{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Angular Reflectance Spectrum of a Planar Interface"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We turn to a similar but slightly different example for which there exists an analytic solution via the [Fresnel equations](https://en.wikipedia.org/wiki/Fresnel_equations): computing the broadband reflectance spectrum of a planar air-dielectric interface for an incident planewave over a range of angles. Similar to the previous example, we will need to run two simulations: (1) an empty cell with air/vacuum ($n$=1) everywhere to obtain the incident flux, and (2) with the dielectric ($n$=3.5) interface to obtain the reflected flux. For each angle of the incident planewave, a separate simulation is necessary.\n",
    "\n",
    "A 1d cell must be used since a higher-dimensional cell will introduce [artificial modes due to band folding](https://meep.readthedocs.io/en/latest/FAQ/#why-are-there-strange-peaks-in-my-reflectancetransmittance-spectrum-when-modeling-planar-or-periodic-structures). We will use a Gaussian source spanning visible wavelengths of 0.4 to 0.8 μm. Unlike a [continuous-wave](https://meep.readthedocs.io/en/latest/Python_User_Interface/#continuoussource) (CW) source, a pulsed source turns off. This enables a termination condition of when there are no fields remaining in the cell (due to absorption by the PMLs) via the [run function](https://meep.readthedocs.io/en/latest/Python_User_Interface/#run-functions) `stop_when_fields_decayed`, similar to the previous example.\n",
    "\n",
    "Creating an oblique planewave source typically requires specifying two parameters: (1) for periodic structures, the Bloch-periodic wavevector $\\vec{k}$ via [`k_point`](https://meep.readthedocs.io/en/latest/FAQ/#how-does-k_point-define-the-phase-relation-between-adjacent-unit-cells), and (2) the source amplitude function `amp_func` for setting the $e^{i\\vec{k} \\cdot \\vec{r}}$ spatial dependence ($\\vec{r}$ is the position vector). Since we have a 1d cell and the source is at a single point, it is not necessary to specify the source amplitude (see this [2d example](https://github.com/NanoComp/meep/blob/master/python/examples/pw-source.py) for how this is done). The magnitude of the Bloch-periodic wavevector is specified according to the dispersion relation formula for a planewave in homogeneous media with index $n$: $ω=c|\\vec{k}|/n$. As the source in this example is incident from air, $|\\vec{k}|$ is simply equal to the frequency $ω$ (the minimum frequency of the pulse which excludes the 2π factor). Note that a fixed wavevector only applies to a single frequency. Any broadband source is therefore incident at a specified angle for only a *single* frequency. This is described in more detail in Section 4.5 (\"Efficient Frequency-Angle Coverage\") in [Chapter 4](https://arxiv.org/abs/1301.5366) (\"Electromagnetic Wave Source Conditions\") of the book [Advances in FDTD Computational Electrodynamics: Photonics and Nanotechnology](https://www.amazon.com/Advances-FDTD-Computational-Electrodynamics-Nanotechnology/dp/1608071707).\n",
    "\n",
    "In this example, the plane of incidence which contains $\\vec{k}$ and the surface normal vector is $xz$. The source angle θ is defined in degrees in the counterclockwise (CCW) direction around the $y$ axis with 0 degrees along the +$z$ axis. In Meep, a 1d cell is defined along the $z$ direction. When $\\vec{k}$ is not set, only the $E_x$ and $H_y$ field components are permitted. A non-zero $\\vec{k}$ results in a 3d simulation where all field components are allowed and are complex (the fields are real, by default). A current source with $E_x$ polarization lies in the plane of incidence and corresponds to the convention of $\\mathcal{P}$-polarization. In order to model the $\\mathcal{S}$-polarization, we must use an $E_y$ source. This example involves just the $\\mathcal{P}$-polarization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import meep as mp\n",
    "import math\n",
    "import numpy as np\n",
    "import numpy.matlib\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "resolution = 50  # pixels/um\n",
    "\n",
    "dpml = 1.0  # PML thickness\n",
    "sz = 10 + 2 * dpml\n",
    "cell_size = mp.Vector3(z=sz)\n",
    "pml_layers = [mp.PML(dpml)]\n",
    "\n",
    "wvl_min = 0.4  # min wavelength\n",
    "wvl_max = 0.8  # max wavelength\n",
    "fmin = 1 / wvl_max  # min frequency\n",
    "fmax = 1 / wvl_min  # max frequency\n",
    "fcen = 0.5 * (fmin + fmax)  # center frequency\n",
    "df = fmax - fmin  # frequency width\n",
    "nfreq = 50  # number of frequency bins\n",
    "\n",
    "\n",
    "def planar_reflectance(theta):\n",
    "    # rotation angle (in degrees) of source: CCW around Y axis, 0 degrees along +Z axis\n",
    "    theta_r = math.radians(theta)\n",
    "\n",
    "    # plane of incidence is XZ; rotate counter clockwise (CCW) about y-axis\n",
    "    k = mp.Vector3(z=fmin).rotate(mp.Vector3(y=1), theta_r)\n",
    "\n",
    "    # if normal incidence, force number of dimensions to be 1\n",
    "    if theta_r == 0:\n",
    "        dimensions = 1\n",
    "    else:\n",
    "        dimensions = 3\n",
    "\n",
    "    sources = [\n",
    "        mp.Source(\n",
    "            mp.GaussianSource(fcen, fwidth=df),\n",
    "            component=mp.Ex,\n",
    "            center=mp.Vector3(z=-0.5 * sz + dpml),\n",
    "        )\n",
    "    ]\n",
    "\n",
    "    sim = mp.Simulation(\n",
    "        cell_size=cell_size,\n",
    "        boundary_layers=pml_layers,\n",
    "        sources=sources,\n",
    "        k_point=k,\n",
    "        dimensions=dimensions,\n",
    "        resolution=resolution,\n",
    "    )\n",
    "\n",
    "    refl_fr = mp.FluxRegion(center=mp.Vector3(z=-0.25 * sz))\n",
    "    refl = sim.add_flux(fcen, df, nfreq, refl_fr)\n",
    "\n",
    "    sim.run(\n",
    "        until_after_sources=mp.stop_when_fields_decayed(\n",
    "            50, mp.Ex, mp.Vector3(z=-0.5 * sz + dpml), 1e-9\n",
    "        )\n",
    "    )\n",
    "\n",
    "    empty_flux = mp.get_fluxes(refl)\n",
    "    empty_data = sim.get_flux_data(refl)\n",
    "\n",
    "    sim.reset_meep()\n",
    "\n",
    "    # add a block with n=3.5 for the air-dielectric interface\n",
    "    geometry = [\n",
    "        mp.Block(\n",
    "            mp.Vector3(mp.inf, mp.inf, 0.5 * sz),\n",
    "            center=mp.Vector3(z=0.25 * sz),\n",
    "            material=mp.Medium(index=3.5),\n",
    "        )\n",
    "    ]\n",
    "\n",
    "    sim = mp.Simulation(\n",
    "        cell_size=cell_size,\n",
    "        geometry=geometry,\n",
    "        boundary_layers=pml_layers,\n",
    "        sources=sources,\n",
    "        k_point=k,\n",
    "        dimensions=dimensions,\n",
    "        resolution=resolution,\n",
    "    )\n",
    "\n",
    "    refl = sim.add_flux(fcen, df, nfreq, refl_fr)\n",
    "    sim.load_minus_flux_data(refl, empty_data)\n",
    "\n",
    "    sim.run(\n",
    "        until_after_sources=mp.stop_when_fields_decayed(\n",
    "            50, mp.Ex, mp.Vector3(z=-0.5 * sz + dpml), 1e-9\n",
    "        )\n",
    "    )\n",
    "\n",
    "    refl_flux = mp.get_fluxes(refl)\n",
    "    freqs = mp.get_flux_freqs(refl)\n",
    "\n",
    "    wvls = np.empty(nfreq)\n",
    "    theta_out = np.empty(nfreq)\n",
    "    R = np.empty(nfreq)\n",
    "    for i in range(nfreq):\n",
    "        wvls[i] = 1 / freqs[i]\n",
    "        theta_out[i] = math.degrees(math.asin(k.x / freqs[i]))\n",
    "        R[i] = -refl_flux[i] / empty_flux[i]\n",
    "        print(\"refl:, {}, {}, {}, {}\".format(k.x, wvls[i], theta_out[i], R[i]))\n",
    "\n",
    "    return k.x * np.ones(nfreq), wvls, theta_out, R"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The function `planar_reflectance` computes the reflectance at each frequency as well as the wavevector component $k_x$ and the corresponding angle for the ($k_x$, ω) pair. For those frequencies not equal to the minimum frequency of the source, this is *not* the same as the specified angle of the incident planewave, but rather sin<sup>-1</sup>(k<sub>x</sub>/ω).\n",
    "\n",
    "The reflectance spectrum is generated over the angular range of 0$^\\circ$ to 80$^\\circ$ in increments of 5$^\\circ$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 2.40803e-05 s\n",
      "Working in 1D dimensions.\n",
      "Computational cell is 0 x 0 x 12 with resolution 50\n",
      "time for set_epsilon = 7.39098e-05 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.25332329653323415 / 0.25332329653323415 = 1.0\n",
      "field decay(t = 100.01): 6.806395978139866e-16 / 0.25332329653323415 = 2.686841704370019e-15\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 2.71797e-05 s\n",
      "Working in 1D dimensions.\n",
      "Computational cell is 0 x 0 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.000118971 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.25332329652480207 / 0.25332329652480207 = 1.0\n",
      "field decay(t = 100.01): 1.9736380723733672e-11 / 0.25332329652480207 = 7.790985272371642e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.0, 0.8, 0.0, 0.2946488869770689\n",
      "refl:, 0.0, 0.784, 0.0, 0.29411278345905817\n",
      "refl:, 0.0, 0.7686274509803922, 0.0, 0.2935428929532476\n",
      "refl:, 0.0, 0.7538461538461539, 0.0, 0.29293473702048123\n",
      "refl:, 0.0, 0.739622641509434, 0.0, 0.2923073383425624\n",
      "refl:, 0.0, 0.7259259259259259, 0.0, 0.29164890565286355\n",
      "refl:, 0.0, 0.7127272727272727, 0.0, 0.29098366907954704\n",
      "refl:, 0.0, 0.7, 0.0, 0.29030209388401956\n",
      "refl:, 0.0, 0.6877192982456141, 0.0, 0.28959812074303476\n",
      "refl:, 0.0, 0.6758620689655173, 0.0, 0.28888122149723194\n",
      "refl:, 0.0, 0.664406779661017, 0.0, 0.28815027904146656\n",
      "refl:, 0.0, 0.6533333333333333, 0.0, 0.2874049842378321\n",
      "refl:, 0.0, 0.6426229508196721, 0.0, 0.2866449790098622\n",
      "refl:, 0.0, 0.632258064516129, 0.0, 0.28586718403268657\n",
      "refl:, 0.0, 0.6222222222222222, 0.0, 0.2850720751223629\n",
      "refl:, 0.0, 0.6124999999999999, 0.0, 0.28425994421351475\n",
      "refl:, 0.0, 0.6030769230769231, 0.0, 0.2834305476307166\n",
      "refl:, 0.0, 0.593939393939394, 0.0, 0.2825862116808428\n",
      "refl:, 0.0, 0.5850746268656717, 0.0, 0.28172703444497454\n",
      "refl:, 0.0, 0.5764705882352942, 0.0, 0.28085005219605824\n",
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      "refl:, 0.0, 0.56, 0.0, 0.2790440893576681\n",
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      "refl:, 0.0, 0.4962025316455696, 0.0, 0.27001246262335565\n",
      "refl:, 0.0, 0.49, 0.0, 0.268910054299966\n",
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      "refl:, 0.0, 0.4666666666666667, 0.0, 0.2642883298672654\n",
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      "refl:, 0.0, 0.4558139534883721, 0.0, 0.261846739625148\n",
      "refl:, 0.0, 0.4505747126436782, 0.0, 0.2605925093678602\n",
      "refl:, 0.0, 0.4454545454545454, 0.0, 0.2593113496920778\n",
      "refl:, 0.0, 0.44044943820224725, 0.0, 0.2580054281160953\n",
      "refl:, 0.0, 0.43555555555555553, 0.0, 0.25667922159327894\n",
      "refl:, 0.0, 0.4307692307692308, 0.0, 0.2553302969233571\n",
      "refl:, 0.0, 0.4260869565217391, 0.0, 0.25395270771108786\n",
      "refl:, 0.0, 0.421505376344086, 0.0, 0.25254987709773263\n",
      "refl:, 0.0, 0.41702127659574467, 0.0, 0.25113151895670055\n",
      "refl:, 0.0, 0.4126315789473684, 0.0, 0.24969310724781182\n",
      "refl:, 0.0, 0.4083333333333333, 0.0, 0.24821384020578532\n",
      "refl:, 0.0, 0.4041237113402062, 0.0, 0.24668825253510232\n",
      "refl:, 0.0, 0.4, 0.0, 0.24514471927281825\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.91006e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00191998 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.25242167342001054 / 0.25242167342001054 = 1.0\n",
      "field decay(t = 100.01): 1.8867425273501205e-14 / 0.25242167342001054 = 7.474566275498553e-14\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.88622e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00448012 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.2524216734361254 / 0.2524216734361254 = 1.0\n",
      "field decay(t = 100.01): 2.0310851045086525e-11 / 0.2524216734361254 = 8.046397430379974e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.1089446784345727, 0.8, 5.0, 0.2933049593316432\n",
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      "refl:, 0.1089446784345727, 0.7686274509803922, 4.803451415694315, 0.2923055731561396\n",
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      "refl:, 0.1089446784345727, 0.4307692307692308, 2.689879804508449, 0.2549519690830257\n",
      "refl:, 0.1089446784345727, 0.4260869565217391, 2.660620830815881, 0.2535828658853722\n",
      "refl:, 0.1089446784345727, 0.421505376344086, 2.631991754497782, 0.2521885223227569\n",
      "refl:, 0.1089446784345727, 0.41702127659574467, 2.603972444256211, 0.25077854364690916\n",
      "refl:, 0.1089446784345727, 0.4126315789473684, 2.576543617889841, 0.24934708585148915\n",
      "refl:, 0.1089446784345727, 0.4083333333333333, 2.549686797979975, 0.24787364791621788\n",
      "refl:, 0.1089446784345727, 0.4041237113402062, 2.5233842703240543, 0.2463554261780657\n",
      "refl:, 0.1089446784345727, 0.4, 2.4976190449198983, 0.24482106271892765\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.91006e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00183392 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.24974540035413884 / 0.24974540035413884 = 1.0\n",
      "field decay(t = 100.01): 6.006906599019063e-14 / 0.24974540035413884 = 2.405212104207434e-13\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.19617e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00453806 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.24974540044608917 / 0.24974540044608917 = 1.0\n",
      "field decay(t = 100.01): 2.1519308385459792e-11 / 0.24974540044608917 = 8.616498380759976e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.2170602220836629, 0.8, 10.0, 0.2892656432100493\n",
      "refl:, 0.2170602220836629, 0.784, 9.798006528153513, 0.288965065351793\n",
      "refl:, 0.2170602220836629, 0.7686274509803922, 9.604050171837292, 0.2885818690170257\n",
      "refl:, 0.2170602220836629, 0.7538461538461539, 9.417658416993296, 0.28817212668801895\n",
      "refl:, 0.2170602220836629, 0.739622641509434, 9.238395240840497, 0.28771910655279653\n",
      "refl:, 0.2170602220836629, 0.7259259259259259, 9.06585764090149, 0.2872339286740473\n",
      "refl:, 0.2170602220836629, 0.7127272727272727, 8.899672554443574, 0.2867321699029375\n",
      "refl:, 0.2170602220836629, 0.7, 8.739494117841588, 0.2861987897084524\n",
      "refl:, 0.2170602220836629, 0.6877192982456141, 8.585001222725978, 0.28564000163622033\n",
      "refl:, 0.2170602220836629, 0.6758620689655173, 8.435895331947279, 0.2850609513737311\n",
      "refl:, 0.2170602220836629, 0.664406779661017, 8.291898523577625, 0.2844608473128053\n",
      "refl:, 0.2170602220836629, 0.6533333333333333, 8.152751735551202, 0.2838419805391297\n",
      "refl:, 0.2170602220836629, 0.6426229508196721, 8.018213187256704, 0.28320005732998216\n",
      "refl:, 0.2170602220836629, 0.632258064516129, 7.88805695754783, 0.28253271331372304\n",
      "refl:, 0.2170602220836629, 0.6222222222222222, 7.762071701325296, 0.28184393698477367\n",
      "refl:, 0.2170602220836629, 0.6124999999999999, 7.640059489140416, 0.2811344534194306\n",
      "refl:, 0.2170602220836629, 0.6030769230769231, 7.521834756238996, 0.28040341723697604\n",
      "refl:, 0.2170602220836629, 0.593939393939394, 7.407223349155971, 0.27965263406145413\n",
      "refl:, 0.2170602220836629, 0.5850746268656717, 7.296061659428915, 0.2788825964767311\n",
      "refl:, 0.2170602220836629, 0.5764705882352942, 7.188195835257705, 0.27809153810572734\n",
      "refl:, 0.2170602220836629, 0.5681159420289855, 7.083481063027822, 0.27727879066309463\n",
      "refl:, 0.2170602220836629, 0.56, 6.981780911561047, 0.2764453605102568\n",
      "refl:, 0.2170602220836629, 0.552112676056338, 6.882966732780441, 0.2755918264938716\n",
      "refl:, 0.2170602220836629, 0.5444444444444444, 6.786917113194022, 0.274717044631823\n",
      "refl:, 0.2170602220836629, 0.536986301369863, 6.693517371228444, 0.2738198627903547\n",
      "refl:, 0.2170602220836629, 0.5297297297297298, 6.602659095992853, 0.2729014096931157\n",
      "refl:, 0.2170602220836629, 0.5226666666666667, 6.514239723534344, 0.27196303613184486\n",
      "refl:, 0.2170602220836629, 0.5157894736842105, 6.428162147069652, 0.2710031700214432\n",
      "refl:, 0.2170602220836629, 0.509090909090909, 6.3443343580501015, 0.2700199119299729\n",
      "refl:, 0.2170602220836629, 0.5025641025641026, 6.262669115245526, 0.26901445255671513\n",
      "refl:, 0.2170602220836629, 0.4962025316455696, 6.1830836393232005, 0.2679878933990742\n",
      "refl:, 0.2170602220836629, 0.49, 6.105499330654852, 0.2669382978356776\n",
      "refl:, 0.2170602220836629, 0.4839506172839506, 6.029841508312739, 0.2658645437475429\n",
      "refl:, 0.2170602220836629, 0.47804878048780486, 5.956039168418179, 0.26476841577725835\n",
      "refl:, 0.2170602220836629, 0.47228915662650606, 5.884024760185935, 0.26365019399207895\n",
      "refl:, 0.2170602220836629, 0.4666666666666667, 5.813733978168244, 0.2625075913337705\n",
      "refl:, 0.2170602220836629, 0.4611764705882353, 5.745105569345401, 0.26134055474931606\n",
      "refl:, 0.2170602220836629, 0.4558139534883721, 5.678081153837623, 0.2601509047307578\n",
      "refl:, 0.2170602220836629, 0.4505747126436782, 5.612605058127373, 0.2589367681695608\n",
      "refl:, 0.2170602220836629, 0.4454545454545454, 5.5486241597837695, 0.2576946836654639\n",
      "refl:, 0.2170602220836629, 0.44044943820224725, 5.486087742772728, 0.256426818319966\n",
      "refl:, 0.2170602220836629, 0.43555555555555553, 5.424947362519055, 0.2551375207965109\n",
      "refl:, 0.2170602220836629, 0.4307692307692308, 5.365156719961124, 0.2538238582454513\n",
      "refl:, 0.2170602220836629, 0.4260869565217391, 5.306671543905553, 0.25248026000140456\n",
      "refl:, 0.2170602220836629, 0.421505376344086, 5.249449481049872, 0.25111138429336477\n",
      "refl:, 0.2170602220836629, 0.41702127659574467, 5.19344999309547, 0.24972542744836562\n",
      "refl:, 0.2170602220836629, 0.4126315789473684, 5.138634260422533, 0.24831408973125035\n",
      "refl:, 0.2170602220836629, 0.4083333333333333, 5.08496509184317, 0.24685936094756866\n",
      "refl:, 0.2170602220836629, 0.4041237113402062, 5.032406839989342, 0.24536500901018427\n",
      "refl:, 0.2170602220836629, 0.4, 4.980925321928872, 0.24385884403865477\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.69549e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00182509 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.24537918139687429 / 0.24537918139687429 = 1.0\n",
      "field decay(t = 100.01): 1.2755953350203158e-13 / 0.24537918139687429 = 5.198466013941004e-13\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.3869e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00469923 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.2453791816184804 / 0.2453791816184804 = 1.0\n",
      "field decay(t = 100.01): 2.2796495624696677e-11 / 0.2453791816184804 = 9.290313658369374e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.3235238063781509, 0.8, 14.999999999999998, 0.28250329291621734\n",
      "refl:, 0.3235238063781509, 0.784, 14.693171512000124, 0.2824643918340546\n",
      "refl:, 0.3235238063781509, 0.7686274509803922, 14.398780921441814, 0.2823434344182011\n",
      "refl:, 0.3235238063781509, 0.7538461538461539, 14.116078899389818, 0.2821736091292865\n",
      "refl:, 0.3235238063781509, 0.739622641509434, 13.844375746673084, 0.2819428557616974\n",
      "refl:, 0.3235238063781509, 0.7259259259259259, 13.583035518835887, 0.28168405270433\n",
      "refl:, 0.3235238063781509, 0.7127272727272727, 13.331470838933798, 0.28138555830619527\n",
      "refl:, 0.3235238063781509, 0.7, 13.089138305160036, 0.28104620398023994\n",
      "refl:, 0.3235238063781509, 0.6877192982456141, 12.855534414514684, 0.2806783763575039\n",
      "refl:, 0.3235238063781509, 0.6758620689655173, 12.630191935533823, 0.28027812041674527\n",
      "refl:, 0.3235238063781509, 0.664406779661017, 12.412676672931594, 0.27984738142823545\n",
      "refl:, 0.3235238063781509, 0.6533333333333333, 12.202584575236058, 0.27938821203729947\n",
      "refl:, 0.3235238063781509, 0.6426229508196721, 11.999539143408532, 0.27889571979963745\n",
      "refl:, 0.3235238063781509, 0.632258064516129, 11.803189104258525, 0.2783707318747749\n",
      "refl:, 0.3235238063781509, 0.6222222222222222, 11.613206317390016, 0.27781778136422264\n",
      "refl:, 0.3235238063781509, 0.6124999999999999, 11.429283888592414, 0.277238647976418\n",
      "refl:, 0.3235238063781509, 0.6030769230769231, 11.25113446614539, 0.2766335972563\n",
      "refl:, 0.3235238063781509, 0.593939393939394, 11.078488699542484, 0.2760021980086433\n",
