Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:30:32.269319Z",
     "iopub.status.busy": "2022-07-21T20:30:32.269157Z",
     "iopub.status.idle": "2022-07-21T20:31:29.134605Z",
     "shell.execute_reply": "2022-07-21T20:31:29.134121Z"
    }
   },
   "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\">[16:30:33] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Uploaded task <span style=\"color: #008000; text-decoration-color: #008000\">'bc_example4'</span> with task_id                    <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">120</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'6a7f03ce-1641-474d-818f-b503e36cc457'</span>.                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "\u001b[2;36m           \u001b[0m         \u001b[32m'6a7f03ce-1641-474d-818f-b503e36cc457'\u001b[0m.                     \u001b[2m             \u001b[0m\n"
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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     },
     "metadata": {},
     "output_type": "display_data"
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      ],
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       "\n"
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     "metadata": {},
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       "</pre>\n"
      ],
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       "\u001b[2;36m[16:31:29]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/bc_example4.hdf5           \u001b]8;id=678919;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=642581;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#398\u001b\\\u001b[2m398\u001b[0m\u001b]8;;\u001b\\\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
       "</pre>\n"
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m1.4142\u001b[0m defined from        \u001b]8;id=673984;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=893303;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#472\u001b\\\u001b[2m472\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         sources.                                                 \u001b[2m                \u001b[0m\n"
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     "metadata": {},
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   ],
   "source": [
    "sim_data = web.run(sim, task_name='bc_example4', path='data/bc_example4.hdf5')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Visualize results\n",
    "In shown in the plots, the plane wave is successfully injected at the specified angles without reflections."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:31:29.505860Z",
     "iopub.status.busy": "2022-07-21T20:31:29.505762Z",
     "iopub.status.idle": "2022-07-21T20:31:31.237788Z",
     "shell.execute_reply": "2022-07-21T20:31:31.237407Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         sources.                                                 <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                </span>\n",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 936x288 with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">6</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 936x288 with \u001b[0m\u001b[1;36m6\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 936x288 with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">6</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
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       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 936x288 with \u001b[0m\u001b[1;36m6\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(13, 4))\n",
    "sim_data.plot_field(field_monitor_name='xz_freq', field_name='Ey', y=0, val='real', freq=f0, ax=ax1)\n",
    "sim_data.plot_field(field_monitor_name='xz_freq', field_name='Ey', y=0, val='real', freq=f0, ax=ax2)\n",
    "sim_data.plot_field(field_monitor_name='xz_freq', field_name='Ez', y=0, val='real', freq=f0, ax=ax3)\n",
    "\n",
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(13, 4))\n",
    "sim_data.plot_field(field_monitor_name='yz_freq', field_name='Ex', x=0, val='real', freq=f0, ax=ax1)\n",
    "sim_data.plot_field(field_monitor_name='yz_freq', field_name='Ey', x=0, val='real', freq=f0, ax=ax2)\n",
    "sim_data.plot_field(field_monitor_name='yz_freq', field_name='Ez', x=0, val='real', freq=f0, ax=ax3)\n",
    "\n",
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(13, 4))\n",
    "sim_data.plot_field(field_monitor_name='xy_freq', field_name='Ex', z=0, val='real', freq=f0, ax=ax1)\n",
    "sim_data.plot_field(field_monitor_name='xy_freq', field_name='Ey', z=0, val='real', freq=f0, ax=ax2)\n",
    "sim_data.plot_field(field_monitor_name='xy_freq', field_name='Ez', z=0, val='real', freq=f0, ax=ax3)\n",
    "fig.suptitle('Observe the phi=pi/6 angle w.r.t. the x axis', fontsize=16)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Summary\n",
    "\n",
    "* The fastest way to define boundary conditions with periodic and absorbing boundaries on some sides is through `td.BoundarySpec.pml(y=True)` (i.e., for PML along y only), or through `td.BoundarySpec.all_sides(boundary=PML())` to set the same boundary on all sides (in this example, PML on all sides).\n",
    "\n",
    "* To further fine tune the global boundary specifications, use [BoundarySpec(x, y, z)](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.BoundarySpec.html#tidy3d.BoundarySpec), where x, y, z are [Boundary](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.Boundary.html) objects.\n",
    "\n",
    "* [Boundary](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.Boundary.html) objects have some convenience methods, like `.pml()` for defining the boundaries along an edge with more parameters.\n",
    "\n",
    "* [Boundary](https://docs.simulation.cloud/projects/tidy3d/en/latest/_autosummary/tidy3d.Boundary.html) objects can be further specified by supplying boundary conditions to the `plus` and `minus` fields.\n"
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