      "refl:, 0.3235238063781509, 0.5850746268656717, 10.91109384273803, 0.2753445983679576\n",
      "refl:, 0.3235238063781509, 0.5764705882352942, 10.748712486253877, 0.2746618737814714\n",
      "refl:, 0.3235238063781509, 0.5681159420289855, 10.591121404404543, 0.27395346744418553\n",
      "refl:, 0.3235238063781509, 0.56, 10.438110505558328, 0.273218482798473\n",
      "refl:, 0.3235238063781509, 0.552112676056338, 10.289481874787974, 0.272458491647809\n",
      "refl:, 0.3235238063781509, 0.5444444444444444, 10.145048899510067, 0.27167442241968504\n",
      "refl:, 0.3235238063781509, 0.536986301369863, 10.004635469795673, 0.27086454108766905\n",
      "refl:, 0.3235238063781509, 0.5297297297297298, 9.868075245978739, 0.2700288346581343\n",
      "refl:, 0.3235238063781509, 0.5226666666666667, 9.735210987013529, 0.2691696679864803\n",
      "refl:, 0.3235238063781509, 0.5157894736842105, 9.60589393375409, 0.26828660843247504\n",
      "refl:, 0.3235238063781509, 0.509090909090909, 9.479983241961918, 0.26737703033509175\n",
      "refl:, 0.3235238063781509, 0.5025641025641026, 9.3573454604044, 0.26644151143474176\n",
      "refl:, 0.3235238063781509, 0.4962025316455696, 9.237854049896542, 0.26548236142478776\n",
      "refl:, 0.3235238063781509, 0.49, 9.121388939570695, 0.26449868322216635\n",
      "refl:, 0.3235238063781509, 0.4839506172839506, 9.00783611704105, 0.2634884411439653\n",
      "refl:, 0.3235238063781509, 0.47804878048780486, 8.897087249467761, 0.26245254376131855\n",
      "refl:, 0.3235238063781509, 0.47228915662650606, 8.789039332825531, 0.2613924415313307\n",
      "refl:, 0.3235238063781509, 0.4666666666666667, 8.683594366947904, 0.2603070110071445\n",
      "refl:, 0.3235238063781509, 0.4611764705882353, 8.5806590541555, 0.25919500218989733\n",
      "refl:, 0.3235238063781509, 0.4558139534883721, 8.480144519487721, 0.2580569212415155\n",
      "refl:, 0.3235238063781509, 0.4505747126436782, 8.381966050745921, 0.2568924101657985\n",
      "refl:, 0.3235238063781509, 0.4454545454545454, 8.286042856724524, 0.2557000732428357\n",
      "refl:, 0.3235238063781509, 0.44044943820224725, 8.192297842157469, 0.2544810421270595\n",
      "refl:, 0.3235238063781509, 0.43555555555555553, 8.100657398042404, 0.25323728280622937\n",
      "refl:, 0.3235238063781509, 0.4307692307692308, 8.011051206126568, 0.25196641359587585\n",
      "refl:, 0.3235238063781509, 0.4260869565217391, 7.923412056447124, 0.2506655440913078\n",
      "refl:, 0.3235238063781509, 0.421505376344086, 7.837675676917115, 0.2493388062231876\n",
      "refl:, 0.3235238063781509, 0.41702127659574467, 7.753780574036344, 0.24799024185005186\n",
      "refl:, 0.3235238063781509, 0.4126315789473684, 7.671667883886533, 0.24661141415700796\n",
      "refl:, 0.3235238063781509, 0.4083333333333333, 7.591281232641979, 0.24519197231834583\n",
      "refl:, 0.3235238063781509, 0.4041237113402062, 7.512566605892175, 0.2437413870063278\n",
      "refl:, 0.3235238063781509, 0.4, 7.435472226131853, 0.24228102145492145\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.69549e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00182009 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.2394607243108125 / 0.2394607243108125 = 1.0\n",
      "field decay(t = 100.01): 2.1433673054356211e-13 / 0.2394607243108125 = 8.950809413963009e-13\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.19617e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00456595 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.23946072470582733 / 0.23946072470582733 = 1.0\n",
      "field decay(t = 100.01): 2.292441064702724e-11 / 0.23946072470582733 = 9.57334889685539e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.4275251791570859, 0.8, 20.0, 0.27291140903435845\n",
      "refl:, 0.4275251791570859, 0.784, 19.583468236198428, 0.2732447943229538\n",
      "refl:, 0.4275251791570859, 0.7686274509803922, 19.184283570762837, 0.2735018552296093\n",
      "refl:, 0.4275251791570859, 0.7538461538461539, 18.80136282780684, 0.27366446189146665\n",
      "refl:, 0.4275251791570859, 0.739622641509434, 18.433712921276232, 0.273781793501152\n",
      "refl:, 0.4275251791570859, 0.7259259259259259, 18.080421505473552, 0.27384858957084335\n",
      "refl:, 0.4275251791570859, 0.7127272727272727, 17.74064878668832, 0.27385095593564335\n",
      "refl:, 0.4275251791570859, 0.7, 17.413620328364388, 0.27380597771345955\n",
      "refl:, 0.4275251791570859, 0.6877192982456141, 17.098620709730763, 0.2737136095477295\n",
      "refl:, 0.4275251791570859, 0.6758620689655173, 16.794987920274295, 0.273573243892546\n",
      "refl:, 0.4275251791570859, 0.664406779661017, 16.50210839086207, 0.2733876760611016\n",
      "refl:, 0.4275251791570859, 0.6533333333333333, 16.21941257752279, 0.27315442100604564\n",
      "refl:, 0.4275251791570859, 0.6426229508196721, 15.946371026493122, 0.2728767468514616\n",
      "refl:, 0.4275251791570859, 0.632258064516129, 15.682490859619808, 0.27255955817684324\n",
      "refl:, 0.4275251791570859, 0.6222222222222222, 15.427312627971409, 0.27220355920057415\n",
      "refl:, 0.4275251791570859, 0.6124999999999999, 15.18040748886694, 0.2718114250177165\n",
      "refl:, 0.4275251791570859, 0.6030769230769231, 14.941374667722823, 0.2713856767538751\n",
      "refl:, 0.4275251791570859, 0.593939393939394, 14.709839171355561, 0.2709245485567433\n",
      "refl:, 0.4275251791570859, 0.5850746268656717, 14.485449723819883, 0.27042763367941924\n",
      "refl:, 0.4275251791570859, 0.5764705882352942, 14.267876899642369, 0.2698980098701011\n",
      "refl:, 0.4275251791570859, 0.5681159420289855, 14.056811432538773, 0.2693367446910556\n",
      "refl:, 0.4275251791570859, 0.56, 13.851962680467771, 0.2687424115671181\n",
      "refl:, 0.4275251791570859, 0.552112676056338, 13.653057230248155, 0.2681156337689324\n",
      "refl:, 0.4275251791570859, 0.5444444444444444, 13.459837627011849, 0.26745868029520964\n",
      "refl:, 0.4275251791570859, 0.536986301369863, 13.272061215531336, 0.2667718443134419\n",
      "refl:, 0.4275251791570859, 0.5297297297297298, 13.089499081989581, 0.2660542100897866\n",
      "refl:, 0.4275251791570859, 0.5226666666666667, 12.911935086088024, 0.26530649401202394\n",
      "refl:, 0.4275251791570859, 0.5157894736842105, 12.73916497454351, 0.2645300141858129\n",
      "refl:, 0.4275251791570859, 0.509090909090909, 12.570995568032437, 0.2637243046129653\n",
      "refl:, 0.4275251791570859, 0.5025641025641026, 12.407244014521105, 0.26288850346304676\n",
      "refl:, 0.4275251791570859, 0.4962025316455696, 12.247737102692609, 0.2620237658492669\n",
      "refl:, 0.4275251791570859, 0.49, 12.092310629857906, 0.2611315394355365\n",
      "refl:, 0.4275251791570859, 0.4839506172839506, 11.94080881933422, 0.26021080661473406\n",
      "refl:, 0.4275251791570859, 0.47804878048780486, 11.793083782798943, 0.259260103032999\n",
      "refl:, 0.4275251791570859, 0.47228915662650606, 11.648995023590732, 0.25828076720993753\n",
      "refl:, 0.4275251791570859, 0.4666666666666667, 11.508408977339421, 0.2572746105587765\n",
      "refl:, 0.4275251791570859, 0.4611764705882353, 11.37119858666983, 0.25624008547337146\n",
      "refl:, 0.4275251791570859, 0.4558139534883721, 11.23724290704701, 0.2551747627993682\n",
      "refl:, 0.4275251791570859, 0.4505747126436782, 11.106426741117268, 0.254079676475692\n",
      "refl:, 0.4275251791570859, 0.4454545454545454, 10.978640299154753, 0.2529572394711134\n",
      "refl:, 0.4275251791570859, 0.44044943820224725, 10.853778883451254, 0.25180680229382696\n",
      "refl:, 0.4275251791570859, 0.43555555555555553, 10.731742594690267, 0.25062573390797804\n",
      "refl:, 0.4275251791570859, 0.4307692307692308, 10.61243605852877, 0.2494136021716301\n",
      "refl:, 0.4275251791570859, 0.4260869565217391, 10.495768170772996, 0.24817270591418827\n",
      "refl:, 0.4275251791570859, 0.421505376344086, 10.381651859681224, 0.24690457932715454\n",
      "refl:, 0.4275251791570859, 0.41702127659574467, 10.270003864057921, 0.24560713839504952\n",
      "refl:, 0.4275251791570859, 0.4126315789473684, 10.160744525922071, 0.24427619924007887\n",
      "refl:, 0.4275251791570859, 0.4083333333333333, 10.053797596639106, 0.24291142234897387\n",
      "refl:, 0.4275251791570859, 0.4041237113402062, 9.949090055502005, 0.24152100364291515\n",
      "refl:, 0.4275251791570859, 0.4, 9.846551939834079, 0.2401173303544212\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.60012e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00180292 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.2321756751554577 / 0.2321756751554577 = 1.0\n",
      "field decay(t = 100.01): 3.189584689866576e-13 / 0.2321756751554577 = 1.373780732081829e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.1008e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00448799 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.23217567572618025 / 0.23217567572618025 = 1.0\n",
      "field decay(t = 100.01): 2.5113865846466273e-11 / 0.23217567572618025 = 1.0816751482650867e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.5282728271758743, 0.8, 25.0, 0.26019389637751095\n",
      "refl:, 0.5282728271758743, 0.784, 24.46679999189225, 0.26109407463193457\n",
      "refl:, 0.5282728271758743, 0.7686274509803922, 23.95662859236144, 0.2618692444514501\n",
      "refl:, 0.5282728271758743, 0.7538461538461539, 23.46797596156662, 0.26257268253476557\n",
      "refl:, 0.5282728271758743, 0.739622641509434, 22.99946566139384, 0.26318360986138806\n",
      "refl:, 0.5282728271758743, 0.7259259259259259, 22.54983979533518, 0.2636884917611983\n",
      "refl:, 0.5282728271758743, 0.7127272727272727, 22.117946146436154, 0.2641153624871549\n",
      "refl:, 0.5282728271758743, 0.7, 21.70272699899909, 0.26446400131053266\n",
      "refl:, 0.5282728271758743, 0.6877192982456141, 21.303209386217617, 0.2647361502445863\n",
      "refl:, 0.5282728271758743, 0.6758620689655173, 20.91849655102253, 0.26494127762665987\n",
      "refl:, 0.5282728271758743, 0.664406779661017, 20.54776044367494, 0.26507870572225684\n",
      "refl:, 0.5282728271758743, 0.6533333333333333, 20.19023510896709, 0.2651506958652906\n",
      "refl:, 0.5282728271758743, 0.6426229508196721, 19.84521083974841, 0.26516452813944175\n",
      "refl:, 0.5282728271758743, 0.632258064516129, 19.51202899301187, 0.2651243633954837\n",
      "refl:, 0.5282728271758743, 0.6222222222222222, 19.190077380825585, 0.2650321194109797\n",
      "refl:, 0.5282728271758743, 0.6124999999999999, 18.878786161658894, 0.26488903211488374\n",
      "refl:, 0.5282728271758743, 0.6030769230769231, 18.577624168665142, 0.2646966666638105\n",
      "refl:, 0.5282728271758743, 0.593939393939394, 18.28609562066815, 0.2644576983261531\n",
      "refl:, 0.5282728271758743, 0.5850746268656717, 18.003737169291743, 0.26417368977600525\n",
      "refl:, 0.5282728271758743, 0.5764705882352942, 17.730115242139682, 0.26384517442033967\n",
      "refl:, 0.5282728271758743, 0.5681159420289855, 17.46482364739322, 0.2634743009887046\n",
      "refl:, 0.5282728271758743, 0.56, 17.207481409818527, 0.2630632173645374\n",
      "refl:, 0.5282728271758743, 0.552112676056338, 16.957730812108316, 0.2626116463801122\n",
      "refl:, 0.5282728271758743, 0.5444444444444444, 16.715235618835717, 0.26212001269997814\n",
      "refl:, 0.5282728271758743, 0.536986301369863, 16.479679463167955, 0.2615912946581222\n",
      "refl:, 0.5282728271758743, 0.5297297297297298, 16.250764378950514, 0.26102663469509957\n",
      "refl:, 0.5282728271758743, 0.5226666666666667, 16.028209462892256, 0.26042439141314616\n",
      "refl:, 0.5282728271758743, 0.5157894736842105, 15.811749653412038, 0.2597853758930952\n",
      "refl:, 0.5282728271758743, 0.509090909090909, 15.60113461429131, 0.25911262730709367\n",
      "refl:, 0.5282728271758743, 0.5025641025641026, 15.396127712651408, 0.2584060888970194\n",
      "refl:, 0.5282728271758743, 0.4962025316455696, 15.196505081970068, 0.2576642746546754\n",
      "refl:, 0.5282728271758743, 0.49, 15.002054761894165, 0.2568888948983748\n",
      "refl:, 0.5282728271758743, 0.4839506172839506, 14.81257590751694, 0.25608173235353965\n",
      "refl:, 0.5282728271758743, 0.47804878048780486, 14.627878061586326, 0.25524132391655996\n",
      "refl:, 0.5282728271758743, 0.47228915662650606, 14.44778048381156, 0.254367293135576\n",
      "refl:, 0.5282728271758743, 0.4666666666666667, 14.272111532051735, 0.2534621115579794\n",
      "refl:, 0.5282728271758743, 0.4611764705882353, 14.100708090713411, 0.25252576242439695\n",
      "refl:, 0.5282728271758743, 0.4558139534883721, 13.933415042164041, 0.25155529986985325\n",
      "refl:, 0.5282728271758743, 0.4505747126436782, 13.770084777392734, 0.2505511615005892\n",
      "refl:, 0.5282728271758743, 0.4454545454545454, 13.610576742526133, 0.2495168318010228\n",
      "refl:, 0.5282728271758743, 0.44044943820224725, 13.454757018141454, 0.24845156231536186\n",
      "refl:, 0.5282728271758743, 0.43555555555555553, 13.30249792861589, 0.2473511491305419\n",
      "refl:, 0.5282728271758743, 0.4307692307692308, 13.153677679016674, 0.24621635842933665\n",
      "refl:, 0.5282728271758743, 0.4260869565217391, 13.008180017272103, 0.2450522325472059\n",
      "refl:, 0.5282728271758743, 0.421505376344086, 12.865893919575512, 0.24385875474669194\n",
      "refl:, 0.5282728271758743, 0.41702127659574467, 12.726713297162874, 0.24263075122017086\n",
      "refl:, 0.5282728271758743, 0.4126315789473684, 12.590536722774571, 0.24136640786665386\n",
      "refl:, 0.5282728271758743, 0.4083333333333333, 12.457267175263851, 0.24006853393330466\n",
      "refl:, 0.5282728271758743, 0.4041237113402062, 12.326811800951434, 0.23874368705732368\n",
      "refl:, 0.5282728271758743, 0.4, 12.199081690448809, 0.23740409018120856\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.8147e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00182295 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.22375100718842017 / 0.22375100718842017 = 1.0\n",
      "field decay(t = 100.01): 4.405483227742841e-13 / 0.22375100718842017 = 1.9689221885973432e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.91006e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00455689 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.22375100783150073 / 0.22375100783150073 = 1.0\n",
      "field decay(t = 100.01): 2.6045908524047717e-11 / 0.22375100783150073 = 1.1640577075595567e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.6249999999999999, 0.8, 29.999999999999993, 0.2441304698440292\n",
      "refl:, 0.6249999999999999, 0.784, 29.34058157502373, 0.2458848744990323\n",
      "refl:, 0.6249999999999999, 0.7686274509803922, 28.711017527148794, 0.2474738617848535\n",
      "refl:, 0.6249999999999999, 0.7538461538461539, 28.10922128260952, 0.24886145900455134\n",
      "refl:, 0.6249999999999999, 0.739622641509434, 27.53330580109674, 0.2500790166042368\n",
      "refl:, 0.6249999999999999, 0.7259259259259259, 26.98155921981659, 0.2511706573365747\n",
      "refl:, 0.6249999999999999, 0.7127272727272727, 26.452424118557172, 0.25213606232996266\n",
      "refl:, 0.6249999999999999, 0.7, 25.944479772370002, 0.25298936027517865\n",
      "refl:, 0.6249999999999999, 0.6877192982456141, 25.45642688540588, 0.2537413324767768\n",
      "refl:, 0.6249999999999999, 0.6758620689655173, 24.98707439783817, 0.2543902864127213\n",
      "refl:, 0.6249999999999999, 0.664406779661017, 24.53532803474182, 0.25494503656419537\n",
      "refl:, 0.6249999999999999, 0.6533333333333333, 24.10018032643974, 0.25541541144304014\n",
      "refl:, 0.6249999999999999, 0.6426229508196721, 23.680701877992792, 0.2558038470011666\n",
      "refl:, 0.6249999999999999, 0.632258064516129, 23.276033704033082, 0.25611422492454605\n",
      "refl:, 0.6249999999999999, 0.6222222222222222, 22.885380476158563, 0.25635226359269697\n",
      "refl:, 0.6249999999999999, 0.6124999999999999, 22.508004555237044, 0.2565212690513844\n",
      "refl:, 0.6249999999999999, 0.6030769230769231, 22.14322070144805, 0.25662363175125674\n",
      "refl:, 0.6249999999999999, 0.593939393939394, 21.79039137167391, 0.25666316405820044\n",
      "refl:, 0.6249999999999999, 0.5850746268656717, 21.448922527676533, 0.256643853974939\n",
      "refl:, 0.6249999999999999, 0.5764705882352942, 21.118259889941786, 0.25656744769664874\n",
      "refl:, 0.6249999999999999, 0.5681159420289855, 20.797885581592283, 0.2564348059692535\n",
      "refl:, 0.6249999999999999, 0.56, 20.487315114722662, 0.2562488813390074\n",
      "refl:, 0.6249999999999999, 0.552112676056338, 20.186094678183196, 0.2560129738604307\n",
      "refl:, 0.6249999999999999, 0.5444444444444444, 19.89379869145801, 0.25572798412991815\n",
      "refl:, 0.6249999999999999, 0.536986301369863, 19.610027594036424, 0.2553946757545203\n",
      "refl:, 0.6249999999999999, 0.5297297297297298, 19.33440584370919, 0.2550156190782023\n",
      "refl:, 0.6249999999999999, 0.5226666666666667, 19.066580100655866, 0.2545925551142987\n",
      "refl:, 0.6249999999999999, 0.5157894736842105, 18.806217577124535, 0.25412540391688965\n",
      "refl:, 0.6249999999999999, 0.509090909090909, 18.553004535020655, 0.25361528880754325\n",
      "refl:, 0.6249999999999999, 0.5025641025641026, 18.306644915884704, 0.25306481668131153\n",
      "refl:, 0.6249999999999999, 0.4962025316455696, 18.066859089603533, 0.25247461257562936\n",
      "refl:, 0.6249999999999999, 0.49, 17.833382709813034, 0.2518436268795026\n",
      "refl:, 0.6249999999999999, 0.4839506172839506, 17.605965665348197, 0.2511731587087493\n",
      "refl:, 0.6249999999999999, 0.47804878048780486, 17.38437111831227, 0.25046601975628274\n",
      "refl:, 0.6249999999999999, 0.47228915662650606, 17.168374620396104, 0.24972209992178607\n",
      "refl:, 0.6249999999999999, 0.4666666666666667, 16.957763300004142, 0.24893969262180818\n",
      "refl:, 0.6249999999999999, 0.4611764705882353, 16.752335113553887, 0.24811981145545228\n",
      "refl:, 0.6249999999999999, 0.4558139534883721, 16.551898155026578, 0.24726440526511775\n",
      "refl:, 0.6249999999999999, 0.4505747126436782, 16.35627001847215, 0.24637290574011259\n",
      "refl:, 0.6249999999999999, 0.4454545454545454, 16.165277208722518, 0.24544450395766448\n",
      "refl:, 0.6249999999999999, 0.44044943820224725, 15.978754596053776, 0.24448027110760395\n",
      "refl:, 0.6249999999999999, 0.43555555555555553, 15.796544910968182, 0.2434805663315552\n",
      "refl:, 0.6249999999999999, 0.4307692307692308, 15.618498275648548, 0.2424444686589383\n",
      "refl:, 0.6249999999999999, 0.4260869565217391, 15.44447176897603, 0.24137271247893222\n",
      "refl:, 0.6249999999999999, 0.421505376344086, 15.274329022304034, 0.24026658833730827\n",
      "refl:, 0.6249999999999999, 0.41702127659574467, 15.107939843449019, 0.23912295725148944\n",
      "refl:, 0.6249999999999999, 0.4126315789473684, 14.94517986659885, 0.2379359418651507\n",
      "refl:, 0.6249999999999999, 0.4083333333333333, 14.78593022605342, 0.23670966886718617\n",
      "refl:, 0.6249999999999999, 0.4041237113402062, 14.630077251904048, 0.23546524192379745\n",
      "refl:, 0.6249999999999999, 0.4, 14.477512185929921, 0.23421631294354242\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.69549e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00170493 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.21444706390029775 / 0.21444706390029775 = 1.0\n",
      "field decay(t = 100.01): 5.749510873093161e-13 / 0.21444706390029775 = 2.681086310310252e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.98159e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00455904 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.21444706445458084 / 0.21444706445458084 = 1.0\n",
      "field decay(t = 100.01): 2.737725033432578e-11 / 0.21444706445458084 = 1.2766437444110684e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.7169705454388076, 0.8, 35.0, 0.22495734929489236\n",
      "refl:, 0.7169705454388076, 0.784, 34.201491482224874, 0.2276898082643635\n",
      "refl:, 0.7169705454388076, 0.7686274509803922, 33.4413597291606, 0.23011693205976114\n",
      "refl:, 0.7169705454388076, 0.7538461538461539, 32.71669424141867, 0.23234222429680992\n",
      "refl:, 0.7169705454388076, 0.739622641509434, 32.02489215108529, 0.23437969108695692\n",
      "refl:, 0.7169705454388076, 0.7259259259259259, 31.363616172201723, 0.23622265510793064\n",
      "refl:, 0.7169705454388076, 0.7127272727272727, 30.73075960358516, 0.23789643333674684\n",
      "refl:, 0.7169705454388076, 0.7, 30.12441698853809, 0.23940633852434773\n",
      "refl:, 0.7169705454388076, 0.6877192982456141, 29.542859352190995, 0.24075746810602938\n",
      "refl:, 0.7169705454388076, 0.6758620689655173, 28.984513173223203, 0.2419699286741594\n",
      "refl:, 0.7169705454388076, 0.664406779661017, 28.447942424882076, 0.24305307471225007\n",
      "refl:, 0.7169705454388076, 0.6533333333333333, 27.931833156170086, 0.2440117580982575\n",
      "refl:, 0.7169705454388076, 0.6426229508196721, 27.43498018882287, 0.24485799959527518\n",
      "refl:, 0.7169705454388076, 0.632258064516129, 26.95627558715663, 0.24559973015569014\n",
      "refl:, 0.7169705454388076, 0.6222222222222222, 26.49469862174186, 0.246240896723184\n",
      "refl:, 0.7169705454388076, 0.6124999999999999, 26.049306998353728, 0.2467892899221832\n",
      "refl:, 0.7169705454388076, 0.6030769230769231, 25.619229163859046, 0.24725182835118295\n",
      "refl:, 0.7169705454388076, 0.593939393939394, 25.20365753294407, 0.24763129782088683\n",
      "refl:, 0.7169705454388076, 0.5850746268656717, 24.80184250561243, 0.24793098018363321\n",
      "refl:, 0.7169705454388076, 0.5764705882352942, 24.41308716651858, 0.24815599140237504\n",
      "refl:, 0.7169705454388076, 0.5681159420289855, 24.036742574466203, 0.24831042769942835\n",
      "refl:, 0.7169705454388076, 0.56, 23.672203564580393, 0.24839661296784196\n",
      "refl:, 0.7169705454388076, 0.552112676056338, 23.318904997368072, 0.24841763613734327\n",
      "refl:, 0.7169705454388076, 0.5444444444444444, 22.976318398592397, 0.2483776953869765\n",
      "refl:, 0.7169705454388076, 0.536986301369863, 22.643948941980693, 0.2482787140153355\n",
      "refl:, 0.7169705454388076, 0.5297297297297298, 22.321332733561132, 0.24812129287197915\n",
      "refl:, 0.7169705454388076, 0.5226666666666667, 22.008034362119382, 0.24790881905698\n",
      "refl:, 0.7169705454388076, 0.5157894736842105, 21.703644685073712, 0.2476447465584906\n",
      "refl:, 0.7169705454388076, 0.509090909090909, 21.407778823139967, 0.2473290950751843\n",
      "refl:, 0.7169705454388076, 0.5025641025641026, 21.120074340620857, 0.24696260849110413\n",
      "refl:, 0.7169705454388076, 0.4962025316455696, 20.840189591108683, 0.24654850371687256\n",
      "refl:, 0.7169705454388076, 0.49, 20.56780221092012, 0.24608799987122265\n",
      "refl:, 0.7169705454388076, 0.4839506172839506, 20.302607744753697, 0.24558075371549817\n",
      "refl:, 0.7169705454388076, 0.47804878048780486, 20.044318389931625, 0.24502869978373035\n",
      "refl:, 0.7169705454388076, 0.47228915662650606, 19.79266184720379, 0.24443385311897003\n",
      "refl:, 0.7169705454388076, 0.4666666666666667, 19.54738026749198, 0.24379544974149034\n",
      "refl:, 0.7169705454388076, 0.4611764705882353, 19.308229285168313, 0.24311337479355408\n",
      "refl:, 0.7169705454388076, 0.4558139534883721, 19.07497712952083, 0.24239050667955775\n",
      "refl:, 0.7169705454388076, 0.4505747126436782, 18.847403806983923, 0.24162858318113342\n",
      "refl:, 0.7169705454388076, 0.4454545454545454, 18.62530034751981, 0.24082594853100417\n",
      "refl:, 0.7169705454388076, 0.44044943820224725, 18.408468109247096, 0.23998192730485585\n",
      "refl:, 0.7169705454388076, 0.43555555555555553, 18.196718136035763, 0.23909849717321205\n",
      "refl:, 0.7169705454388076, 0.4307692307692308, 17.98987056333767, 0.23817577312539148\n",
      "refl:, 0.7169705454388076, 0.4260869565217391, 17.787754068005896, 0.23721144993308976\n",
      "refl:, 0.7169705454388076, 0.421505376344086, 17.590205358285754, 0.2362040994387872\n",
      "refl:, 0.7169705454388076, 0.41702127659574467, 17.39706870053973, 0.23515140286483463\n",
      "refl:, 0.7169705454388076, 0.4126315789473684, 17.20819547960629, 0.23405349223820357\n",
      "refl:, 0.7169705454388076, 0.4083333333333333, 17.02344378999232, 0.23292711235344504\n",
      "refl:, 0.7169705454388076, 0.4041237113402062, 16.842678055366356, 0.23179557860673924\n",
      "refl:, 0.7169705454388076, 0.4, 16.665768674058118, 0.2306452929106223\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.88622e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.001827 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.20454876789491913 / 0.20454876789491913 = 1.0\n",
      "field decay(t = 100.01): 7.178635176478305e-13 / 0.20454876789491913 = 3.5094981262200107e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.1008e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00457597 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.20454876813558653 / 0.20454876813558653 = 1.0\n",
      "field decay(t = 100.01): 2.817457244887082e-11 / 0.20454876813558653 = 1.3774012283562185e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.8034845121081741, 0.8, 39.99999999999999, 0.20174574732399359\n",
      "refl:, 0.8034845121081741, 0.784, 39.04509528455022, 0.20589297541852558\n",
      "refl:, 0.8034845121081741, 0.7686274509803922, 38.139646206191365, 0.20966853236552122\n",
      "refl:, 0.8034845121081741, 0.7538461538461539, 37.27949726994566, 0.21305998243366164\n",
      "refl:, 0.8034845121081741, 0.739622641509434, 36.46098976062103, 0.2161315876607331\n",
      "refl:, 0.8034845121081741, 0.7259259259259259, 35.680884053707004, 0.21892504829192913\n",
      "refl:, 0.8034845121081741, 0.7127272727272727, 34.93629688867566, 0.22145999607107203\n",
      "refl:, 0.8034845121081741, 0.7, 34.22465020933728, 0.22376578875003042\n",
      "refl:, 0.8034845121081741, 0.6877192982456141, 33.54362905484555, 0.22586507657858915\n",
      "refl:, 0.8034845121081741, 0.6758620689655173, 32.89114661043291, 0.22776751087226974\n",
      "refl:, 0.8034845121081741, 0.664406779661017, 32.265314978971055, 0.22948642344304926\n",
      "refl:, 0.8034845121081741, 0.6533333333333333, 31.664420565727855, 0.23104021748754944\n",
      "refl:, 0.8034845121081741, 0.6426229508196721, 31.086903214629274, 0.23243958627884664\n",
      "refl:, 0.8034845121081741, 0.632258064516129, 30.531338419096144, 0.2336946954040348\n",
      "refl:, 0.8034845121081741, 0.6222222222222222, 29.996422070856152, 0.23482007111973577\n",
      "refl:, 0.8034845121081741, 0.6124999999999999, 29.480957317802616, 0.23582329675340516\n",
      "refl:, 0.8034845121081741, 0.6030769230769231, 28.983843185365757, 0.2367091706706393\n",
      "refl:, 0.8034845121081741, 0.593939393939394, 28.504064681021994, 0.2374872020062935\n",
      "refl:, 0.8034845121081741, 0.5850746268656717, 28.0406841528977, 0.238164188713723\n",
      "refl:, 0.8034845121081741, 0.5764705882352942, 27.592833714170844, 0.23874383693611143\n",
      "refl:, 0.8034845121081741, 0.5681159420289855, 27.159708577552564, 0.2392325677866777\n",
      "refl:, 0.8034845121081741, 0.56, 26.740561170354134, 0.23963653341947785\n",
      "refl:, 0.8034845121081741, 0.552112676056338, 26.33469592188663, 0.23995882233761215\n",
      "refl:, 0.8034845121081741, 0.5444444444444444, 25.94146463225064, 0.2402024441340643\n",
      "refl:, 0.8034845121081741, 0.536986301369863, 25.560262345758233, 0.24037225972376797\n",
      "refl:, 0.8034845121081741, 0.5297297297297298, 25.190523663916437, 0.24047264456383183\n",
      "refl:, 0.8034845121081741, 0.5226666666666667, 24.831719442577725, 0.24050529500914392\n",
      "refl:, 0.8034845121081741, 0.5157894736842105, 24.483353825914165, 0.24047249027879555\n",
      "refl:, 0.8034845121081741, 0.509090909090909, 24.144961576600384, 0.2403786028523382\n",
      "refl:, 0.8034845121081741, 0.5025641025641026, 23.816105667237974, 0.24022523323130834\n",
      "refl:, 0.8034845121081741, 0.4962025316455696, 23.496375102814216, 0.24001232236295097\n",
      "refl:, 0.8034845121081741, 0.49, 23.185382948015043, 0.23974362785116177\n",
      "refl:, 0.8034845121081741, 0.4839506172839506, 22.882764536632674, 0.23942247402605424\n",
      "refl:, 0.8034845121081741, 0.47804878048780486, 22.58817584322306, 0.23904770280781232\n",
      "refl:, 0.8034845121081741, 0.47228915662650606, 22.301291999661412, 0.23862003627448614\n",
      "refl:, 0.8034845121081741, 0.4666666666666667, 22.021805941382443, 0.23814371157526962\n",
      "refl:, 0.8034845121081741, 0.4611764705882353, 21.749427169932794, 0.23762004855970983\n",
      "refl:, 0.8034845121081741, 0.4558139534883721, 21.483880620051718, 0.2370480859309985\n",
      "refl:, 0.8034845121081741, 0.4505747126436782, 21.224905620871482, 0.2364296182998171\n",
      "refl:, 0.8034845121081741, 0.4454545454545454, 20.972254942022712, 0.23576666887769465\n",
      "refl:, 0.8034845121081741, 0.44044943820224725, 20.725693916468796, 0.23505766085138496\n",
      "refl:, 0.8034845121081741, 0.43555555555555553, 20.48499963280006, 0.2343015839900727\n",
      "refl:, 0.8034845121081741, 0.4307692307692308, 20.249960190511292, 0.2335015406593809\n",
      "refl:, 0.8034845121081741, 0.4260869565217391, 20.020374012481035, 0.23265820727265243\n",
      "refl:, 0.8034845121081741, 0.421505376344086, 19.79604920948226, 0.23176538827635734\n",
      "refl:, 0.8034845121081741, 0.41702127659574467, 19.576802992091316, 0.2308222435106821\n",
      "refl:, 0.8034845121081741, 0.4126315789473684, 19.362461125837058, 0.22984486603425214\n",
      "refl:, 0.8034845121081741, 0.4083333333333333, 19.15285742585141, 0.22884869903534621\n",
      "refl:, 0.8034845121081741, 0.4041237113402062, 18.9478332876545, 0.22781887957732183\n",
      "refl:, 0.8034845121081741, 0.4, 18.747237251037504, 0.22672147973970627\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.69549e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00182915 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1943564114319852 / 0.1943564114319852 = 1.0\n",
      "field decay(t = 100.01): 8.613369502151169e-13 / 0.1943564114319852 = 4.431739317828168e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.1008e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0045619 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.19435641121678224 / 0.19435641121678224 = 1.0\n",
      "field decay(t = 100.01): 2.929219089204079e-11 / 0.19435641121678224 = 1.507137876680009e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.8838834764831843, 0.8, 44.99999999999999, 0.17502993854504276\n",
      "refl:, 0.8838834764831843, 0.784, 43.865246854678944, 0.1808719938626426\n",
      "refl:, 0.8838834764831843, 0.7686274509803922, 42.79498686880298, 0.1861559520009496\n",
      "refl:, 0.8838834764831843, 0.7538461538461539, 41.78306957363623, 0.19097169679998788\n",
      "refl:, 0.8838834764831843, 0.739622641509434, 40.82419653278361, 0.19534107187624397\n",
      "refl:, 0.8838834764831843, 0.7259259259259259, 39.913765803587594, 0.1993129093290473\n",
      "refl:, 0.8838834764831843, 0.7127272727272727, 39.047751315763335, 0.2029343832170293\n",
      "refl:, 0.8838834764831843, 0.7, 38.2226079814105, 0.20622282929854657\n",
      "refl:, 0.8838834764831843, 0.6877192982456141, 37.435196089128915, 0.20921161798306928\n",
      "refl:, 0.8838834764831843, 0.6758620689655173, 36.682720369951866, 0.21193294983781294\n",
      "refl:, 0.8838834764831843, 0.664406779661017, 35.962680378531154, 0.2144100930400042\n",
      "refl:, 0.8838834764831843, 0.6533333333333333, 35.272829708778914, 0.21666480283186992\n",
      "refl:, 0.8838834764831843, 0.6426229508196721, 34.61114218453038, 0.21871574748298628\n",
      "refl:, 0.8838834764831843, 0.632258064516129, 33.975783613579615, 0.2205809372467119\n",
      "refl:, 0.8838834764831843, 0.6222222222222222, 33.36508802077569, 0.22227155758719339\n",
      "refl:, 0.8838834764831843, 0.6124999999999999, 32.77753751829758, 0.22379898710754023\n",
      "refl:, 0.8838834764831843, 0.6030769230769231, 32.21174515294742, 0.2251782492582617\n",
      "refl:, 0.8838834764831843, 0.593939393939394, 31.666440208036935, 0.22641733524917368\n",
      "refl:, 0.8838834764831843, 0.5850746268656717, 31.14045554291693, 0.22752444186490398\n",
      "refl:, 0.8838834764831843, 0.5764705882352942, 30.6327166347442, 0.22851133567283208\n",
      "refl:, 0.8838834764831843, 0.5681159420289855, 30.142232050688204, 0.22938387252712697\n",
      "refl:, 0.8838834764831843, 0.56, 29.66808512880701, 0.2301469724038025\n",
      "refl:, 0.8838834764831843, 0.552112676056338, 29.20942668547734, 0.23080897055556673\n",
      "refl:, 0.8838834764831843, 0.5444444444444444, 28.765468598924116, 0.23137563774572306\n",
      "refl:, 0.8838834764831843, 0.536986301369863, 28.33547814384704, 0.23185070033374858\n",
      "refl:, 0.8838834764831843, 0.5297297297297298, 27.91877297273401, 0.2322392190088606\n",
      "refl:, 0.8838834764831843, 0.5226666666666667, 27.514716656212954, 0.23254636390929412\n",
      "refl:, 0.8838834764831843, 0.5157894736842105, 27.12271470851516, 0.23277522069046336\n",
      "refl:, 0.8838834764831843, 0.509090909090909, 26.742211035417114, 0.2329277669161597\n",
      "refl:, 0.8838834764831843, 0.5025641025641026, 26.372684751370738, 0.233008303204484\n",
      "refl:, 0.8838834764831843, 0.4962025316455696, 26.013647320299032, 0.2330211687709118\n",
      "refl:, 0.8838834764831843, 0.49, 25.66463998102006, 0.23296698717426295\n",
      "refl:, 0.8838834764831843, 0.4839506172839506, 25.32523142370283, 0.23284755035583113\n",
      "refl:, 0.8838834764831843, 0.47804878048780486, 24.99501568834094, 0.2326674384773264\n",
      "refl:, 0.8838834764831843, 0.47228915662650606, 24.673610260104642, 0.23242802131165444\n",
      "refl:, 0.8838834764831843, 0.4666666666666667, 24.360654339720863, 0.2321295593079615\n",
      "refl:, 0.8838834764831843, 0.4611764705882353, 24.055807269832574, 0.23177582439583932\n",
      "refl:, 0.8838834764831843, 0.4558139534883721, 23.75874710068368, 0.2313690613476082\n",
      "refl:, 0.8838834764831843, 0.4505747126436782, 23.46916928052956, 0.23090791937820976\n",
      "refl:, 0.8838834764831843, 0.4454545454545454, 23.18678545794031, 0.23039322072655252\n",
      "refl:, 0.8838834764831843, 0.44044943820224725, 22.911322384688706, 0.2298284080169662\n",
      "refl:, 0.8838834764831843, 0.43555555555555553, 22.64252090923418, 0.22921510204235154\n",
      "refl:, 0.8838834764831843, 0.4307692307692308, 22.380135051959574, 0.2285521481969639\n",
      "refl:, 0.8838834764831843, 0.4260869565217391, 22.123931154313652, 0.22783726183812486\n",
      "refl:, 0.8838834764831843, 0.421505376344086, 21.873687094881706, 0.22707071257620573\n",
      "refl:, 0.8838834764831843, 0.41702127659574467, 21.629191566166806, 0.22625950710942383\n",
      "refl:, 0.8838834764831843, 0.4126315789473684, 21.390243406530644, 0.22541142020660002\n",
      "refl:, 0.8838834764831843, 0.4083333333333333, 21.156650982328358, 0.22451918835662907\n",
      "refl:, 0.8838834764831843, 0.4041237113402062, 20.928231615787418, 0.22356313569076627\n",
      "refl:, 0.8838834764831843, 0.4, 20.704811054635428, 0.2225460542244332\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.8147e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00170398 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.18417632037527296 / 0.18417632037527296 = 1.0\n",
      "field decay(t = 100.01): 1.0178427596032929e-12 / 0.18417632037527296 = 5.526458328244166e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.19617e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00469804 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1841763197552185 / 0.1841763197552185 = 1.0\n",
      "field decay(t = 100.01): 2.871301261786922e-11 / 0.1841763197552185 = 1.5589958935019742e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.9575555538987225, 0.8, 50.0, 0.14423305713624324\n",
      "refl:, 0.9575555538987225, 0.784, 48.6530933185261, 0.15238194243131842\n",
      "refl:, 0.9575555538987225, 0.7686274509803922, 47.39207738436693, 0.15968064236197976\n",
      "refl:, 0.9575555538987225, 0.7538461538461539, 46.207396358038395, 0.166276599415515\n",
      "refl:, 0.9575555538987225, 0.739622641509434, 45.091066324150106, 0.172235759713748\n",
      "refl:, 0.9575555538987225, 0.7259259259259259, 44.036334278275795, 0.17762992926260002\n",
      "refl:, 0.9575555538987225, 0.7127272727272727, 43.037427456538545, 0.18252108862299557\n",
      "refl:, 0.9575555538987225, 0.7, 42.089365210987516, 0.18696921001018088\n",
      "refl:, 0.9575555538987225, 0.6877192982456141, 41.18781524255363, 0.1910237249088231\n",
      "refl:, 0.9575555538987225, 0.6758620689655173, 40.32898196453324, 0.1947139212974769\n",
      "refl:, 0.9575555538987225, 0.664406779661017, 39.50951857909891, 0.1980824834747826\n",
      "refl:, 0.9575555538987225, 0.6533333333333333, 38.726456948394606, 0.20115657663131353\n",
      "refl:, 0.9575555538987225, 0.6426229508196721, 37.97715101972185, 0.2039606150416146\n",
      "refl:, 0.9575555538987225, 0.632258064516129, 37.25923071465613, 0.2065188140121264\n",
      "refl:, 0.9575555538987225, 0.6222222222222222, 36.57056399547784, 0.2088504663121866\n",
      "refl:, 0.9575555538987225, 0.6124999999999999, 35.909225393217994, 0.21097639595491705\n",
      "refl:, 0.9575555538987225, 0.6030769230769231, 35.273469693564564, 0.2129096520737003\n",
      "refl:, 0.9575555538987225, 0.593939393939394, 34.6617097783444, 0.21466551482576457\n",
      "refl:, 0.9575555538987225, 0.5850746268656717, 34.07249784378941, 0.21625947963710546\n",
      "refl:, 0.9575555538987225, 0.5764705882352942, 33.504509384470694, 0.2176988158642594\n",
      "refl:, 0.9575555538987225, 0.5681159420289855, 32.95652945897567, 0.21899518230958334\n",
      "refl:, 0.9575555538987225, 0.56, 32.42744085087325, 0.2201600193505694\n",
      "refl:, 0.9575555538987225, 0.552112676056338, 31.91621381391884, 0.2211986038256294\n",
      "refl:, 0.9575555538987225, 0.5444444444444444, 31.42189714930561, 0.2221192201942536\n",
      "refl:, 0.9575555538987225, 0.536986301369863, 30.943610409083956, 0.22293005892732626\n",
      "refl:, 0.9575555538987225, 0.5297297297297298, 30.480537056602333, 0.22363546953064717\n",
      "refl:, 0.9575555538987225, 0.5226666666666667, 30.031918444163345, 0.22424057729239344\n",
      "refl:, 0.9575555538987225, 0.5157894736842105, 29.597048491686717, 0.22475131722696567\n",
      "refl:, 0.9575555538987225, 0.509090909090909, 29.17526896927061, 0.22517270735852093\n",
      "refl:, 0.9575555538987225, 0.5025641025641026, 28.76596530209651, 0.22550829130360708\n",
      "refl:, 0.9575555538987225, 0.4962025316455696, 28.36856282886028, 0.22576168560272664\n",
      "refl:, 0.9575555538987225, 0.49, 27.982523455399697, 0.22593769488637538\n",
      "refl:, 0.9575555538987225, 0.4839506172839506, 27.60734265386835, 0.22603879926079012\n",
      "refl:, 0.9575555538987225, 0.47804878048780486, 27.24254676502359, 0.22606671684807417\n",
      "refl:, 0.9575555538987225, 0.47228915662650606, 26.88769056722596, 0.22602615267005247\n",
      "refl:, 0.9575555538987225, 0.4666666666666667, 26.54235508080712, 0.2259196867892714\n",
      "refl:, 0.9575555538987225, 0.4611764705882353, 26.206145580726076, 0.22574707111781514\n",
      "refl:, 0.9575555538987225, 0.4558139534883721, 25.878689794039474, 0.22551123719165922\n",
      "refl:, 0.9575555538987225, 0.4505747126436782, 25.55963626177365, 0.22521534349380676\n",
      "refl:, 0.9575555538987225, 0.4454545454545454, 25.248652847395146, 0.2248599992539298\n",
      "refl:, 0.9575555538987225, 0.44044943820224725, 24.945425376307522, 0.22444833597837902\n",
      "refl:, 0.9575555538987225, 0.43555555555555553, 24.64965639271632, 0.2239834956983558\n",
      "refl:, 0.9575555538987225, 0.4307692307692308, 24.361064021851533, 0.2234627996648224\n",
      "refl:, 0.9575555538987225, 0.4260869565217391, 24.079380926958596, 0.22288475662006782\n",
      "refl:, 0.9575555538987225, 0.421505376344086, 23.804353351700417, 0.22225599445518354\n",
      "refl:, 0.9575555538987225, 0.41702127659574467, 23.535740239681235, 0.221581310984325\n",
      "refl:, 0.9575555538987225, 0.4126315789473684, 23.27331242373393, 0.22085233490014997\n",
      "refl:, 0.9575555538987225, 0.4083333333333333, 23.016851878423925, 0.22005799710068308\n",
      "refl:, 0.9575555538987225, 0.4041237113402062, 22.76615102993319, 0.2192050777671104\n",
      "refl:, 0.9575555538987225, 0.4, 22.521012118111, 0.21831293144861783\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.69549e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00181794 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.17431196343224817 / 0.17431196343224817 = 1.0\n",
      "field decay(t = 100.01): 1.2265996190910864e-12 / 0.17431196343224817 = 7.036806854440848e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.1008e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00457215 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1743119626418479 / 0.1743119626418479 = 1.0\n",
      "field decay(t = 100.01): 2.9177363352545384e-11 / 0.1743119626418479 = 1.6738589199695374e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.0239400553612397, 0.8, 54.99999999999999, 0.11017776540639429\n",
      "refl:, 1.0239400553612397, 0.784, 53.39534223243568, 0.12101496561527146\n",
      "refl:, 1.0239400553612397, 0.7686274509803922, 51.90867481651075, 0.1306771391774596\n",
      "refl:, 1.0239400553612397, 0.7538461538461539, 50.524208813748004, 0.13937263755149704\n",
      "refl:, 1.0239400553612397, 0.739622641509434, 49.22931269112476, 0.14718623029207292\n",
      "refl:, 1.0239400553612397, 0.7259259259259259, 48.013685667151286, 0.15426411470561957\n",
      "refl:, 1.0239400553612397, 0.7127272727272727, 46.86879216202182, 0.16065288211741083\n",
      "refl:, 1.0239400553612397, 0.7, 45.787462696319906, 0.16645430349254092\n",
      "refl:, 1.0239400553612397, 0.6877192982456141, 44.7636047370949, 0.17172280994961617\n",
      "refl:, 1.0239400553612397, 0.6758620689655173, 43.79198840588911, 0.17652234609536085\n",
      "refl:, 1.0239400553612397, 0.664406779661017, 42.868084512177944, 0.18089733371336672\n",
      "refl:, 1.0239400553612397, 0.6533333333333333, 41.98794000564178, 0.18488560841000873\n",
      "refl:, 1.0239400553612397, 0.6426229508196721, 41.148080731197126, 0.18853239113664866\n",
      "refl:, 1.0239400553612397, 0.632258064516129, 40.345434464399176, 0.1918629583011057\n",
      "refl:, 1.0239400553612397, 0.6222222222222222, 39.57726925315509, 0.19490950570711735\n",
      "refl:, 1.0239400553612397, 0.6124999999999999, 38.841143478370526, 0.197693493807791\n",
      "refl:, 1.0239400553612397, 0.6030769230769231, 38.13486500383326, 0.2002377008340049\n",
      "refl:, 1.0239400553612397, 0.593939393939394, 37.45645745905701, 0.20256263625319026\n",
      "refl:, 1.0239400553612397, 0.5850746268656717, 36.80413218014341, 0.20468094633969736\n",
      "refl:, 1.0239400553612397, 0.5764705882352942, 36.176264682924305, 0.2066127525275387\n",
      "refl:, 1.0239400553612397, 0.5681159420289855, 35.57137479946729, 0.20837010022232308\n",
      "refl:, 1.0239400553612397, 0.56, 34.98810980028866, 0.2099625922722152\n",
      "refl:, 1.0239400553612397, 0.552112676056338, 34.42522996870841, 0.21140498333943816\n",
      "refl:, 1.0239400553612397, 0.5444444444444444, 33.881596203503065, 0.21270480827886393\n",
      "refl:, 1.0239400553612397, 0.536986301369863, 33.35615931039313, 0.2138698898904216\n",
      "refl:, 1.0239400553612397, 0.5297297297297298, 32.847950708397136, 0.2149102942440705\n",
      "refl:, 1.0239400553612397, 0.5226666666666667, 32.3560743283589, 0.21583196386549577\n",
      "refl:, 1.0239400553612397, 0.5157894736842105, 31.87969952142079, 0.21664120771803203\n",
      "refl:, 1.0239400553612397, 0.509090909090909, 31.41805482739263, 0.2173447451325115\n",
      "refl:, 1.0239400553612397, 0.5025641025641026, 30.97042247873359, 0.21794797391235327\n",
      "refl:, 1.0239400553612397, 0.4962025316455696, 30.536133536635912, 0.21845532089955091\n",
      "refl:, 1.0239400553612397, 0.49, 30.114563572550164, 0.21887060442537454\n",
      "refl:, 1.0239400553612397, 0.4839506172839506, 29.70512882224086, 0.21919938384338775\n",
      "refl:, 1.0239400553612397, 0.47804878048780486, 29.307282750744406, 0.21944555930181503\n",
      "refl:, 1.0239400553612397, 0.47228915662650606, 28.920512975908146, 0.21961061853019698\n",
      "refl:, 1.0239400553612397, 0.4666666666666667, 28.544338505905493, 0.21969923529515722\n",
      "refl:, 1.0239400553612397, 0.4611764705882353, 28.178307252549438, 0.2197148009196021\n",
      "refl:, 1.0239400553612397, 0.4558139534883721, 27.821993787605123, 0.2196570179143748\n",
      "refl:, 1.0239400553612397, 0.4505747126436782, 27.474997313821564, 0.21953044408992073\n",
      "refl:, 1.0239400553612397, 0.4454545454545454, 27.13693982621647, 0.21934102718237625\n",
      "refl:, 1.0239400553612397, 0.44044943820224725, 26.80746444237855, 0.2190876250731135\n",
      "refl:, 1.0239400553612397, 0.43555555555555553, 26.486233883298294, 0.21876881981339763\n",
      "refl:, 1.0239400553612397, 0.4307692307692308, 26.172929088582443, 0.2183889418977696\n",
      "refl:, 1.0239400553612397, 0.4260869565217391, 25.867247951913267, 0.21795300571421844\n",
      "refl:, 1.0239400553612397, 0.421505376344086, 25.56890416433822, 0.2174619823180691\n",
      "refl:, 1.0239400553612397, 0.41702127659574467, 25.277626154460066, 0.21691277583436266\n",
      "refl:, 1.0239400553612397, 0.4126315789473684, 24.993156115881433, 0.21630289003159692\n",
      "refl:, 1.0239400553612397, 0.4083333333333333, 24.715249113370163, 0.21563472861478358\n",
      "refl:, 1.0239400553612397, 0.4041237113402062, 24.443672260178424, 0.21491428731801748\n",
      "refl:, 1.0239400553612397, 0.4, 24.178203959791162, 0.21414224338441656\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.69549e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00193405 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.16505586379118406 / 0.16505586379118406 = 1.0\n",
      "field decay(t = 100.01): 1.6796657965795737e-12 / 0.16505586379118406 = 1.0176347316594321e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.1008e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00460005 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.16505586311279843 / 0.16505586311279843 = 1.0\n",
      "field decay(t = 100.01): 3.3223715036954263e-11 / 0.16505586311279843 = 2.0128769987558289e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.0825317547305482, 0.8, 59.99999999999999, 0.0735591806237639\n",
      "refl:, 1.0825317547305482, 0.784, 58.07108488083593, 0.08751326272230432\n",
      "refl:, 1.0825317547305482, 0.7686274509803922, 56.311309260669624, 0.09991502299592077\n",
      "refl:, 1.0825317547305482, 0.7538461538461539, 54.69254540505164, 0.11103055503068811\n",
      "refl:, 1.0825317547305482, 0.739622641509434, 53.19365179333026, 0.12095912989771326\n",
      "refl:, 1.0825317547305482, 0.7259259259259259, 51.798237196004614, 0.12988938721094026\n",
      "refl:, 1.0825317547305482, 0.7127272727272727, 50.49327371888257, 0.13795276336817966\n",
      "refl:, 1.0825317547305482, 0.7, 49.268194122622916, 0.14525663007066364\n",
      "refl:, 1.0825317547305482, 0.6877192982456141, 48.11428082873218, 0.15187367313781958\n",
      "refl:, 1.0825317547305482, 0.6758620689655173, 47.024238635081495, 0.15789709160960827\n",
      "refl:, 1.0825317547305482, 0.664406779661017, 45.99188753936469, 0.1633722181385885\n",
      "refl:, 1.0825317547305482, 0.6533333333333333, 45.01193662107726, 0.16837298204602447\n",
      "refl:, 1.0825317547305482, 0.6426229508196721, 44.07981414374115, 0.17292974882236836\n",
      "refl:, 1.0825317547305482, 0.632258064516129, 43.191537588393835, 0.17709784614849625\n",
      "refl:, 1.0825317547305482, 0.6222222222222222, 42.34361264736431, 0.1809078709487836\n",
      "refl:, 1.0825317547305482, 0.6124999999999999, 41.53295361356457, 0.18439488499615878\n",
      "refl:, 1.0825317547305482, 0.6030769230769231, 40.756819839298586, 0.1875870463998401\n",
      "refl:, 1.0825317547305482, 0.593939393939394, 40.01276444425686, 0.1905058338431826\n",
      "refl:, 1.0825317547305482, 0.5850746268656717, 39.298592486049785, 0.19318024997825003\n",
      "refl:, 1.0825317547305482, 0.5764705882352942, 38.61232652957572, 0.19562392092427208\n",
      "refl:, 1.0825317547305482, 0.5681159420289855, 37.9521780657052, 0.19785775786220766\n",
      "refl:, 1.0825317547305482, 0.56, 37.31652360111115, 0.19989832950774553\n",
      "refl:, 1.0825317547305482, 0.552112676056338, 36.70388451304266, 0.20175483810150383\n",
      "refl:, 1.0825317547305482, 0.5444444444444444, 36.112909964600526, 0.20344366885684412\n",
      "refl:, 1.0825317547305482, 0.536986301369863, 35.54236232752769, 0.20497463489294676\n",
      "refl:, 1.0825317547305482, 0.5297297297297298, 34.991104674473426, 0.20635674385823924\n",
      "refl:, 1.0825317547305482, 0.5226666666666667, 34.4580899908132, 0.20760148101525444\n",
      "refl:, 1.0825317547305482, 0.5157894736842105, 33.94235182430718, 0.2087154840835457\n",
      "refl:, 1.0825317547305482, 0.509090909090909, 33.442996144127704, 0.2097054505580977\n",
      "refl:, 1.0825317547305482, 0.5025641025641026, 32.95919422270091, 0.21057842554599443\n",
      "refl:, 1.0825317547305482, 0.4962025316455696, 32.4901763870572, 0.21134139847096645\n",
      "refl:, 1.0825317547305482, 0.49, 32.035226512949734, 0.2120001650839906\n",
      "refl:, 1.0825317547305482, 0.4839506172839506, 31.593677156370052, 0.21255799660930014\n",
      "refl:, 1.0825317547305482, 0.47804878048780486, 31.164905234389202, 0.2130209470984357\n",
      "refl:, 1.0825317547305482, 0.47228915662650606, 30.748328181342448, 0.2133940857681709\n",
      "refl:, 1.0825317547305482, 0.4666666666666667, 30.343400517915825, 0.21367846587930897\n",
      "refl:, 1.0825317547305482, 0.4611764705882353, 29.949610780196405, 0.21387912459727104\n",
      "refl:, 1.0825317547305482, 0.4558139534883721, 29.566478763613983, 0.21400172267644174\n",
      "refl:, 1.0825317547305482, 0.4505747126436782, 29.193553043244272, 0.2140466258675452\n",
      "refl:, 1.0825317547305482, 0.4454545454545454, 28.830408737409662, 0.21401666370463251\n",
      "refl:, 1.0825317547305482, 0.44044943820224725, 28.47664548610104, 0.21391675944760216\n",
      "refl:, 1.0825317547305482, 0.43555555555555553, 28.131885619609587, 0.21374717744561747\n",
      "refl:, 1.0825317547305482, 0.4307692307692308, 27.79577249602797, 0.21350966862372817\n",
      "refl:, 1.0825317547305482, 0.4260869565217391, 27.46796898905743, 0.2132082256317414\n",
      "refl:, 1.0825317547305482, 0.421505376344086, 27.14815610992485, 0.21284457069627338\n",
      "refl:, 1.0825317547305482, 0.41702127659574467, 26.836031749237822, 0.21242137686646906\n",
      "refl:, 1.0825317547305482, 0.4126315789473684, 26.531309526343414, 0.2119364849641077\n",
      "refl:, 1.0825317547305482, 0.4083333333333333, 26.23371773525153, 0.21138678961842441\n",
      "refl:, 1.0825317547305482, 0.4041237113402062, 25.94299837747481, 0.210778113086434\n",
      "refl:, 1.0825317547305482, 0.4, 25.65890627325528, 0.21012210961113728\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.79086e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00197196 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.15668265201002066 / 0.15668265201002066 = 1.0\n",
      "field decay(t = 100.01): 2.244682331122525e-12 / 0.15668265201002066 = 1.432629778936194e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.91006e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00452209 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1566826516265942 / 0.1566826516265942 = 1.0\n",
      "field decay(t = 100.01): 3.452976999440086e-11 / 0.1566826516265942 = 2.2038030143051282e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.1328847337958123, 0.8, 64.99999999999999, 0.037128559862592\n",
      "refl:, 1.1328847337958123, 0.784, 62.645633431180784, 0.0536330451598086\n",
      "refl:, 1.1328847337958123, 0.7686274509803922, 60.547811567584965, 0.06876671939925749\n",
      "refl:, 1.1328847337958123, 0.7538461538461539, 58.65172469781183, 0.08235712625730884\n",
      "refl:, 1.1328847337958123, 0.739622641509434, 56.919780417243786, 0.09463354363126596\n",
      "refl:, 1.1328847337958123, 0.7259259259259259, 55.32480276439999, 0.10558417457801342\n",
      "refl:, 1.1328847337958123, 0.7127272727272727, 53.84635215217889, 0.11545216623293213\n",
      "refl:, 1.1328847337958123, 0.7, 52.468573108244414, 0.12431529050720325\n",
      "refl:, 1.1328847337958123, 0.6877192982456141, 51.17885777022349, 0.13235617584005718\n",
      "refl:, 1.1328847337958123, 0.6758620689655173, 49.96697533403755, 0.1396274674220686\n",
      "refl:, 1.1328847337958123, 0.664406779661017, 48.82448244349733, 0.14625610319510743\n",
      "refl:, 1.1328847337958123, 0.6533333333333333, 47.744310665402864, 0.15227959565841903\n",
      "refl:, 1.1328847337958123, 0.6426229508196721, 46.720469815981424, 0.15778582117204662\n",
      "refl:, 1.1328847337958123, 0.632258064516129, 45.7478295128327, 0.16280641813158056\n",
      "refl:, 1.1328847337958123, 0.6222222222222222, 44.82195500406973, 0.16739947756546966\n",
      "refl:, 1.1328847337958123, 0.6124999999999999, 43.93898156096055, 0.17159829305125546\n",
      "refl:, 1.1328847337958123, 0.6030769230769231, 43.09551684594588, 0.17544425185043788\n",
      "refl:, 1.1328847337958123, 0.593939393939394, 42.288563952640665, 0.17897035579329929\n",
      "refl:, 1.1328847337958123, 0.5850746268656717, 41.51545997434592, 0.1821986118653532\n",
      "refl:, 1.1328847337958123, 0.5764705882352942, 40.77382641078957, 0.18516054972374968\n",
      "refl:, 1.1328847337958123, 0.5681159420289855, 40.06152872079658, 0.18786984191653888\n",
      "refl:, 1.1328847337958123, 0.56, 39.37664302675111, 0.19035023250949035\n",
      "refl:, 1.1328847337958123, 0.552112676056338, 38.717428473384835, 0.19261983460766804\n",
      "refl:, 1.1328847337958123, 0.5444444444444444, 38.08230410219336, 0.19469085220660431\n",
      "refl:, 1.1328847337958123, 0.536986301369863, 37.4698293655767, 0.19658114960976503\n",
      "refl:, 1.1328847337958123, 0.5297297297297298, 36.87868759977799, 0.1983001785222384\n",
      "refl:, 1.1328847337958123, 0.5226666666666667, 36.307671922074825, 0.19985845493543128\n",
      "refl:, 1.1328847337958123, 0.5157894736842105, 35.75567312877807, 0.2012671524485849\n",
      "refl:, 1.1328847337958123, 0.509090909090909, 35.22166925577522, 0.2025355459067762\n",
      "refl:, 1.1328847337958123, 0.5025641025641026, 34.70471652928195, 0.20367251569638592\n",
      "refl:, 1.1328847337958123, 0.4962025316455696, 34.203941485939055, 0.2046830665024618\n",
      "refl:, 1.1328847337958123, 0.49, 33.7185340819115, 0.20557518603611066\n",
      "refl:, 1.1328847337958123, 0.4839506172839506, 33.247741642788455, 0.20635576080782017\n",
      "refl:, 1.1328847337958123, 0.47804878048780486, 32.790863531764046, 0.20702823770770473\n",
      "refl:, 1.1328847337958123, 0.47228915662650606, 32.347246434236666, 0.20759985728196045\n",
      "refl:, 1.1328847337958123, 0.4666666666666667, 31.91628017368787, 0.2080745784918885\n",
      "refl:, 1.1328847337958123, 0.4611764705882353, 31.497393987322308, 0.20845408884561908\n",
      "refl:, 1.1328847337958123, 0.4558139534883721, 31.090053201105746, 0.20874542652135622\n",
      "refl:, 1.1328847337958123, 0.4505747126436782, 30.693756253024553, 0.208954041733091\n",
      "refl:, 1.1328847337958123, 0.4454545454545454, 30.308032020994055, 0.20908048492966044\n",
      "refl:, 1.1328847337958123, 0.44044943820224725, 29.9324374181665, 0.2091260332602117\n",
      "refl:, 1.1328847337958123, 0.43555555555555553, 29.5665552236732, 0.20909503137987662\n",
      "refl:, 1.1328847337958123, 0.4307692307692308, 29.209992121269647, 0.2089911211638158\n",
      "refl:, 1.1328847337958123, 0.4260869565217391, 28.86237692208816, 0.2088197236636275\n",
      "refl:, 1.1328847337958123, 0.421505376344086, 28.523358950864424, 0.20858506970983773\n",
      "refl:, 1.1328847337958123, 0.41702127659574467, 28.192606577687982, 0.20827627963637158\n",
      "refl:, 1.1328847337958123, 0.4126315789473684, 27.86980587961545, 0.20789057239525374\n",
      "refl:, 1.1328847337958123, 0.4083333333333333, 27.554659418441407, 0.20744945601962797\n",
      "refl:, 1.1328847337958123, 0.4041237113402062, 27.246885122601544, 0.2069758959357581\n",
      "refl:, 1.1328847337958123, 0.4, 26.946215262627685, 0.2064567398821898\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.91006e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00178099 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.14944315649486128 / 0.14944315649486128 = 1.0\n",
      "field decay(t = 100.01): 4.987937476668207e-12 / 0.14944315649486128 = 3.337682095091267e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.19617e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00460696 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.14944315644072229 / 0.14944315644072229 = 1.0\n",
      "field decay(t = 100.01): 3.807851695152499e-11 / 0.14944315644072229 = 2.5480268122300477e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.1746157759823854, 0.8, 70.0, 0.008739943705374597\n",
      "refl:, 1.1746157759823854, 0.784, 67.05783140972835, 0.024245008080781356\n",
      "refl:, 1.1746157759823854, 0.7686274509803922, 64.53417775149677, 0.040309353659514456\n",
      "refl:, 1.1746157759823854, 0.7538461538461539, 62.31059707934406, 0.05557589230945354\n",
      "refl:, 1.1746157759823854, 0.739622641509434, 60.31629899672389, 0.06970273468511892\n",
      "refl:, 1.1746157759823854, 0.7259259259259259, 58.50481213939229, 0.08255233289128476\n",
      "refl:, 1.1746157759823854, 0.7127272727272727, 56.843594941553754, 0.09413192002673795\n",
      "refl:, 1.1746157759823854, 0.7, 55.30875739675561, 0.10463895552192765\n",
      "refl:, 1.1746157759823854, 0.6877192982456141, 53.88211612099151, 0.11407537277856838\n",
      "refl:, 1.1746157759823854, 0.6758620689655173, 52.54943143507829, 0.12264564757179623\n",
      "refl:, 1.1746157759823854, 0.664406779661017, 51.29929235382265, 0.130398421159986\n",
      "refl:, 1.1746157759823854, 0.6533333333333333, 50.122379445158494, 0.13744278277017355\n",
      "refl:, 1.1746157759823854, 0.6426229508196721, 49.010959419193355, 0.14384756806524446\n",
      "refl:, 1.1746157759823854, 0.632258064516129, 47.958527855818005, 0.1496895084660299\n",
      "refl:, 1.1746157759823854, 0.6222222222222222, 46.9595500055931, 0.1550183718219218\n",
      "refl:, 1.1746157759823854, 0.6124999999999999, 46.00926848902442, 0.15990604921366627\n",
      "refl:, 1.1746157759823854, 0.6030769230769231, 45.103557823882895, 0.16437489242095366\n",
      "refl:, 1.1746157759823854, 0.593939393939394, 44.23881248012816, 0.16847755182701835\n",
      "refl:, 1.1746157759823854, 0.5850746268656717, 43.41185942214757, 0.17223577319827998\n",
      "refl:, 1.1746157759823854, 0.5764705882352942, 42.619888854495166, 0.17567909726641667\n",
      "refl:, 1.1746157759823854, 0.5681159420289855, 41.860398715356425, 0.17883983394634828\n",
      "refl:, 1.1746157759823854, 0.56, 41.131149701242414, 0.18173430538711705\n",
      "refl:, 1.1746157759823854, 0.552112676056338, 40.430128463310105, 0.18439052329945838\n",
      "refl:, 1.1746157759823854, 0.5444444444444444, 39.75551721886283, 0.18682349494977193\n",
      "refl:, 1.1746157759823854, 0.536986301369863, 39.10566845306894, 0.18904694018036272\n",
      "refl:, 1.1746157759823854, 0.5297297297297298, 38.479083699202135, 0.19107722550893155\n",
      "refl:, 1.1746157759823854, 0.5226666666666667, 37.87439561623927, 0.19292653635113324\n",
      "refl:, 1.1746157759823854, 0.5157894736842105, 37.29035275442276, 0.19460885764872243\n",
      "refl:, 1.1746157759823854, 0.509090909090909, 36.72580652885898, 0.19613444229151364\n",
      "refl:, 1.1746157759823854, 0.5025641025641026, 36.179700019842116, 0.19751218330354978\n",
      "refl:, 1.1746157759823854, 0.4962025316455696, 35.651058294458764, 0.19875050713230683\n",
      "refl:, 1.1746157759823854, 0.49, 35.138980002927255, 0.19985575200201458\n",
      "refl:, 1.1746157759823854, 0.4839506172839506, 34.64263004924646, 0.20083821988564857\n",
      "refl:, 1.1746157759823854, 0.47804878048780486, 34.161233172132036, 0.20170489252979734\n",
      "refl:, 1.1746157759823854, 0.47228915662650606, 33.69406830116886, 0.20245705085154594\n",
      "refl:, 1.1746157759823854, 0.4666666666666667, 33.24046357629389, 0.20310286904519861\n",
      "refl:, 1.1746157759823854, 0.4611764705882353, 32.79979193741594, 0.20364737629446264\n",
      "refl:, 1.1746157759823854, 0.4558139534883721, 32.37146720614281, 0.2040929385314762\n",
      "refl:, 1.1746157759823854, 0.4505747126436782, 31.954940593960732, 0.20445102567587897\n",
      "refl:, 1.1746157759823854, 0.4454545454545454, 31.549697581364857, 0.20471965623854066\n",
      "refl:, 1.1746157759823854, 0.44044943820224725, 31.155255120816925, 0.2048962694167634\n",
      "refl:, 1.1746157759823854, 0.43555555555555553, 30.771159123350074, 0.204990790346435\n",
      "refl:, 1.1746157759823854, 0.4307692307692308, 30.396982194426784, 0.20500592934593215\n",
      "refl:, 1.1746157759823854, 0.4260869565217391, 30.032321589495837, 0.20495712156136717\n",
      "refl:, 1.1746157759823854, 0.421505376344086, 29.67679736376329, 0.2048311249915097\n",
      "refl:, 1.1746157759823854, 0.41702127659574467, 29.33005069412437, 0.2046077238887242\n",
      "refl:, 1.1746157759823854, 0.4126315789473684, 28.991742354111988, 0.20432648650919877\n",
      "refl:, 1.1746157759823854, 0.4083333333333333, 28.66155132518973, 0.20399611274158247\n",
      "refl:, 1.1746157759823854, 0.4041237113402062, 28.339173529827534, 0.20365744502245528\n",
      "refl:, 1.1746157759823854, 0.4, 28.024320673604695, 0.20323355142072505\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.8147e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00180006 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.14355855111904067 / 0.14355855111904067 = 1.0\n",
      "field decay(t = 100.01): 9.667874472848302e-12 / 0.14355855111904067 = 6.73444695386454e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.19617e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00464296 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.14355855132715553 / 0.14355855132715553 = 1.0\n",
      "field decay(t = 100.01): 5.780725980834341e-11 / 0.14355855132715553 = 4.0267374721974217e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.2074072828613354, 0.8, 75.0, 0.002256637590250018\n",
      "refl:, 1.2074072828613354, 0.784, 71.19254305121969, 0.004043927155760674\n",
      "refl:, 1.2074072828613354, 0.7686274509803922, 68.13230108184366, 0.017666840957282458\n",
      "refl:, 1.2074072828613354, 0.7538461538461539, 65.5329128763873, 0.0333568804620509\n",
      "refl:, 1.2074072828613354, 0.739622641509434, 63.25596068464814, 0.04865237243003264\n",
      "refl:, 1.2074072828613354, 0.7259259259259259, 61.22160180379117, 0.06275076172785536\n",
      "refl:, 1.2074072828613354, 0.7127272727272727, 59.378629248099124, 0.07575594386491534\n",
      "refl:, 1.2074072828613354, 0.7, 57.691773022139905, 0.08757338578695935\n",
      "refl:, 1.2074072828613354, 0.6877192982456141, 56.13545775731428, 0.09824417945974033\n",
      "refl:, 1.2074072828613354, 0.6758620689655173, 54.69040263962552, 0.10794438844280667\n",
      "refl:, 1.2074072828613354, 0.664406779661017, 53.3416232015308, 0.11670036595288552\n",
      "refl:, 1.2074072828613354, 0.6533333333333333, 52.0771858356392, 0.12465519843605913\n",
      "refl:, 1.2074072828613354, 0.6426229508196721, 50.88739414232009, 0.1318734346297872\n",
      "refl:, 1.2074072828613354, 0.632258064516129, 49.76423655717566, 0.13846190112373255\n",
      "refl:, 1.2074072828613354, 0.6222222222222222, 48.70099913863975, 0.14446187315076348\n",
      "refl:, 1.2074072828613354, 0.6124999999999999, 47.69198665804526, 0.14995944852053927\n",
      "refl:, 1.2074072828613354, 0.6030769230769231, 46.73231696062462, 0.1549820926980573\n",
      "refl:, 1.2074072828613354, 0.593939393939394, 45.817766249324485, 0.1595835789325249\n",
      "refl:, 1.2074072828613354, 0.5850746268656717, 44.94465059915575, 0.16380210131720174\n",
      "refl:, 1.2074072828613354, 0.5764705882352942, 44.109733785683, 0.16766536391558942\n",
      "refl:, 1.2074072828613354, 0.5681159420289855, 43.31015457776125, 0.17121616499277004\n",
      "refl:, 1.2074072828613354, 0.56, 42.543368664412704, 0.17447361559923755\n",
      "refl:, 1.2074072828613354, 0.552112676056338, 41.80710174663229, 0.17746600029237136\n",
      "refl:, 1.2074072828613354, 0.5444444444444444, 41.099311260706344, 0.1802097333049947\n",
      "refl:, 1.2074072828613354, 0.536986301369863, 40.418154855029364, 0.18272225722756205\n",
      "refl:, 1.2074072828613354, 0.5297297297297298, 39.76196420912173, 0.18502166386205582\n",
      "refl:, 1.2074072828613354, 0.5226666666666667, 39.12922312098109, 0.18712270741981965\n",
      "refl:, 1.2074072828613354, 0.5157894736842105, 38.51854903626071, 0.18904224669910968\n",
      "refl:, 1.2074072828613354, 0.509090909090909, 37.928677376424204, 0.19078915859924261\n",
      "refl:, 1.2074072828613354, 0.5025641025641026, 37.35844816099257, 0.19237299906480013\n",
      "refl:, 1.2074072828613354, 0.4962025316455696, 36.806794523773725, 0.19380527183932186\n",
      "refl:, 1.2074072828613354, 0.49, 36.272732803336254, 0.19509371745070436\n",
      "refl:, 1.2074072828613354, 0.4839506172839506, 35.755353950220794, 0.19624819583455538\n",
      "refl:, 1.2074072828613354, 0.47804878048780486, 35.253816041990945, 0.1972786745002075\n",
      "refl:, 1.2074072828613354, 0.47228915662650606, 34.76733773550362, 0.1981865257168301\n",
      "refl:, 1.2074072828613354, 0.4666666666666667, 34.295192516152845, 0.19897642469530394\n",
      "refl:, 1.2074072828613354, 0.4611764705882353, 33.83670362811667, 0.19965916344877177\n",
      "refl:, 1.2074072828613354, 0.4558139534883721, 33.391239589169516, 0.2002382841140244\n",
      "refl:, 1.2074072828613354, 0.4505747126436782, 32.95821020943854, 0.20072161188836213\n",
      "refl:, 1.2074072828613354, 0.4454545454545454, 32.537063046367535, 0.2011093588503599\n",
      "refl:, 1.2074072828613354, 0.44044943820224725, 32.12728023870626, 0.20139529444222973\n",
      "refl:, 1.2074072828613354, 0.43555555555555553, 31.728375671037586, 0.2015949789880908\n",
      "refl:, 1.2074072828613354, 0.4307692307692308, 31.33989242755132, 0.20171523571194905\n",
      "refl:, 1.2074072828613354, 0.4260869565217391, 30.96140049976025, 0.20176487549210922\n",
      "refl:, 1.2074072828613354, 0.421505376344086, 30.592494717856905, 0.20173258595752414\n",
      "refl:, 1.2074072828613354, 0.41702127659574467, 30.23279287960783, 0.20158399392540655\n",
      "refl:, 1.2074072828613354, 0.4126315789473684, 29.88193405422147, 0.20138903983141088\n",
      "refl:, 1.2074072828613354, 0.4083333333333333, 29.539577041619506, 0.20117661380600185\n",
      "refl:, 1.2074072828613354, 0.4041237113402062, 29.2053989700849, 0.2009185301554802\n",
      "refl:, 1.2074072828613354, 0.4, 28.879094017427605, 0.2005570833595033\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 3.71933e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00173497 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.13921342756108773 / 0.13921342756108773 = 1.0\n",
      "field decay(t = 100.01): 1.3144200426074514e-11 / 0.13921342756108773 = 9.441761945202273e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 4.31538e-05 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.00474286 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1392134279350055 / 0.1392134279350055 = 1.0\n",
      "field decay(t = 100.01): 9.871965143904996e-11 / 0.1392134279350055 = 7.091244925391763e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.23100969126526, 0.8, 79.99999999999994, 0.028668309855084118\n",
      "refl:, 1.23100969126526, 0.784, 74.82079670263325, 0.002131947030522914\n",
      "refl:, 1.23100969126526, 0.7686274509803922, 71.11813585396203, 0.004117095029749368\n",
      "refl:, 1.23100969126526, 0.7538461538461539, 68.12392493650243, 0.01750499625965161\n",
      "refl:, 1.23100969126526, 0.739622641509434, 65.57213417097068, 0.032817770182446984\n",
      "refl:, 1.23100969126526, 0.7259259259259259, 63.331955818023665, 0.04791694905496988\n",
      "refl:, 1.23100969126526, 0.7127272727272727, 61.32721657609733, 0.06192830286716911\n",
      "refl:, 1.23100969126526, 0.7, 59.508764013939604, 0.07458277694558078\n",
      "refl:, 1.23100969126526, 0.6877192982456141, 57.84259890532987, 0.08617714917468623\n",
      "refl:, 1.23100969126526, 0.6758620689655173, 56.30398980710504, 0.0966379797155269\n",
      "refl:, 1.23100969126526, 0.664406779661017, 54.87424701948212, 0.10612489602225829\n",
      "refl:, 1.23100969126526, 0.6533333333333333, 53.53881754577338, 0.11477448569944776\n",
      "refl:, 1.23100969126526, 0.6426229508196721, 52.2860932123638, 0.1226196975060367\n",
      "refl:, 1.23100969126526, 0.632258064516129, 51.10662968356778, 0.12979595071970462\n",
      "refl:, 1.23100969126526, 0.6222222222222222, 49.992614952243095, 0.1363423839815458\n",
      "refl:, 1.23100969126526, 0.6124999999999999, 48.937495982303304, 0.14232506775291698\n",
      "refl:, 1.23100969126526, 0.6030769230769231, 47.93570930843333, 0.14779669116407043\n",
      "refl:, 1.23100969126526, 0.593939393939394, 46.98248211140486, 0.15279783449569376\n",
      "refl:, 1.23100969126526, 0.5850746268656717, 46.07368235996428, 0.1573761848030311\n",
      "refl:, 1.23100969126526, 0.5764705882352942, 45.205703916101704, 0.16157162995599855\n",
      "refl:, 1.23100969126526, 0.5681159420289855, 44.37537706820699, 0.16542676815817645\n",
      "refl:, 1.23100969126526, 0.56, 43.57989789517631, 0.16896454842958672\n",
      "refl:, 1.23100969126526, 0.552112676056338, 42.81677180338089, 0.1722206134003931\n",
      "refl:, 1.23100969126526, 0.5444444444444444, 42.083767886770914, 0.17520135452911917\n",
      "refl:, 1.23100969126526, 0.536986301369863, 41.378881661291835, 0.17793593217612066\n",
      "refl:, 1.23100969126526, 0.5297297297297298, 40.70030435652892, 0.1804419317536035\n",
      "refl:, 1.23100969126526, 0.5226666666666667, 40.046397397863686, 0.18273421151574976\n",
      "refl:, 1.23100969126526, 0.5157894736842105, 39.41567103836258, 0.18483834118872827\n",
      "refl:, 1.23100969126526, 0.509090909090909, 38.806766338771496, 0.18675576413095382\n",
      "refl:, 1.23100969126526, 0.5025641025641026, 38.218439871701385, 0.18849963174434395\n",
      "refl:, 1.23100969126526, 0.4962025316455696, 37.64955065969264, 0.19008108230487103\n",
      "refl:, 1.23100969126526, 0.49, 37.099048958377544, 0.19150758216597197\n",
      "refl:, 1.23100969126526, 0.4839506172839506, 36.56596657389412, 0.19279776266416668\n",
      "refl:, 1.23100969126526, 0.47804878048780486, 36.049408464086156, 0.19395439242202947\n",
      "refl:, 1.23100969126526, 0.47228915662650606, 35.54854542021205, 0.19498180503114848\n",
      "refl:, 1.23100969126526, 0.4666666666666667, 35.062607663064846, 0.19588433555808407\n",
      "refl:, 1.23100969126526, 0.4611764705882353, 34.59087921692149, 0.19666557505940196\n",
      "refl:, 1.23100969126526, 0.4558139534883721, 34.13269294834013, 0.19734832119524592\n",
      "refl:, 1.23100969126526, 0.4505747126436782, 33.6874261758209, 0.19793121915708817\n",
      "refl:, 1.23100969126526, 0.4454545454545454, 33.25449677173539, 0.19840657303015277\n",
      "refl:, 1.23100969126526, 0.44044943820224725, 32.83335969046958, 0.19877980002307316\n",
      "refl:, 1.23100969126526, 0.43555555555555553, 32.42350386700291, 0.19904606256565613\n",
      "refl:, 1.23100969126526, 0.4307692307692308, 32.0244494386133, 0.1992480800037741\n",
      "refl:, 1.23100969126526, 0.4260869565217391, 31.63574524940934, 0.19939085390804745\n",
      "refl:, 1.23100969126526, 0.421505376344086, 31.2569666032255, 0.19942098648283285\n",
      "refl:, 1.23100969126526, 0.41702127659574467, 30.887713235292672, 0.19934811719121265\n",
      "refl:, 1.23100969126526, 0.4126315789473684, 30.527607477190394, 0.1991752884538809\n",
      "refl:, 1.23100969126526, 0.4083333333333333, 30.176292593038497, 0.19904014318467667\n",
      "refl:, 1.23100969126526, 0.4041237113402062, 29.83343126780691, 0.19894516024468498\n",
      "refl:, 1.23100969126526, 0.4, 29.498704231103652, 0.19854708072325522\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.007622 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.23946072431081186 / 0.23946072431081186 = 1.0\n",
      "field decay(t = 100.01): 2.143367304660103e-13 / 0.23946072431081186 = 8.950809410724429e-13\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000111818 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0173719 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.23946072470582727 / 0.23946072470582727 = 1.0\n",
      "field decay(t = 100.01): 2.2924410648414684e-11 / 0.23946072470582727 = 9.573348897434795e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.4275251791570859, 0.8, 20.0, 0.27287026974445927\n",
      "refl:, 0.4275251791570859, 0.784, 19.583468236198428, 0.2732024101218738\n",
      "refl:, 0.4275251791570859, 0.7686274509803922, 19.184283570762837, 0.2734622444200681\n",
      "refl:, 0.4275251791570859, 0.7538461538461539, 18.80136282780684, 0.27365329059595683\n",
      "refl:, 0.4275251791570859, 0.739622641509434, 18.433712921276232, 0.27378076185161915\n",
      "refl:, 0.4275251791570859, 0.7259259259259259, 18.080421505473552, 0.27384851240423785\n",
      "refl:, 0.4275251791570859, 0.7127272727272727, 17.74064878668832, 0.2738584846379507\n",
      "refl:, 0.4275251791570859, 0.7, 17.413620328364388, 0.27381376974644933\n",
      "refl:, 0.4275251791570859, 0.6877192982456141, 17.098620709730763, 0.27371850538265774\n",
      "refl:, 0.4275251791570859, 0.6758620689655173, 16.794987920274295, 0.2735750966910372\n",
      "refl:, 0.4275251791570859, 0.664406779661017, 16.50210839086207, 0.2733847949229058\n",
      "refl:, 0.4275251791570859, 0.6533333333333333, 16.21941257752279, 0.2731503266875855\n",
      "refl:, 0.4275251791570859, 0.6426229508196721, 15.946371026493122, 0.2728749017452174\n",
      "refl:, 0.4275251791570859, 0.632258064516129, 15.682490859619808, 0.2725596258354739\n",
      "refl:, 0.4275251791570859, 0.6222222222222222, 15.427312627971409, 0.2722049153191827\n",
      "refl:, 0.4275251791570859, 0.6124999999999999, 15.18040748886694, 0.2718130795196188\n",
      "refl:, 0.4275251791570859, 0.6030769230769231, 14.941374667722823, 0.2713863599041548\n",
      "refl:, 0.4275251791570859, 0.593939393939394, 14.709839171355561, 0.2709245158308668\n",
      "refl:, 0.4275251791570859, 0.5850746268656717, 14.485449723819883, 0.2704275378957415\n",
      "refl:, 0.4275251791570859, 0.5764705882352942, 14.267876899642369, 0.26989771202120866\n",
      "refl:, 0.4275251791570859, 0.5681159420289855, 14.056811432538773, 0.26933628796739983\n",
      "refl:, 0.4275251791570859, 0.56, 13.851962680467771, 0.26874214027712073\n",
      "refl:, 0.4275251791570859, 0.552112676056338, 13.653057230248155, 0.2681155761222093\n",
      "refl:, 0.4275251791570859, 0.5444444444444444, 13.459837627011849, 0.2674588673074579\n",
      "refl:, 0.4275251791570859, 0.536986301369863, 13.272061215531336, 0.2667723151469476\n",
      "refl:, 0.4275251791570859, 0.5297297297297298, 13.089499081989581, 0.26605454446111854\n",
      "refl:, 0.4275251791570859, 0.5226666666666667, 12.911935086088024, 0.2653063511402134\n",
      "refl:, 0.4275251791570859, 0.5157894736842105, 12.73916497454351, 0.2645297343354968\n",
      "refl:, 0.4275251791570859, 0.509090909090909, 12.570995568032437, 0.2637242645202348\n",
      "refl:, 0.4275251791570859, 0.5025641025641026, 12.407244014521105, 0.2628885752055156\n",
      "refl:, 0.4275251791570859, 0.4962025316455696, 12.247737102692609, 0.26202377900308255\n",
      "refl:, 0.4275251791570859, 0.49, 12.092310629857906, 0.2611315306153532\n",
      "refl:, 0.4275251791570859, 0.4839506172839506, 11.94080881933422, 0.2602107728685866\n",
      "refl:, 0.4275251791570859, 0.47804878048780486, 11.793083782798943, 0.25926014291141586\n",
      "refl:, 0.4275251791570859, 0.47228915662650606, 11.648995023590732, 0.25828106391345235\n",
      "refl:, 0.4275251791570859, 0.4666666666666667, 11.508408977339421, 0.25727477704208235\n",
      "refl:, 0.4275251791570859, 0.4611764705882353, 11.37119858666983, 0.2562395153461572\n",
      "refl:, 0.4275251791570859, 0.4558139534883721, 11.23724290704701, 0.2551740956437644\n",
      "refl:, 0.4275251791570859, 0.4505747126436782, 11.106426741117268, 0.2540803028372474\n",
      "refl:, 0.4275251791570859, 0.4454545454545454, 10.978640299154753, 0.25295873317085843\n",
      "refl:, 0.4275251791570859, 0.44044943820224725, 10.853778883451254, 0.2518070732573948\n",
      "refl:, 0.4275251791570859, 0.43555555555555553, 10.731742594690267, 0.2506247305646683\n",
      "refl:, 0.4275251791570859, 0.4307692307692308, 10.61243605852877, 0.249413825082604\n",
      "refl:, 0.4275251791570859, 0.4260869565217391, 10.495768170772996, 0.2481743775271508\n",
      "refl:, 0.4275251791570859, 0.421505376344086, 10.381651859681224, 0.24690419443990608\n",
      "refl:, 0.4275251791570859, 0.41702127659574467, 10.270003864057921, 0.2456037441531416\n",
      "refl:, 0.4275251791570859, 0.4126315789473684, 10.160744525922071, 0.24427554305470142\n",
      "refl:, 0.4275251791570859, 0.4083333333333333, 10.053797596639106, 0.2429193465329389\n",
      "refl:, 0.4275251791570859, 0.4041237113402062, 9.949090055502005, 0.24153322642643202\n",
      "refl:, 0.4275251791570859, 0.4, 9.846551939834079, 0.2401180039660742\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000110865 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00934601 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.23217567515545764 / 0.23217567515545764 = 1.0\n",
      "field decay(t = 100.01): 3.1895846890533654e-13 / 0.23217567515545764 = 1.3737807317315728e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.016118 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.23217567572617967 / 0.23217567572617967 = 1.0\n",
      "field decay(t = 100.01): 2.511386584143695e-11 / 0.23217567572617967 = 1.0816751480484724e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.5282728271758743, 0.8, 25.0, 0.2601481976279196\n",
      "refl:, 0.5282728271758743, 0.784, 24.46679999189225, 0.2610696372423531\n",
      "refl:, 0.5282728271758743, 0.7686274509803922, 23.95662859236144, 0.2618770325163737\n",
      "refl:, 0.5282728271758743, 0.7538461538461539, 23.467975961566616, 0.2625788276586943\n",
      "refl:, 0.5282728271758743, 0.739622641509434, 22.99946566139384, 0.2631817618626755\n",
      "refl:, 0.5282728271758743, 0.7259259259259259, 22.54983979533518, 0.2636926798419164\n",
      "refl:, 0.5282728271758743, 0.7127272727272727, 22.117946146436154, 0.2641189902441729\n",
      "refl:, 0.5282728271758743, 0.7, 21.70272699899909, 0.2644658127354963\n",
      "refl:, 0.5282728271758743, 0.6877192982456141, 21.303209386217617, 0.26473707694833154\n",
      "refl:, 0.5282728271758743, 0.6758620689655173, 20.91849655102253, 0.26493869102120726\n",
      "refl:, 0.5282728271758743, 0.664406779661017, 20.54776044367494, 0.26507564513451415\n",
      "refl:, 0.5282728271758743, 0.6533333333333333, 20.19023510896709, 0.2651500052068409\n",
      "refl:, 0.5282728271758743, 0.6426229508196721, 19.84521083974841, 0.26516501686911953\n",
      "refl:, 0.5282728271758743, 0.632258064516129, 19.51202899301187, 0.26512536746580095\n",
      "refl:, 0.5282728271758743, 0.6222222222222222, 19.190077380825585, 0.26503310672375896\n",
      "refl:, 0.5282728271758743, 0.6124999999999999, 18.878786161658894, 0.26488908132632305\n",
      "refl:, 0.5282728271758743, 0.6030769230769231, 18.577624168665142, 0.26469630209606193\n",
      "refl:, 0.5282728271758743, 0.593939393939394, 18.28609562066815, 0.26445767784614754\n",
      "refl:, 0.5282728271758743, 0.5850746268656717, 18.003737169291743, 0.26417370471931184\n",
      "refl:, 0.5282728271758743, 0.5764705882352942, 17.730115242139682, 0.26384505077481407\n",
      "refl:, 0.5282728271758743, 0.5681159420289855, 17.46482364739322, 0.26347427561024556\n",
      "refl:, 0.5282728271758743, 0.56, 17.207481409818527, 0.26306325708398504\n",
      "refl:, 0.5282728271758743, 0.552112676056338, 16.957730812108316, 0.262611771262809\n",
      "refl:, 0.5282728271758743, 0.5444444444444444, 16.715235618835717, 0.2621203557572436\n",
      "refl:, 0.5282728271758743, 0.536986301369863, 16.479679463167955, 0.2615915488530281\n",
      "refl:, 0.5282728271758743, 0.5297297297297298, 16.250764378950514, 0.26102646172552363\n",
      "refl:, 0.5282728271758743, 0.5226666666666667, 16.028209462892256, 0.26042407309811766\n",
      "refl:, 0.5282728271758743, 0.5157894736842105, 15.811749653412038, 0.25978529806673434\n",
      "refl:, 0.5282728271758743, 0.509090909090909, 15.60113461429131, 0.2591127130188696\n",
      "refl:, 0.5282728271758743, 0.5025641025641026, 15.396127712651408, 0.25840617419006323\n",
      "refl:, 0.5282728271758743, 0.4962025316455696, 15.196505081970068, 0.2576643632602327\n",
      "refl:, 0.5282728271758743, 0.49, 15.002054761894165, 0.2568889467859571\n",
      "refl:, 0.5282728271758743, 0.4839506172839506, 14.81257590751694, 0.2560818324629057\n",
      "refl:, 0.5282728271758743, 0.47804878048780486, 14.627878061586326, 0.2552417285733339\n",
      "refl:, 0.5282728271758743, 0.47228915662650606, 14.44778048381156, 0.25436772779199046\n",
      "refl:, 0.5282728271758743, 0.4666666666666667, 14.272111532051735, 0.2534618054882236\n",
      "refl:, 0.5282728271758743, 0.4611764705882353, 14.100708090713411, 0.2525248442883521\n",
      "refl:, 0.5282728271758743, 0.4558139534883721, 13.933415042164041, 0.25155500702726324\n",
      "refl:, 0.5282728271758743, 0.4505747126436782, 13.770084777392734, 0.25055182001671567\n",
      "refl:, 0.5282728271758743, 0.4454545454545454, 13.610576742526133, 0.24951717022490025\n",
      "refl:, 0.5282728271758743, 0.44044943820224725, 13.454757018141454, 0.24845117408859577\n",
      "refl:, 0.5282728271758743, 0.43555555555555553, 13.30249792861589, 0.24735169966979012\n",
      "refl:, 0.5282728271758743, 0.4307692307692308, 13.153677679016674, 0.2462187296769865\n",
      "refl:, 0.5282728271758743, 0.4260869565217391, 13.008180017272103, 0.24505436171970374\n",
      "refl:, 0.5282728271758743, 0.421505376344086, 12.865893919575512, 0.24385825418409707\n",
      "refl:, 0.5282728271758743, 0.41702127659574467, 12.726713297162874, 0.2426284381212972\n",
      "refl:, 0.5282728271758743, 0.4126315789473684, 12.590536722774571, 0.24136614460408662\n",
      "refl:, 0.5282728271758743, 0.4083333333333333, 12.457267175263851, 0.24007405600657153\n",
      "refl:, 0.5282728271758743, 0.4041237113402062, 12.326811800951434, 0.238751417728497\n",
      "refl:, 0.5282728271758743, 0.4, 12.199081690448809, 0.2373967326334257\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108004 s\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00868416 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.22375100718842 / 0.22375100718842 = 1.0\n",
      "field decay(t = 100.01): 4.4054832270861915e-13 / 0.22375100718842 = 1.9689221883038714e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0171471 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.22375100783149995 / 0.22375100783149995 = 1.0\n",
      "field decay(t = 100.01): 2.604590852088861e-11 / 0.22375100783149995 = 1.1640577074183724e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.6249999999999999, 0.8, 29.999999999999993, 0.2442050337697129\n",
      "refl:, 0.6249999999999999, 0.784, 29.34058157502373, 0.24592026654412946\n",
      "refl:, 0.6249999999999999, 0.7686274509803922, 28.711017527148794, 0.2474593095717218\n",
      "refl:, 0.6249999999999999, 0.7538461538461539, 28.10922128260952, 0.24883736533494075\n",
      "refl:, 0.6249999999999999, 0.739622641509434, 27.53330580109674, 0.25006920079221073\n",
      "refl:, 0.6249999999999999, 0.7259259259259259, 26.98155921981659, 0.25116546178265714\n",
      "refl:, 0.6249999999999999, 0.7127272727272727, 26.452424118557172, 0.2521360799590939\n",
      "refl:, 0.6249999999999999, 0.7, 25.944479772370002, 0.2529918131418104\n",
      "refl:, 0.6249999999999999, 0.6877192982456141, 25.45642688540588, 0.2537410511682661\n",
      "refl:, 0.6249999999999999, 0.6758620689655173, 24.98707439783817, 0.2543901348468849\n",
      "refl:, 0.6249999999999999, 0.664406779661017, 24.53532803474182, 0.2549460427718285\n",
      "refl:, 0.6249999999999999, 0.6533333333333333, 24.10018032643974, 0.25541571682136277\n",
      "refl:, 0.6249999999999999, 0.6426229508196721, 23.680701877992792, 0.25580383669879514\n",
      "refl:, 0.6249999999999999, 0.632258064516129, 23.276033704033082, 0.2561140687592272\n",
      "refl:, 0.6249999999999999, 0.6222222222222222, 22.885380476158563, 0.2563515425795029\n",
      "refl:, 0.6249999999999999, 0.6124999999999999, 22.508004555237044, 0.2565208309064006\n",
      "refl:, 0.6249999999999999, 0.6030769230769231, 22.14322070144805, 0.2566238743420462\n",
      "refl:, 0.6249999999999999, 0.593939393939394, 21.79039137167391, 0.25666334314703\n",
      "refl:, 0.6249999999999999, 0.5850746268656717, 21.448922527676533, 0.256643740595326\n",
      "refl:, 0.6249999999999999, 0.5764705882352942, 21.118259889941786, 0.25656730578199227\n",
      "refl:, 0.6249999999999999, 0.5681159420289855, 20.797885581592283, 0.25643465337781024\n",
      "refl:, 0.6249999999999999, 0.56, 20.487315114722662, 0.256248873599916\n",
      "refl:, 0.6249999999999999, 0.552112676056338, 20.186094678183196, 0.25601329709669296\n",
      "refl:, 0.6249999999999999, 0.5444444444444444, 19.89379869145801, 0.25572829145150733\n",
      "refl:, 0.6249999999999999, 0.536986301369863, 19.610027594036424, 0.255394616552182\n",
      "refl:, 0.6249999999999999, 0.5297297297297298, 19.33440584370919, 0.2550154350698738\n",
      "refl:, 0.6249999999999999, 0.5226666666666667, 19.066580100655866, 0.25459252830565576\n",
      "refl:, 0.6249999999999999, 0.5157894736842105, 18.806217577124535, 0.25412542518907427\n",
      "refl:, 0.6249999999999999, 0.509090909090909, 18.553004535020655, 0.2536152551480315\n",
      "refl:, 0.6249999999999999, 0.5025641025641026, 18.306644915884704, 0.2530647648651237\n",
      "refl:, 0.6249999999999999, 0.4962025316455696, 18.066859089603533, 0.25247451149799194\n",
      "refl:, 0.6249999999999999, 0.49, 17.833382709813034, 0.251843602956665\n",
      "refl:, 0.6249999999999999, 0.4839506172839506, 17.605965665348197, 0.25117351956545597\n",
      "refl:, 0.6249999999999999, 0.47804878048780486, 17.38437111831227, 0.2504665488589744\n",
      "refl:, 0.6249999999999999, 0.47228915662650606, 17.168374620396104, 0.2497220477831976\n",
      "refl:, 0.6249999999999999, 0.4666666666666667, 16.957763300004142, 0.24893902021832587\n",
      "refl:, 0.6249999999999999, 0.4611764705882353, 16.752335113553887, 0.24811948817045582\n",
      "refl:, 0.6249999999999999, 0.4558139534883721, 16.551898155026578, 0.24726486187036864\n",
      "refl:, 0.6249999999999999, 0.4505747126436782, 16.35627001847215, 0.24637335126615545\n",
      "refl:, 0.6249999999999999, 0.4454545454545454, 16.165277208722518, 0.24544445758208924\n",
      "refl:, 0.6249999999999999, 0.44044943820224725, 15.978754596053776, 0.24448044797494067\n",
      "refl:, 0.6249999999999999, 0.43555555555555553, 15.796544910968182, 0.24348141406546195\n",
      "refl:, 0.6249999999999999, 0.4307692307692308, 15.618498275648548, 0.24244508607372425\n",
      "refl:, 0.6249999999999999, 0.4260869565217391, 15.44447176897603, 0.24137187009594935\n",
      "refl:, 0.6249999999999999, 0.421505376344086, 15.274329022304034, 0.2402639528246127\n",
      "refl:, 0.6249999999999999, 0.41702127659574467, 15.107939843449019, 0.23912065251888115\n",
      "refl:, 0.6249999999999999, 0.4126315789473684, 14.94517986659885, 0.23794038016947253\n",
      "refl:, 0.6249999999999999, 0.4083333333333333, 14.78593022605342, 0.23672496742401775\n",
      "refl:, 0.6249999999999999, 0.4041237113402062, 14.630077251904048, 0.23547697979370008\n",
      "refl:, 0.6249999999999999, 0.4, 14.477512185929921, 0.23419574038931623\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000112057 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00802183 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.2144470639002981 / 0.2144470639002981 = 1.0\n",
      "field decay(t = 100.01): 5.749510870152026e-13 / 0.2144470639002981 = 2.6810863089387505e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000110865 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.016397 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.21444706445458073 / 0.21444706445458073 = 1.0\n",
      "field decay(t = 100.01): 2.737725032991902e-11 / 0.21444706445458073 = 1.276643744205575e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.7169705454388076, 0.8, 35.0, 0.22482605012853205\n",
      "refl:, 0.7169705454388076, 0.784, 34.201491482224874, 0.2275879297659293\n",
      "refl:, 0.7169705454388076, 0.7686274509803922, 33.4413597291606, 0.2300861771421993\n",
      "refl:, 0.7169705454388076, 0.7538461538461539, 32.71669424141867, 0.23234663839124975\n",
      "refl:, 0.7169705454388076, 0.739622641509434, 32.02489215108529, 0.2343911194485937\n",
      "refl:, 0.7169705454388076, 0.7259259259259259, 31.363616172201723, 0.23623793864435802\n",
      "refl:, 0.7169705454388076, 0.7127272727272727, 30.73075960358516, 0.23790584943527182\n",
      "refl:, 0.7169705454388076, 0.7, 30.12441698853809, 0.2394088473062314\n",
      "refl:, 0.7169705454388076, 0.6877192982456141, 29.542859352190995, 0.24075882698160853\n",
      "refl:, 0.7169705454388076, 0.6758620689655173, 28.984513173223203, 0.24196961848162934\n",
      "refl:, 0.7169705454388076, 0.664406779661017, 28.447942424882076, 0.24305087670480616\n",
      "refl:, 0.7169705454388076, 0.6533333333333333, 27.931833156170086, 0.24400999332366932\n",
      "refl:, 0.7169705454388076, 0.6426229508196721, 27.43498018882287, 0.24485687989558083\n",
      "refl:, 0.7169705454388076, 0.632258064516129, 26.95627558715663, 0.24559913215899493\n",
      "refl:, 0.7169705454388076, 0.6222222222222222, 26.49469862174186, 0.246241502598612\n",
      "refl:, 0.7169705454388076, 0.6124999999999999, 26.049306998353728, 0.24679042717466868\n",
      "refl:, 0.7169705454388076, 0.6030769230769231, 25.619229163859046, 0.2472523465378225\n",
      "refl:, 0.7169705454388076, 0.593939393939394, 25.20365753294407, 0.24763123330505407\n",
      "refl:, 0.7169705454388076, 0.5850746268656717, 24.80184250561243, 0.24793067603660995\n",
      "refl:, 0.7169705454388076, 0.5764705882352942, 24.41308716651858, 0.24815554480891827\n",
      "refl:, 0.7169705454388076, 0.5681159420289855, 24.036742574466203, 0.24831017863638788\n",
      "refl:, 0.7169705454388076, 0.56, 23.672203564580393, 0.24839671574872801\n",
      "refl:, 0.7169705454388076, 0.552112676056338, 23.318904997368072, 0.24841768322180216\n",
      "refl:, 0.7169705454388076, 0.5444444444444444, 22.976318398592397, 0.24837749388988659\n",
      "refl:, 0.7169705454388076, 0.536986301369863, 22.643948941980693, 0.24827859346807957\n",
      "refl:, 0.7169705454388076, 0.5297297297297298, 22.321332733561132, 0.24812142120897318\n",
      "refl:, 0.7169705454388076, 0.5226666666666667, 22.008034362119382, 0.24790902685773963\n",
      "refl:, 0.7169705454388076, 0.5157894736842105, 21.703644685073712, 0.24764492885992392\n",
      "refl:, 0.7169705454388076, 0.509090909090909, 21.407778823139967, 0.24732917319523862\n",
      "refl:, 0.7169705454388076, 0.5025641025641026, 21.120074340620857, 0.24696243326222161\n",
      "refl:, 0.7169705454388076, 0.4962025316455696, 20.840189591108683, 0.24654821236606225\n",
      "refl:, 0.7169705454388076, 0.49, 20.56780221092012, 0.246087935342834\n",
      "refl:, 0.7169705454388076, 0.4839506172839506, 20.302607744753697, 0.2455807741452668\n",
      "refl:, 0.7169705454388076, 0.47804878048780486, 20.044318389931625, 0.24502832199568722\n",
      "refl:, 0.7169705454388076, 0.47228915662650606, 19.79266184720379, 0.24443328421700983\n",
      "refl:, 0.7169705454388076, 0.4666666666666667, 19.54738026749198, 0.24379556106465222\n",
      "refl:, 0.7169705454388076, 0.4611764705882353, 19.308229285168313, 0.24311440973651832\n",
      "refl:, 0.7169705454388076, 0.4558139534883721, 19.07497712952083, 0.2423917032614313\n",
      "refl:, 0.7169705454388076, 0.4505747126436782, 18.847403806983923, 0.24162921270758458\n",
      "refl:, 0.7169705454388076, 0.4454545454545454, 18.62530034751981, 0.24082577322829152\n",
      "refl:, 0.7169705454388076, 0.44044943820224725, 18.408468109247096, 0.23998068018388435\n",
      "refl:, 0.7169705454388076, 0.43555555555555553, 18.196718136035763, 0.23909605307915388\n",
      "refl:, 0.7169705454388076, 0.4307692307692308, 17.98987056333767, 0.23817255818097147\n",
      "refl:, 0.7169705454388076, 0.4260869565217391, 17.787754068005896, 0.23720797538105634\n",
      "refl:, 0.7169705454388076, 0.421505376344086, 17.590205358285754, 0.236202366418755\n",
      "refl:, 0.7169705454388076, 0.41702127659574467, 17.39706870053973, 0.23515820136339463\n",
      "refl:, 0.7169705454388076, 0.4126315789473684, 17.20819547960629, 0.2340750107196232\n",
      "refl:, 0.7169705454388076, 0.4083333333333333, 17.02344378999232, 0.2329510888033509\n",
      "refl:, 0.7169705454388076, 0.4041237113402062, 16.842678055366356, 0.23178864386805378\n",
      "refl:, 0.7169705454388076, 0.4, 16.665768674058118, 0.2305906700422077\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00882411 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.20454876789491885 / 0.20454876789491885 = 1.0\n",
      "field decay(t = 100.01): 7.178635175771892e-13 / 0.20454876789491885 = 3.509498125874663e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108004 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.018625 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.20454876813558592 / 0.20454876813558592 = 1.0\n",
      "field decay(t = 100.01): 2.8174572450318613e-11 / 0.20454876813558592 = 1.3774012284270024e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.8034845121081741, 0.8, 39.99999999999999, 0.20179462162966672\n",
      "refl:, 0.8034845121081741, 0.784, 39.04509528455022, 0.2059250719323383\n",
      "refl:, 0.8034845121081741, 0.7686274509803922, 38.139646206191365, 0.20966397204966036\n",
      "refl:, 0.8034845121081741, 0.7538461538461539, 37.27949726994566, 0.21305427397378518\n",
      "refl:, 0.8034845121081741, 0.739622641509434, 36.46098976062103, 0.21613269723029083\n",
      "refl:, 0.8034845121081741, 0.7259259259259259, 35.680884053707004, 0.21892741270212848\n",
      "refl:, 0.8034845121081741, 0.7127272727272727, 34.93629688867566, 0.22146683922801672\n",
      "refl:, 0.8034845121081741, 0.7, 34.22465020933728, 0.22377279980470224\n",
      "refl:, 0.8034845121081741, 0.6877192982456141, 33.54362905484555, 0.22586624586940138\n",
      "refl:, 0.8034845121081741, 0.6758620689655173, 32.89114661043291, 0.22776517254801126\n",
      "refl:, 0.8034845121081741, 0.664406779661017, 32.265314978971055, 0.2294835019692795\n",
      "refl:, 0.8034845121081741, 0.6533333333333333, 31.664420565727855, 0.2310373437439053\n",
      "refl:, 0.8034845121081741, 0.6426229508196721, 31.086903214629274, 0.23243828166083527\n",
      "refl:, 0.8034845121081741, 0.632258064516129, 30.531338419096144, 0.23369542692345546\n",
      "refl:, 0.8034845121081741, 0.6222222222222222, 29.996422070856152, 0.2348212532271984\n",
      "refl:, 0.8034845121081741, 0.6124999999999999, 29.480957317802616, 0.23582404434823864\n",
      "refl:, 0.8034845121081741, 0.6030769230769231, 28.983843185365757, 0.23670970324155213\n",
      "refl:, 0.8034845121081741, 0.593939393939394, 28.504064681021994, 0.2374874618810027\n",
      "refl:, 0.8034845121081741, 0.5850746268656717, 28.0406841528977, 0.23816414677923553\n",
      "refl:, 0.8034845121081741, 0.5764705882352942, 27.592833714170844, 0.2387438174110003\n",
      "refl:, 0.8034845121081741, 0.5681159420289855, 27.159708577552564, 0.239232508084756\n",
      "refl:, 0.8034845121081741, 0.56, 26.740561170354134, 0.23963612123153596\n",
      "refl:, 0.8034845121081741, 0.552112676056338, 26.33469592188663, 0.23995828312103898\n",
      "refl:, 0.8034845121081741, 0.5444444444444444, 25.94146463225064, 0.24020224568501714\n",
      "refl:, 0.8034845121081741, 0.536986301369863, 25.560262345758233, 0.24037244343095185\n",
      "refl:, 0.8034845121081741, 0.5297297297297298, 25.190523663916437, 0.2404730149043355\n",
      "refl:, 0.8034845121081741, 0.5226666666666667, 24.831719442577725, 0.2405057199519815\n",
      "refl:, 0.8034845121081741, 0.5157894736842105, 24.483353825914165, 0.24047273277761147\n",
      "refl:, 0.8034845121081741, 0.509090909090909, 24.144961576600384, 0.2403784518025041\n",
      "refl:, 0.8034845121081741, 0.5025641025641026, 23.816105667237974, 0.24022489861203003\n",
      "refl:, 0.8034845121081741, 0.4962025316455696, 23.496375102814216, 0.24001212440412875\n",
      "refl:, 0.8034845121081741, 0.49, 23.185382948015043, 0.2397434129524054\n",
      "refl:, 0.8034845121081741, 0.4839506172839506, 22.882764536632674, 0.2394219863711472\n",
      "refl:, 0.8034845121081741, 0.47804878048780486, 22.58817584322306, 0.23904730465890137\n",
      "refl:, 0.8034845121081741, 0.47228915662650606, 22.301291999661412, 0.23862033792003395\n",
      "refl:, 0.8034845121081741, 0.4666666666666667, 22.021805941382443, 0.23814466238694304\n",
      "refl:, 0.8034845121081741, 0.4611764705882353, 21.749427169932794, 0.23762099874005177\n",
      "refl:, 0.8034845121081741, 0.4558139534883721, 21.483880620051718, 0.23704845905896132\n",
      "refl:, 0.8034845121081741, 0.4505747126436782, 21.224905620871482, 0.2364290006894749\n",
      "refl:, 0.8034845121081741, 0.4454545454545454, 20.972254942022712, 0.23576489053070165\n",
      "refl:, 0.8034845121081741, 0.44044943820224725, 20.725693916468796, 0.23505540516189377\n",
      "refl:, 0.8034845121081741, 0.43555555555555553, 20.48499963280006, 0.23429986728741037\n",
      "refl:, 0.8034845121081741, 0.4307692307692308, 20.249960190511292, 0.23350021386178307\n",
      "refl:, 0.8034845121081741, 0.4260869565217391, 20.020374012481035, 0.23265749904183425\n",
      "refl:, 0.8034845121081741, 0.421505376344086, 19.79604920948226, 0.23176986721335244\n",
      "refl:, 0.8034845121081741, 0.41702127659574467, 19.576802992091316, 0.23083693098169072\n",
      "refl:, 0.8034845121081741, 0.4126315789473684, 19.362461125837058, 0.22986107450928206\n",
      "refl:, 0.8034845121081741, 0.4083333333333333, 19.15285742585141, 0.2288423958877941\n",
      "refl:, 0.8034845121081741, 0.4041237113402062, 18.9478332876545, 0.22777913143869027\n",
      "refl:, 0.8034845121081741, 0.4, 18.747237251037504, 0.22667336344348024\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000111103 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.006598 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1943564114319847 / 0.1943564114319847 = 1.0\n",
      "field decay(t = 100.01): 8.613369505850488e-13 / 0.1943564114319847 = 4.431739319731548e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108004 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0163691 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1943564112167818 / 0.1943564112167818 = 1.0\n",
      "field decay(t = 100.01): 2.929219089217826e-11 / 0.1943564112167818 = 1.5071378766870859e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.8838834764831843, 0.8, 44.99999999999999, 0.1749506546010766\n",
      "refl:, 0.8838834764831843, 0.784, 43.865246854678944, 0.18084614262894314\n",
      "refl:, 0.8838834764831843, 0.7686274509803922, 42.79498686880298, 0.18616490888473136\n",
      "refl:, 0.8838834764831843, 0.7538461538461539, 41.78306957363623, 0.1909834896778329\n",
      "refl:, 0.8838834764831843, 0.739622641509434, 40.82419653278361, 0.1953532231998348\n",
      "refl:, 0.8838834764831843, 0.7259259259259259, 39.913765803587594, 0.19932045676242707\n",
      "refl:, 0.8838834764831843, 0.7127272727272727, 39.047751315763335, 0.20293092176670602\n",
      "refl:, 0.8838834764831843, 0.7, 38.2226079814105, 0.20621465898807328\n",
      "refl:, 0.8838834764831843, 0.6877192982456141, 37.435196089128915, 0.20920558346668153\n",
      "refl:, 0.8838834764831843, 0.6758620689655173, 36.682720369951866, 0.21192936258982145\n",
      "refl:, 0.8838834764831843, 0.664406779661017, 35.962680378531154, 0.2144091185242741\n",
      "refl:, 0.8838834764831843, 0.6533333333333333, 35.272829708778914, 0.21666666414632094\n",
      "refl:, 0.8838834764831843, 0.6426229508196721, 34.61114218453038, 0.2187182335956619\n",
      "refl:, 0.8838834764831843, 0.632258064516129, 33.975783613579615, 0.22058228827610923\n",
      "refl:, 0.8838834764831843, 0.6222222222222222, 33.36508802077569, 0.22227211810191635\n",
      "refl:, 0.8838834764831843, 0.6124999999999999, 32.77753751829758, 0.22379917822267162\n",
      "refl:, 0.8838834764831843, 0.6030769230769231, 32.21174515294742, 0.225178014297656\n",
      "refl:, 0.8838834764831843, 0.593939393939394, 31.666440208036935, 0.22641701701757366\n",
      "refl:, 0.8838834764831843, 0.5850746268656717, 31.14045554291693, 0.22752429105750807\n",
      "refl:, 0.8838834764831843, 0.5764705882352942, 30.6327166347442, 0.22851103000945724\n",
      "refl:, 0.8838834764831843, 0.5681159420289855, 30.142232050688204, 0.2293833309292736\n",
      "refl:, 0.8838834764831843, 0.56, 29.66808512880701, 0.23014665030198314\n",
      "refl:, 0.8838834764831843, 0.552112676056338, 29.20942668547734, 0.2308091072410071\n",
      "refl:, 0.8838834764831843, 0.5444444444444444, 28.765468598924116, 0.23137604508998047\n",
      "refl:, 0.8838834764831843, 0.536986301369863, 28.33547814384704, 0.23185120425684555\n",
      "refl:, 0.8838834764831843, 0.5297297297297298, 27.91877297273401, 0.23223967284122596\n",
      "refl:, 0.8838834764831843, 0.5226666666666667, 27.514716656212954, 0.23254649427327514\n",
      "refl:, 0.8838834764831843, 0.5157894736842105, 27.12271470851516, 0.23277497605931805\n",
      "refl:, 0.8838834764831843, 0.509090909090909, 26.742211035417114, 0.2329274877105852\n",
      "refl:, 0.8838834764831843, 0.5025641025641026, 26.372684751370738, 0.23300817835325607\n",
      "refl:, 0.8838834764831843, 0.4962025316455696, 26.013647320299032, 0.23302096475520206\n",
      "refl:, 0.8838834764831843, 0.49, 25.66463998102006, 0.23296661309174865\n",
      "refl:, 0.8838834764831843, 0.4839506172839506, 25.32523142370283, 0.2328473819749458\n",
      "refl:, 0.8838834764831843, 0.47804878048780486, 24.99501568834094, 0.23266777547883646\n",
      "refl:, 0.8838834764831843, 0.47228915662650606, 24.673610260104642, 0.2324286704369094\n",
      "refl:, 0.8838834764831843, 0.4666666666666667, 24.360654339720863, 0.23213016162250638\n",
      "refl:, 0.8838834764831843, 0.4611764705882353, 24.055807269832574, 0.23177609164136181\n",
      "refl:, 0.8838834764831843, 0.4558139534883721, 23.75874710068368, 0.2313686559958002\n",
      "refl:, 0.8838834764831843, 0.4505747126436782, 23.46916928052956, 0.23090689658521463\n",
      "refl:, 0.8838834764831843, 0.4454545454545454, 23.18678545794031, 0.23039248392782377\n",
      "refl:, 0.8838834764831843, 0.44044943820224725, 22.911322384688706, 0.22982847953509086\n",
      "refl:, 0.8838834764831843, 0.43555555555555553, 22.64252090923418, 0.22921468760037644\n",
      "refl:, 0.8838834764831843, 0.4307692307692308, 22.380135051959574, 0.2285503145110825\n",
      "refl:, 0.8838834764831843, 0.4260869565217391, 22.123931154313652, 0.22783728199610298\n",
      "refl:, 0.8838834764831843, 0.421505376344086, 21.873687094881706, 0.22707701516938034\n",
      "refl:, 0.8838834764831843, 0.41702127659574467, 21.629191566166806, 0.226267933168201\n",
      "refl:, 0.8838834764831843, 0.4126315789473684, 21.390243406530644, 0.22540929123705422\n",
      "refl:, 0.8838834764831843, 0.4083333333333333, 21.156650982328358, 0.22450324859888127\n",
      "refl:, 0.8838834764831843, 0.4041237113402062, 20.928231615787418, 0.2235503997974889\n",
      "refl:, 0.8838834764831843, 0.4, 20.704811054635428, 0.22254911459777174\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000109911 s\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.006423 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.18417632037527257 / 0.18417632037527257 = 1.0\n",
      "field decay(t = 100.01): 1.0178427595748204e-12 / 0.18417632037527257 = 5.5264583280895835e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000110865 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0184629 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.18417631975521828 / 0.18417631975521828 = 1.0\n",
      "field decay(t = 100.01): 2.8713012611847576e-11 / 0.18417631975521828 = 1.5589958931750262e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 0.9575555538987225, 0.8, 50.0, 0.14429067301668\n",
      "refl:, 0.9575555538987225, 0.784, 48.6530933185261, 0.15241249489296654\n",
      "refl:, 0.9575555538987225, 0.7686274509803922, 47.39207738436693, 0.15970237410745958\n",
      "refl:, 0.9575555538987225, 0.7538461538461539, 46.207396358038395, 0.16628917742963503\n",
      "refl:, 0.9575555538987225, 0.739622641509434, 45.091066324150106, 0.1722363131532337\n",
      "refl:, 0.9575555538987225, 0.7259259259259259, 44.036334278275795, 0.1776288135399773\n",
      "refl:, 0.9575555538987225, 0.7127272727272727, 43.037427456538545, 0.1825236470768417\n",
      "refl:, 0.9575555538987225, 0.7, 42.089365210987516, 0.1869718164862598\n",
      "refl:, 0.9575555538987225, 0.6877192982456141, 41.18781524255363, 0.19102552097133876\n",
      "refl:, 0.9575555538987225, 0.6758620689655173, 40.32898196453324, 0.19471651743120957\n",
      "refl:, 0.9575555538987225, 0.664406779661017, 39.50951857909891, 0.1980846376246996\n",
      "refl:, 0.9575555538987225, 0.6533333333333333, 38.726456948394606, 0.20115681830261414\n",
      "refl:, 0.9575555538987225, 0.6426229508196721, 37.97715101972185, 0.20395988101926588\n",
      "refl:, 0.9575555538987225, 0.632258064516129, 37.25923071465613, 0.20651807398114963\n",
      "refl:, 0.9575555538987225, 0.6222222222222222, 36.57056399547784, 0.20884957043569513\n",
      "refl:, 0.9575555538987225, 0.6124999999999999, 35.909225393217994, 0.21097550520798009\n",
      "refl:, 0.9575555538987225, 0.6030769230769231, 35.273469693564564, 0.21290924565401623\n",
      "refl:, 0.9575555538987225, 0.593939393939394, 34.6617097783444, 0.214665416754943\n",
      "refl:, 0.9575555538987225, 0.5850746268656717, 34.07249784378941, 0.2162593463941121\n",
      "refl:, 0.9575555538987225, 0.5764705882352942, 33.504509384470694, 0.21769885837479563\n",
      "refl:, 0.9575555538987225, 0.5681159420289855, 32.95652945897567, 0.2189956192414337\n",
      "refl:, 0.9575555538987225, 0.56, 32.42744085087325, 0.22016058268759847\n",
      "refl:, 0.9575555538987225, 0.552112676056338, 31.91621381391884, 0.22119898455404\n",
      "refl:, 0.9575555538987225, 0.5444444444444444, 31.42189714930561, 0.22211935917204448\n",
      "refl:, 0.9575555538987225, 0.536986301369863, 30.943610409083956, 0.2229298821236265\n",
      "refl:, 0.9575555538987225, 0.5297297297297298, 30.480537056602333, 0.22363493657078803\n",
      "refl:, 0.9575555538987225, 0.5226666666666667, 30.031918444163345, 0.2242400133418431\n",
      "refl:, 0.9575555538987225, 0.5157894736842105, 29.597048491686717, 0.22475115535497284\n",
      "refl:, 0.9575555538987225, 0.509090909090909, 29.17526896927061, 0.2251729335780506\n",
      "refl:, 0.9575555538987225, 0.5025641025641026, 28.76596530209651, 0.22550858491249842\n",
      "refl:, 0.9575555538987225, 0.4962025316455696, 28.36856282886028, 0.22576196217784258\n",
      "refl:, 0.9575555538987225, 0.49, 27.982523455399697, 0.22593807040959396\n",
      "refl:, 0.9575555538987225, 0.4839506172839506, 27.60734265386835, 0.22603917633476883\n",
      "refl:, 0.9575555538987225, 0.47804878048780486, 27.24254676502359, 0.22606684493527063\n",
      "refl:, 0.9575555538987225, 0.47228915662650606, 26.88769056722596, 0.22602594884033364\n",
      "refl:, 0.9575555538987225, 0.4666666666666667, 26.54235508080712, 0.22591913511748662\n",
      "refl:, 0.9575555538987225, 0.4611764705882353, 26.206145580726076, 0.2257461894573964\n",
      "refl:, 0.9575555538987225, 0.4558139534883721, 25.878689794039474, 0.2255106337747593\n",
      "refl:, 0.9575555538987225, 0.4505747126436782, 25.55963626177365, 0.22521611643853037\n",
      "refl:, 0.9575555538987225, 0.4454545454545454, 25.248652847395146, 0.2248621048576318\n",
      "refl:, 0.9575555538987225, 0.44044943820224725, 24.945425376307522, 0.2244497571914091\n",
      "refl:, 0.9575555538987225, 0.43555555555555553, 24.64965639271632, 0.22398274531115286\n",
      "refl:, 0.9575555538987225, 0.4307692307692308, 24.361064021851533, 0.22346171326862457\n",
      "refl:, 0.9575555538987225, 0.4260869565217391, 24.079380926958596, 0.22288585592315466\n",
      "refl:, 0.9575555538987225, 0.421505376344086, 23.804353351700417, 0.22225690920257898\n",
      "refl:, 0.9575555538987225, 0.41702127659574467, 23.535740239681235, 0.22157652716566317\n",
      "refl:, 0.9575555538987225, 0.4126315789473684, 23.27331242373393, 0.22084351574148542\n",
      "refl:, 0.9575555538987225, 0.4083333333333333, 23.016851878423925, 0.220057130518136\n",
      "refl:, 0.9575555538987225, 0.4041237113402062, 22.76615102993319, 0.21921919579654955\n",
      "refl:, 0.9575555538987225, 0.4, 22.521012118111, 0.21832995493951468\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108004 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00824594 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.17431196343224772 / 0.17431196343224772 = 1.0\n",
      "field decay(t = 100.01): 1.226599619152291e-12 / 0.17431196343224772 = 7.0368068547919865e-12\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0162461 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.17431196264184795 / 0.17431196264184795 = 1.0\n",
      "field decay(t = 100.01): 2.9177363356244976e-11 / 0.17431196264184795 = 1.6738589201817764e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.0239400553612397, 0.8, 54.99999999999999, 0.11015750327021501\n",
      "refl:, 1.0239400553612397, 0.784, 53.39534223243568, 0.12100519786278613\n",
      "refl:, 1.0239400553612397, 0.7686274509803922, 51.90867481651075, 0.13067356321855755\n",
      "refl:, 1.0239400553612397, 0.7538461538461539, 50.524208813748004, 0.1393743175816963\n",
      "refl:, 1.0239400553612397, 0.739622641509434, 49.22931269112476, 0.14718461760941978\n",
      "refl:, 1.0239400553612397, 0.7259259259259259, 48.013685667151286, 0.15425442212255983\n",
      "refl:, 1.0239400553612397, 0.7127272727272727, 46.86879216202182, 0.16064116852684127\n",
      "refl:, 1.0239400553612397, 0.7, 45.787462696319906, 0.1664466525245801\n",
      "refl:, 1.0239400553612397, 0.6877192982456141, 44.7636047370949, 0.17171830451504444\n",
      "refl:, 1.0239400553612397, 0.6758620689655173, 43.79198840588911, 0.17651889499651638\n",
      "refl:, 1.0239400553612397, 0.664406779661017, 42.868084512177944, 0.1808955749197593\n",
      "refl:, 1.0239400553612397, 0.6533333333333333, 41.98794000564178, 0.18488590864155194\n",
      "refl:, 1.0239400553612397, 0.6426229508196721, 41.148080731197126, 0.1885334768453189\n",
      "refl:, 1.0239400553612397, 0.632258064516129, 40.345434464399176, 0.19186399028554912\n",
      "refl:, 1.0239400553612397, 0.6222222222222222, 39.57726925315509, 0.1949105801621511\n",
      "refl:, 1.0239400553612397, 0.6124999999999999, 38.841143478370526, 0.19769436000574783\n",
      "refl:, 1.0239400553612397, 0.6030769230769231, 38.13486500383326, 0.20023789123980396\n",
      "refl:, 1.0239400553612397, 0.593939393939394, 37.45645745905701, 0.2025624060128163\n",
      "refl:, 1.0239400553612397, 0.5850746268656717, 36.80413218014341, 0.204680856177325\n",
      "refl:, 1.0239400553612397, 0.5764705882352942, 36.176264682924305, 0.2066128346051995\n",
      "refl:, 1.0239400553612397, 0.5681159420289855, 35.57137479946729, 0.20837010840175924\n",
      "refl:, 1.0239400553612397, 0.56, 34.98810980028866, 0.2099625172331732\n",
      "refl:, 1.0239400553612397, 0.552112676056338, 34.42522996870841, 0.21140487263605512\n",
      "refl:, 1.0239400553612397, 0.5444444444444444, 33.881596203503065, 0.2127045522560479\n",
      "refl:, 1.0239400553612397, 0.536986301369863, 33.35615931039313, 0.21386953098052403\n",
      "refl:, 1.0239400553612397, 0.5297297297297298, 32.847950708397136, 0.21491013773280657\n",
      "refl:, 1.0239400553612397, 0.5226666666666667, 32.3560743283589, 0.21583212552616557\n",
      "refl:, 1.0239400553612397, 0.5157894736842105, 31.87969952142079, 0.2166414381263308\n",
      "refl:, 1.0239400553612397, 0.509090909090909, 31.41805482739263, 0.21734485598596862\n",
      "refl:, 1.0239400553612397, 0.5025641025641026, 30.97042247873359, 0.2179480717640861\n",
      "refl:, 1.0239400553612397, 0.4962025316455696, 30.536133536635912, 0.21845549976557374\n",
      "refl:, 1.0239400553612397, 0.49, 30.114563572550164, 0.21887075023784372\n",
      "refl:, 1.0239400553612397, 0.4839506172839506, 29.70512882224086, 0.21919941164026552\n",
      "refl:, 1.0239400553612397, 0.47804878048780486, 29.307282750744406, 0.21944546389616373\n",
      "refl:, 1.0239400553612397, 0.47228915662650606, 28.920512975908146, 0.21961022544356806\n",
      "refl:, 1.0239400553612397, 0.4666666666666667, 28.544338505905493, 0.2196984674330614\n",
      "refl:, 1.0239400553612397, 0.4611764705882353, 28.178307252549438, 0.21971428386147993\n",
      "refl:, 1.0239400553612397, 0.4558139534883721, 27.821993787605123, 0.21965764862748693\n",
      "refl:, 1.0239400553612397, 0.4505747126436782, 27.474997313821564, 0.21953193965864698\n",
      "refl:, 1.0239400553612397, 0.4454545454545454, 27.13693982621647, 0.21934178652625613\n",
      "refl:, 1.0239400553612397, 0.44044943820224725, 26.80746444237855, 0.21908700093353123\n",
      "refl:, 1.0239400553612397, 0.43555555555555553, 26.486233883298294, 0.21876853077786598\n",
      "refl:, 1.0239400553612397, 0.4307692307692308, 26.172929088582443, 0.2183905958409472\n",
      "refl:, 1.0239400553612397, 0.4260869565217391, 25.867247951913267, 0.21795488284012238\n",
      "refl:, 1.0239400553612397, 0.421505376344086, 25.56890416433822, 0.21746063743615796\n",
      "refl:, 1.0239400553612397, 0.41702127659574467, 25.277626154460066, 0.21690850348145124\n",
      "refl:, 1.0239400553612397, 0.4126315789473684, 24.993156115881433, 0.21630059246127992\n",
      "refl:, 1.0239400553612397, 0.4083333333333333, 24.715249113370163, 0.21563737630418256\n",
      "refl:, 1.0239400553612397, 0.4041237113402062, 24.443672260178424, 0.2149184652144797\n",
      "refl:, 1.0239400553612397, 0.4, 24.178203959791162, 0.2141434469115452\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000112057 s\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.0063448 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.16505586379118362 / 0.16505586379118362 = 1.0\n",
      "field decay(t = 100.01): 1.6796657955389861e-12 / 0.16505586379118362 = 1.0176347310289891e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000111818 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.020278 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.16505586311279807 / 0.16505586311279807 = 1.0\n",
      "field decay(t = 100.01): 3.3223715038456985e-11 / 0.16505586311279807 = 2.0128769988468766e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.0825317547305482, 0.8, 59.99999999999999, 0.07360773441443474\n",
      "refl:, 1.0825317547305482, 0.784, 58.07108488083593, 0.08756183349395384\n",
      "refl:, 1.0825317547305482, 0.7686274509803922, 56.311309260669624, 0.09993186958234106\n",
      "refl:, 1.0825317547305482, 0.7538461538461539, 54.69254540505164, 0.11102792920544496\n",
      "refl:, 1.0825317547305482, 0.739622641509434, 53.19365179333026, 0.12095671757064261\n",
      "refl:, 1.0825317547305482, 0.7259259259259259, 51.798237196004614, 0.12989111490169047\n",
      "refl:, 1.0825317547305482, 0.7127272727272727, 50.49327371888257, 0.13795385843502186\n",
      "refl:, 1.0825317547305482, 0.7, 49.268194122622916, 0.14525656081749277\n",
      "refl:, 1.0825317547305482, 0.6877192982456141, 48.11428082873218, 0.15187584382721003\n",
      "refl:, 1.0825317547305482, 0.6758620689655173, 47.024238635081495, 0.15790192109849083\n",
      "refl:, 1.0825317547305482, 0.664406779661017, 45.99188753936469, 0.16337692994168027\n",
      "refl:, 1.0825317547305482, 0.6533333333333333, 45.01193662107726, 0.16837576220748254\n",
      "refl:, 1.0825317547305482, 0.6426229508196721, 44.07981414374115, 0.1729308563822558\n",
      "refl:, 1.0825317547305482, 0.632258064516129, 43.191537588393835, 0.17709787538099556\n",
      "refl:, 1.0825317547305482, 0.6222222222222222, 42.34361264736431, 0.18090702518494378\n",
      "refl:, 1.0825317547305482, 0.6124999999999999, 41.53295361356457, 0.18439374819992094\n",
      "refl:, 1.0825317547305482, 0.6030769230769231, 40.756819839298586, 0.1875864032458676\n",
      "refl:, 1.0825317547305482, 0.593939393939394, 40.01276444425686, 0.1905057507798468\n",
      "refl:, 1.0825317547305482, 0.5850746268656717, 39.298592486049785, 0.19318030905511865\n",
      "refl:, 1.0825317547305482, 0.5764705882352942, 38.61232652957572, 0.1956239605857035\n",
      "refl:, 1.0825317547305482, 0.5681159420289855, 37.9521780657052, 0.19785784772625742\n",
      "refl:, 1.0825317547305482, 0.56, 37.31652360111115, 0.19989839276598212\n",
      "refl:, 1.0825317547305482, 0.552112676056338, 36.70388451304266, 0.2017547526768604\n",
      "refl:, 1.0825317547305482, 0.5444444444444444, 36.112909964600526, 0.20344360330889855\n",
      "refl:, 1.0825317547305482, 0.536986301369863, 35.54236232752769, 0.20497480625666326\n",
      "refl:, 1.0825317547305482, 0.5297297297297298, 34.991104674473426, 0.20635699484209216\n",
      "refl:, 1.0825317547305482, 0.5226666666666667, 34.4580899908132, 0.20760151265764157\n",
      "refl:, 1.0825317547305482, 0.5157894736842105, 33.94235182430718, 0.20871528450622134\n",
      "refl:, 1.0825317547305482, 0.509090909090909, 33.442996144127704, 0.20970524738496094\n",
      "refl:, 1.0825317547305482, 0.5025641025641026, 32.95919422270091, 0.2105783514069682\n",
      "refl:, 1.0825317547305482, 0.4962025316455696, 32.4901763870572, 0.2113414215404359\n",
      "refl:, 1.0825317547305482, 0.49, 32.035226512949734, 0.21200027362523924\n",
      "refl:, 1.0825317547305482, 0.4839506172839506, 31.593677156370052, 0.21255807961996584\n",
      "refl:, 1.0825317547305482, 0.47804878048780486, 31.164905234389202, 0.21302071809138926\n",
      "refl:, 1.0825317547305482, 0.47228915662650606, 30.748328181342448, 0.21339356617448996\n",
      "refl:, 1.0825317547305482, 0.4666666666666667, 30.343400517915825, 0.2136782430141135\n",
      "refl:, 1.0825317547305482, 0.4611764705882353, 29.949610780196405, 0.21387969509149066\n",
      "refl:, 1.0825317547305482, 0.4558139534883721, 29.566478763613983, 0.2140025648813409\n",
      "refl:, 1.0825317547305482, 0.4505747126436782, 29.193553043244272, 0.21404664550288702\n",
      "refl:, 1.0825317547305482, 0.4454545454545454, 28.830408737409662, 0.2140158741099825\n",
      "refl:, 1.0825317547305482, 0.44044943820224725, 28.47664548610104, 0.2139163515040305\n",
      "refl:, 1.0825317547305482, 0.43555555555555553, 28.131885619609587, 0.213747755347228\n",
      "refl:, 1.0825317547305482, 0.4307692307692308, 27.79577249602797, 0.2135103221579689\n",
      "refl:, 1.0825317547305482, 0.4260869565217391, 27.46796898905743, 0.21320790783224955\n",
      "refl:, 1.0825317547305482, 0.421505376344086, 27.14815610992485, 0.2128440342182022\n",
      "refl:, 1.0825317547305482, 0.41702127659574467, 26.836031749237822, 0.21242171734687695\n",
      "refl:, 1.0825317547305482, 0.4126315789473684, 26.531309526343414, 0.21193780892543815\n",
      "refl:, 1.0825317547305482, 0.4083333333333333, 26.23371773525153, 0.21138950860192895\n",
      "refl:, 1.0825317547305482, 0.4041237113402062, 25.94299837747481, 0.21078013578978685\n",
      "refl:, 1.0825317547305482, 0.4, 25.65890627325528, 0.2101171783272214\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000109911 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00752401 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.15668265201002152 / 0.15668265201002152 = 1.0\n",
      "field decay(t = 100.01): 2.2446823295144107e-12 / 0.15668265201002152 = 1.4326297779098349e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000112057 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0143809 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1566826516265948 / 0.1566826516265948 = 1.0\n",
      "field decay(t = 100.01): 3.452976998428892e-11 / 0.1566826516265948 = 2.2038030136597423e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.1328847337958123, 0.8, 64.99999999999999, 0.037170886043112084\n",
      "refl:, 1.1328847337958123, 0.784, 62.645633431180784, 0.05362783985573467\n",
      "refl:, 1.1328847337958123, 0.7686274509803922, 60.547811567584965, 0.06875709351287543\n",
      "refl:, 1.1328847337958123, 0.7538461538461539, 58.65172469781183, 0.082354616478198\n",
      "refl:, 1.1328847337958123, 0.739622641509434, 56.919780417243786, 0.09462755396270182\n",
      "refl:, 1.1328847337958123, 0.7259259259259259, 55.32480276439999, 0.10557645638030469\n",
      "refl:, 1.1328847337958123, 0.7127272727272727, 53.84635215217889, 0.11544950273548941\n",
      "refl:, 1.1328847337958123, 0.7, 52.468573108244414, 0.1243168343725702\n",
      "refl:, 1.1328847337958123, 0.6877192982456141, 51.17885777022349, 0.13235703881433808\n",
      "refl:, 1.1328847337958123, 0.6758620689655173, 49.96697533403755, 0.139626360552005\n",
      "refl:, 1.1328847337958123, 0.664406779661017, 48.82448244349733, 0.14625471025031767\n",
      "refl:, 1.1328847337958123, 0.6533333333333333, 47.744310665402864, 0.1522788790416092\n",
      "refl:, 1.1328847337958123, 0.6426229508196721, 46.720469815981424, 0.1577852862490647\n",
      "refl:, 1.1328847337958123, 0.632258064516129, 45.7478295128327, 0.16280555175366354\n",
      "refl:, 1.1328847337958123, 0.6222222222222222, 44.82195500406973, 0.167398621072885\n",
      "refl:, 1.1328847337958123, 0.6124999999999999, 43.93898156096055, 0.17159777718924688\n",
      "refl:, 1.1328847337958123, 0.6030769230769231, 43.09551684594588, 0.17544391308281032\n",
      "refl:, 1.1328847337958123, 0.593939393939394, 42.288563952640665, 0.1789701508099767\n",
      "refl:, 1.1328847337958123, 0.5850746268656717, 41.51545997434592, 0.18219866439447\n",
      "refl:, 1.1328847337958123, 0.5764705882352942, 40.77382641078957, 0.185160771243366\n",
      "refl:, 1.1328847337958123, 0.5681159420289855, 40.06152872079658, 0.18786997681737858\n",
      "refl:, 1.1328847337958123, 0.56, 39.37664302675111, 0.19035022781311492\n",
      "refl:, 1.1328847337958123, 0.552112676056338, 38.717428473384835, 0.19261993394590182\n",
      "refl:, 1.1328847337958123, 0.5444444444444444, 38.08230410219336, 0.19469110743273724\n",
      "refl:, 1.1328847337958123, 0.536986301369863, 37.4698293655767, 0.1965812755931606\n",
      "refl:, 1.1328847337958123, 0.5297297297297298, 36.87868759977799, 0.19830004161335185\n",
      "refl:, 1.1328847337958123, 0.5226666666666667, 36.307671922074825, 0.19985824848269654\n",
      "refl:, 1.1328847337958123, 0.5157894736842105, 35.75567312877807, 0.20126711563403166\n",
      "refl:, 1.1328847337958123, 0.509090909090909, 35.22166925577522, 0.20253568251243403\n",
      "refl:, 1.1328847337958123, 0.5025641025641026, 34.70471652928195, 0.2036726801968963\n",
      "refl:, 1.1328847337958123, 0.4962025316455696, 34.203941485939055, 0.20468320295652365\n",
      "refl:, 1.1328847337958123, 0.49, 33.7185340819115, 0.20557517176695547\n",
      "refl:, 1.1328847337958123, 0.4839506172839506, 33.247741642788455, 0.20635542059630924\n",
      "refl:, 1.1328847337958123, 0.47804878048780486, 32.790863531764046, 0.2070277254966668\n",
      "refl:, 1.1328847337958123, 0.47228915662650606, 32.347246434236666, 0.20759964094140226\n",
      "refl:, 1.1328847337958123, 0.4666666666666667, 31.91628017368787, 0.20807496149136276\n",
      "refl:, 1.1328847337958123, 0.4611764705882353, 31.497393987322308, 0.20845469225613245\n",
      "refl:, 1.1328847337958123, 0.4558139534883721, 31.090053201105746, 0.20874562394291427\n",
      "refl:, 1.1328847337958123, 0.4505747126436782, 30.693756253024553, 0.20895386380475825\n",
      "refl:, 1.1328847337958123, 0.4454545454545454, 30.308032020994055, 0.20908023176898172\n",
      "refl:, 1.1328847337958123, 0.44044943820224725, 29.9324374181665, 0.209125738596599\n",
      "refl:, 1.1328847337958123, 0.43555555555555553, 29.5665552236732, 0.20909456295065154\n",
      "refl:, 1.1328847337958123, 0.4307692307692308, 29.209992121269647, 0.20899049887482632\n",
      "refl:, 1.1328847337958123, 0.4260869565217391, 28.86237692208816, 0.2088190433084917\n",
      "refl:, 1.1328847337958123, 0.421505376344086, 28.523358950864424, 0.2085833129971406\n",
      "refl:, 1.1328847337958123, 0.41702127659574467, 28.192606577687982, 0.2082742041204916\n",
      "refl:, 1.1328847337958123, 0.4126315789473684, 27.86980587961545, 0.2078930131964556\n",
      "refl:, 1.1328847337958123, 0.4083333333333333, 27.554659418441407, 0.20745662776433935\n",
      "refl:, 1.1328847337958123, 0.4041237113402062, 27.246885122601544, 0.20697561960434535\n",
      "refl:, 1.1328847337958123, 0.4, 26.946215262627685, 0.20643519600186538\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000110865 s\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00959396 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.14944315649486126 / 0.14944315649486126 = 1.0\n",
      "field decay(t = 100.01): 4.987937476864823e-12 / 0.14944315649486126 = 3.3376820952228335e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.0218339 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.14944315644072245 / 0.14944315644072245 = 1.0\n",
      "field decay(t = 100.01): 3.807851695141726e-11 / 0.14944315644072245 = 2.548026812222836e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.1746157759823854, 0.8, 70.0, 0.008715934286147569\n",
      "refl:, 1.1746157759823854, 0.784, 67.05783140972835, 0.024210799209089452\n",
      "refl:, 1.1746157759823854, 0.7686274509803922, 64.53417775149677, 0.04029873111181387\n",
      "refl:, 1.1746157759823854, 0.7538461538461539, 62.31059707934406, 0.0555678814867085\n",
      "refl:, 1.1746157759823854, 0.739622641509434, 60.31629899672389, 0.06970125775811391\n",
      "refl:, 1.1746157759823854, 0.7259259259259259, 58.50481213939229, 0.08255524971343331\n",
      "refl:, 1.1746157759823854, 0.7127272727272727, 56.843594941553754, 0.09413263635827869\n",
      "refl:, 1.1746157759823854, 0.7, 55.30875739675561, 0.10463698983404623\n",
      "refl:, 1.1746157759823854, 0.6877192982456141, 53.88211612099151, 0.11407493400247079\n",
      "refl:, 1.1746157759823854, 0.6758620689655173, 52.54943143507829, 0.1226472707657511\n",
      "refl:, 1.1746157759823854, 0.664406779661017, 51.29929235382265, 0.13039930819744874\n",
      "refl:, 1.1746157759823854, 0.6533333333333333, 50.122379445158494, 0.13744242808130103\n",
      "refl:, 1.1746157759823854, 0.6426229508196721, 49.010959419193355, 0.1438468426182844\n",
      "refl:, 1.1746157759823854, 0.632258064516129, 47.958527855818005, 0.14968921112177416\n",
      "refl:, 1.1746157759823854, 0.6222222222222222, 46.9595500055931, 0.1550186900782557\n",
      "refl:, 1.1746157759823854, 0.6124999999999999, 46.00926848902442, 0.15990623687364083\n",
      "refl:, 1.1746157759823854, 0.6030769230769231, 45.103557823882895, 0.1643748532843572\n",
      "refl:, 1.1746157759823854, 0.593939393939394, 44.23881248012816, 0.16847752780425043\n",
      "refl:, 1.1746157759823854, 0.5850746268656717, 43.41185942214757, 0.1722356163059057\n",
      "refl:, 1.1746157759823854, 0.5764705882352942, 42.619888854495166, 0.17567897390885354\n",
      "refl:, 1.1746157759823854, 0.5681159420289855, 41.860398715356425, 0.17883996497200733\n",
      "refl:, 1.1746157759823854, 0.56, 41.131149701242414, 0.18173480153232927\n",
      "refl:, 1.1746157759823854, 0.552112676056338, 40.430128463310105, 0.18439121641848574\n",
      "refl:, 1.1746157759823854, 0.5444444444444444, 39.75551721886283, 0.18682378756973045\n",
      "refl:, 1.1746157759823854, 0.536986301369863, 39.10566845306894, 0.18904674104030247\n",
      "refl:, 1.1746157759823854, 0.5297297297297298, 38.479083699202135, 0.19107686788902303\n",
      "refl:, 1.1746157759823854, 0.5226666666666667, 37.87439561623927, 0.19292625454975332\n",
      "refl:, 1.1746157759823854, 0.5157894736842105, 37.29035275442276, 0.19460884663783543\n",
      "refl:, 1.1746157759823854, 0.509090909090909, 36.72580652885898, 0.1961345571897698\n",
      "refl:, 1.1746157759823854, 0.5025641025641026, 36.179700019842116, 0.1975122933988443\n",
      "refl:, 1.1746157759823854, 0.4962025316455696, 35.651058294458764, 0.19875051751344916\n",
      "refl:, 1.1746157759823854, 0.49, 35.138980002927255, 0.19985541870413245\n",
      "refl:, 1.1746157759823854, 0.4839506172839506, 34.64263004924646, 0.20083789883449643\n",
      "refl:, 1.1746157759823854, 0.47804878048780486, 34.161233172132036, 0.2017049645889793\n",
      "refl:, 1.1746157759823854, 0.47228915662650606, 33.69406830116886, 0.20245751259203246\n",
      "refl:, 1.1746157759823854, 0.4666666666666667, 33.24046357629389, 0.20310354230391978\n",
      "refl:, 1.1746157759823854, 0.4611764705882353, 32.79979193741594, 0.2036476720462249\n",
      "refl:, 1.1746157759823854, 0.4558139534883721, 32.37146720614281, 0.20409307625590972\n",
      "refl:, 1.1746157759823854, 0.4505747126436782, 31.954940593960732, 0.20445096223605416\n",
      "refl:, 1.1746157759823854, 0.4454545454545454, 31.549697581364857, 0.20471845410715214\n",
      "refl:, 1.1746157759823854, 0.44044943820224725, 31.155255120816925, 0.20489444063169535\n",
      "refl:, 1.1746157759823854, 0.43555555555555553, 30.771159123350074, 0.2049889592193817\n",
      "refl:, 1.1746157759823854, 0.4307692307692308, 30.396982194426784, 0.20500542736591415\n",
      "refl:, 1.1746157759823854, 0.4260869565217391, 30.032321589495837, 0.20495768982428397\n",
      "refl:, 1.1746157759823854, 0.421505376344086, 29.67679736376329, 0.20483056853588974\n",
      "refl:, 1.1746157759823854, 0.41702127659574467, 29.33005069412437, 0.20461216911883964\n",
      "refl:, 1.1746157759823854, 0.4126315789473684, 28.991742354111988, 0.2043374679527374\n",
      "refl:, 1.1746157759823854, 0.4083333333333333, 28.66155132518973, 0.20400220026620766\n",
      "refl:, 1.1746157759823854, 0.4041237113402062, 28.339173529827534, 0.2036399273981529\n",
      "refl:, 1.1746157759823854, 0.4, 28.024320673604695, 0.20318419566870832\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00775695 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.14355855111904026 / 0.14355855111904026 = 1.0\n",
      "field decay(t = 100.01): 9.667874474337293e-12 / 0.14355855111904026 = 6.734446954901761e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.017272 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1435585513271557 / 0.1435585513271557 = 1.0\n",
      "field decay(t = 100.01): 5.780725980413138e-11 / 0.1435585513271557 = 4.0267374719040156e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.2074072828613354, 0.8, 75.0, 0.002279010064127535\n",
      "refl:, 1.2074072828613354, 0.784, 71.19254305121969, 0.004052585814133056\n",
      "refl:, 1.2074072828613354, 0.7686274509803922, 68.13230108184366, 0.017669454881364767\n",
      "refl:, 1.2074072828613354, 0.7538461538461539, 65.5329128763873, 0.03336169435169541\n",
      "refl:, 1.2074072828613354, 0.739622641509434, 63.25596068464814, 0.048654509225169895\n",
      "refl:, 1.2074072828613354, 0.7259259259259259, 61.22160180379117, 0.06275216167717797\n",
      "refl:, 1.2074072828613354, 0.7127272727272727, 59.378629248099124, 0.07576309243511313\n",
      "refl:, 1.2074072828613354, 0.7, 57.691773022139905, 0.08758135787027703\n",
      "refl:, 1.2074072828613354, 0.6877192982456141, 56.13545775731428, 0.098248929360899\n",
      "refl:, 1.2074072828613354, 0.6758620689655173, 54.69040263962552, 0.10794664183105998\n",
      "refl:, 1.2074072828613354, 0.664406779661017, 53.3416232015308, 0.11670121483117171\n",
      "refl:, 1.2074072828613354, 0.6533333333333333, 52.0771858356392, 0.12465585169755833\n",
      "refl:, 1.2074072828613354, 0.6426229508196721, 50.88739414232009, 0.13187389976516842\n",
      "refl:, 1.2074072828613354, 0.632258064516129, 49.76423655717566, 0.13846172295217293\n",
      "refl:, 1.2074072828613354, 0.6222222222222222, 48.70099913863975, 0.14446173011718028\n",
      "refl:, 1.2074072828613354, 0.6124999999999999, 47.69198665804526, 0.14995965765204525\n",
      "refl:, 1.2074072828613354, 0.6030769230769231, 46.73231696062462, 0.1549825384470223\n",
      "refl:, 1.2074072828613354, 0.593939393939394, 45.817766249324485, 0.15958402411708034\n",
      "refl:, 1.2074072828613354, 0.5850746268656717, 44.94465059915575, 0.16380217089082738\n",
      "refl:, 1.2074072828613354, 0.5764705882352942, 44.109733785683, 0.1676654538139623\n",
      "refl:, 1.2074072828613354, 0.5681159420289855, 43.31015457776125, 0.17121662693717593\n",
      "refl:, 1.2074072828613354, 0.56, 42.543368664412704, 0.1744741445938872\n",
      "refl:, 1.2074072828613354, 0.552112676056338, 41.80710174663229, 0.17746630440999525\n",
      "refl:, 1.2074072828613354, 0.5444444444444444, 41.099311260706344, 0.1802095438402015\n",
      "refl:, 1.2074072828613354, 0.536986301369863, 40.418154855029364, 0.18272173169827843\n",
      "refl:, 1.2074072828613354, 0.5297297297297298, 39.76196420912173, 0.18502119081455226\n",
      "refl:, 1.2074072828613354, 0.5226666666666667, 39.12922312098109, 0.1871223337651491\n",
      "refl:, 1.2074072828613354, 0.5157894736842105, 38.51854903626071, 0.18904214560856375\n",
      "refl:, 1.2074072828613354, 0.509090909090909, 37.928677376424204, 0.190789263829168\n",
      "refl:, 1.2074072828613354, 0.5025641025641026, 37.35844816099257, 0.192373003931677\n",
      "refl:, 1.2074072828613354, 0.4962025316455696, 36.806794523773725, 0.19380521484150348\n",
      "refl:, 1.2074072828613354, 0.49, 36.272732803336254, 0.19509368153538312\n",
      "refl:, 1.2074072828613354, 0.4839506172839506, 35.755353950220794, 0.19624859910356954\n",
      "refl:, 1.2074072828613354, 0.47804878048780486, 35.253816041990945, 0.19727952544337504\n",
      "refl:, 1.2074072828613354, 0.47228915662650606, 34.76733773550362, 0.19818701041137332\n",
      "refl:, 1.2074072828613354, 0.4666666666666667, 34.295192516152845, 0.19897646054575882\n",
      "refl:, 1.2074072828613354, 0.4611764705882353, 33.83670362811667, 0.19965889435875267\n",
      "refl:, 1.2074072828613354, 0.4558139534883721, 33.391239589169516, 0.20023796589376308\n",
      "refl:, 1.2074072828613354, 0.4505747126436782, 32.95821020943854, 0.20072106469864034\n",
      "refl:, 1.2074072828613354, 0.4454545454545454, 32.537063046367535, 0.2011073384968122\n",
      "refl:, 1.2074072828613354, 0.44044943820224725, 32.12728023870626, 0.2013932866552523\n",
      "refl:, 1.2074072828613354, 0.43555555555555553, 31.728375671037586, 0.20159478768644698\n",
      "refl:, 1.2074072828613354, 0.4307692307692308, 31.33989242755132, 0.20171671281423958\n",
      "refl:, 1.2074072828613354, 0.4260869565217391, 30.96140049976025, 0.20176796051792995\n",
      "refl:, 1.2074072828613354, 0.421505376344086, 30.592494717856905, 0.20173546160628877\n",
      "refl:, 1.2074072828613354, 0.41702127659574467, 30.23279287960783, 0.2015919333831556\n",
      "refl:, 1.2074072828613354, 0.4126315789473684, 29.88193405422147, 0.20140043913698885\n",
      "refl:, 1.2074072828613354, 0.4083333333333333, 29.539577041619506, 0.20116952947891878\n",
      "refl:, 1.2074072828613354, 0.4041237113402062, 29.2053989700849, 0.2008832766544487\n",
      "refl:, 1.2074072828613354, 0.4, 28.879094017427605, 0.200502480384686\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000110865 s\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "time for set_epsilon = 0.00754905 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.1392134275610875 / 0.1392134275610875 = 1.0\n",
      "field decay(t = 100.01): 1.3144200424788948e-11 / 0.1392134275610875 = 9.441761944278838e-11\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "-----------\n",
      "Initializing structure...\n",
      "time for choose_chunkdivision = 0.000108957 s\n",
      "Working in 3D dimensions.\n",
      "Computational cell is 0.02 x 0.02 x 12 with resolution 50\n",
      "     block, center = (0,0,3)\n",
      "          size (1e+20,1e+20,6)\n",
      "          axes (1,0,0), (0,1,0), (0,0,1)\n",
      "          dielectric constant epsilon diagonal = (12.25,12.25,12.25)\n",
      "time for set_epsilon = 0.019413 s\n",
      "-----------\n",
      "Meep: using complex fields.\n",
      "field decay(t = 50.01): 0.13921342793500532 / 0.13921342793500532 = 1.0\n",
      "field decay(t = 100.01): 9.871965144118156e-11 / 0.13921342793500532 = 7.091244925544889e-10\n",
      "run 0 finished at t = 100.01 (10001 timesteps)\n",
      "refl:, 1.23100969126526, 0.8, 79.99999999999994, 0.028667884842985224\n",
      "refl:, 1.23100969126526, 0.784, 74.82079670263325, 0.0021347453734021486\n",
      "refl:, 1.23100969126526, 0.7686274509803922, 71.11813585396203, 0.0041164349187047915\n",
      "refl:, 1.23100969126526, 0.7538461538461539, 68.12392493650243, 0.017504855468406976\n",
      "refl:, 1.23100969126526, 0.739622641509434, 65.57213417097068, 0.03282494395652445\n",
      "refl:, 1.23100969126526, 0.7259259259259259, 63.331955818023665, 0.04792423816150501\n",
      "refl:, 1.23100969126526, 0.7127272727272727, 61.32721657609733, 0.06193140028783135\n",
      "refl:, 1.23100969126526, 0.7, 59.508764013939604, 0.07458578833476998\n",
      "refl:, 1.23100969126526, 0.6877192982456141, 57.84259890532987, 0.08617897772571746\n",
      "refl:, 1.23100969126526, 0.6758620689655173, 56.30398980710504, 0.0966374263474978\n",
      "refl:, 1.23100969126526, 0.664406779661017, 54.87424701948212, 0.10612404031633497\n",
      "refl:, 1.23100969126526, 0.6533333333333333, 53.53881754577338, 0.1147736073308378\n",
      "refl:, 1.23100969126526, 0.6426229508196721, 52.2860932123638, 0.12261878935484406\n",
      "refl:, 1.23100969126526, 0.632258064516129, 51.10662968356778, 0.1297955968814688\n",
      "refl:, 1.23100969126526, 0.6222222222222222, 49.992614952243095, 0.1363423963503902\n",
      "refl:, 1.23100969126526, 0.6124999999999999, 48.937495982303304, 0.14232561295216176\n",
      "refl:, 1.23100969126526, 0.6030769230769231, 47.93570930843333, 0.1477973393651342\n",
      "refl:, 1.23100969126526, 0.593939393939394, 46.98248211140486, 0.1527979150330299\n",
      "refl:, 1.23100969126526, 0.5850746268656717, 46.07368235996428, 0.15737616810594365\n",
      "refl:, 1.23100969126526, 0.5764705882352942, 45.205703916101704, 0.16157175886307418\n",
      "refl:, 1.23100969126526, 0.5681159420289855, 44.37537706820699, 0.16542702710683707\n",
      "refl:, 1.23100969126526, 0.56, 43.57989789517631, 0.16896483740231436\n",
      "refl:, 1.23100969126526, 0.552112676056338, 42.81677180338089, 0.17222042834178233\n",
      "refl:, 1.23100969126526, 0.5444444444444444, 42.083767886770914, 0.17520079945615433\n",
      "refl:, 1.23100969126526, 0.536986301369863, 41.378881661291835, 0.1779352569426369\n",
      "refl:, 1.23100969126526, 0.5297297297297298, 40.70030435652892, 0.18044129732794095\n",
      "refl:, 1.23100969126526, 0.5226666666666667, 40.046397397863686, 0.182734107792854\n",
      "refl:, 1.23100969126526, 0.5157894736842105, 39.41567103836258, 0.18483861166276766\n",
      "refl:, 1.23100969126526, 0.509090909090909, 38.806766338771496, 0.18675601688212784\n",
      "refl:, 1.23100969126526, 0.5025641025641026, 38.218439871701385, 0.1884996414001091\n",
      "refl:, 1.23100969126526, 0.4962025316455696, 37.64955065969264, 0.19008080645459632\n",
      "refl:, 1.23100969126526, 0.49, 37.099048958377544, 0.1915079168724047\n",
      "refl:, 1.23100969126526, 0.4839506172839506, 36.56596657389412, 0.19279885897563126\n",
      "refl:, 1.23100969126526, 0.47804878048780486, 36.049408464086156, 0.19395530230339666\n",
      "refl:, 1.23100969126526, 0.47228915662650606, 35.54854542021205, 0.19498186511670068\n",
      "refl:, 1.23100969126526, 0.4666666666666667, 35.062607663064846, 0.19588322966927102\n",
      "refl:, 1.23100969126526, 0.4611764705882353, 34.59087921692149, 0.19666472127374038\n",
      "refl:, 1.23100969126526, 0.4558139534883721, 34.13269294834013, 0.19734835806450404\n",
      "refl:, 1.23100969126526, 0.4505747126436782, 33.6874261758209, 0.197930496667696\n",
      "refl:, 1.23100969126526, 0.4454545454545454, 33.25449677173539, 0.19840503576945626\n",
      "refl:, 1.23100969126526, 0.44044943820224725, 32.83335969046958, 0.19877805012361263\n",
      "refl:, 1.23100969126526, 0.43555555555555553, 32.42350386700291, 0.19904737688450852\n",
      "refl:, 1.23100969126526, 0.4307692307692308, 32.0244494386133, 0.19925404758581897\n",
      "refl:, 1.23100969126526, 0.4260869565217391, 31.63574524940934, 0.1993954429097289\n",
      "refl:, 1.23100969126526, 0.421505376344086, 31.2569666032255, 0.19942422718572894\n",
      "refl:, 1.23100969126526, 0.41702127659574467, 30.887713235292672, 0.1993498431053417\n",
      "refl:, 1.23100969126526, 0.4126315789473684, 30.527607477190394, 0.19917542826890433\n",
      "refl:, 1.23100969126526, 0.4083333333333333, 30.176292593038497, 0.19903411145233238\n",
      "refl:, 1.23100969126526, 0.4041237113402062, 29.83343126780691, 0.19890224385206828\n",
      "refl:, 1.23100969126526, 0.4, 29.498704231103652, 0.1984945592268268\n"
     ]
    }
   ],
   "source": [
    "theta_in = np.arange(0, 85, 5)\n",
    "wvl = np.empty(nfreq)\n",
    "kxs = np.empty((nfreq, theta_in.size))\n",
    "thetas = np.empty((nfreq, theta_in.size))\n",
    "Rmeep = np.empty((nfreq, theta_in.size))\n",
    "\n",
    "for j in range(theta_in.size):\n",
    "    kxs[:, j], wvl, thetas[:, j], Rmeep[:, j] = planar_reflectance(theta_in[j])\n",
    "\n",
    "# create a 2d matrix for the wavelength by repeating the column vector for each angle\n",
    "wvls = np.transpose(np.matlib.repmat(wvl, theta_in.size, 1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Two-dimensional plots of the angular reflectance spectrum based on the simulated data and the analytic [Fresnel equations](https://en.wikipedia.org/wiki/Fresnel_equations) are generated using the script below. The plots are shown in the accompanying figure with four insets. The top left inset shows the simulated and analytic reflectance spectra at a wavelength of 0.6 μm. The top right inset shows the simulated reflectance spectrum as a function of the source wavelength λ and Bloch-periodic wavevector $k_x$: $R(\\lambda, k_x)$. The lower left inset is a transformation of $R(\\lambda, k_x)$ into $R(\\lambda, \\theta)$. Note how the range of angles depends on the wavelength. For a particular angle, the reflectance is a constant for all wavelengths due to the dispersionless dielectric. The lower right inset is the analytic reflectance spectrum computed using the Fresnel equations. There is agreement between the simulated and analytic results. The [Brewster's angle](https://en.wikipedia.org/wiki/Brewster%27s_angle), where the transmittance is 1 and the reflectance is 0, is tan<sup>-1</sup>(3.5/1)=74.1°. This is also verified by the simulated results.\n",
    "\n",
    "In order to generate results for the missing portion of the reflectance spectrum (i.e., the white region), we will need to rerun the simulations for different wavelength spectra.\n",
    "\n",
    "![](https://meep.readthedocs.io/en/latest/images/reflectance_angular_spectrum.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/gcrouch/anaconda3/envs/mp/lib/python3.11/site-packages/numpy/core/getlimits.py:500: UserWarning: The value of the smallest subnormal for <class 'numpy.float64'> type is zero.\n",
      "  setattr(self, word, getattr(machar, word).flat[0])\n",
      "/home/gcrouch/anaconda3/envs/mp/lib/python3.11/site-packages/numpy/core/getlimits.py:89: UserWarning: The value of the smallest subnormal for <class 'numpy.float64'> type is zero.\n",
      "  return self._float_to_str(self.smallest_subnormal)\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1280x960 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(dpi=200)\n",
    "plt.pcolormesh(\n",
    "    kxs, wvls, Rmeep, cmap=\"inferno\", shading=\"gouraud\", vmin=0, vmax=Rmeep.max()\n",
    ")\n",
    "plt.axis([kxs[0, 0], kxs[0, -1], wvl_min, wvl_max])\n",
    "plt.yticks([t for t in np.linspace(0.4, 0.8, 5)])\n",
    "plt.xlabel(r\"Bloch-periodic wavevector (k$_x$/2π)\")\n",
    "plt.ylabel(\"wavelength (μm)\")\n",
    "plt.title(\"reflectance (meep)\")\n",
    "cbar = plt.colorbar()\n",
    "cbar.set_ticks([t for t in np.linspace(0, 0.4, 5)])\n",
    "cbar.set_ticklabels([\"{:.1f}\".format(t) for t in np.linspace(0, 0.4, 5)])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1280x960 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(dpi=200)\n",
    "plt.pcolormesh(\n",
    "    thetas, wvls, Rmeep, cmap=\"inferno\", shading=\"gouraud\", vmin=0, vmax=Rmeep.max()\n",
    ")\n",
    "plt.axis([thetas.min(), thetas.max(), wvl_min, wvl_max])\n",
    "plt.xticks([t for t in range(0, 100, 20)])\n",
    "plt.yticks([t for t in np.linspace(0.4, 0.8, 5)])\n",
    "plt.xlabel(\"angle of incident planewave (degrees)\")\n",
    "plt.ylabel(\"wavelength (μm)\")\n",
    "plt.title(\"reflectance (meep)\")\n",
    "cbar = plt.colorbar()\n",
    "cbar.set_ticks([t for t in np.linspace(0, 0.4, 5)])\n",
    "cbar.set_ticklabels([\"{:.1f}\".format(t) for t in np.linspace(0, 0.4, 5)])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1280x960 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "n1 = 1\n",
    "n2 = 3.5\n",
    "\n",
    "# compute angle of refracted planewave in medium n2\n",
    "# for incident planewave in medium n1 at angle theta_in\n",
    "theta_out = lambda theta_in: math.asin(n1 * math.sin(theta_in) / n2)\n",
    "\n",
    "# compute Fresnel reflectance for P-polarization in medium n2\n",
    "# for incident planewave in medium n1 at angle theta_in\n",
    "Rfresnel = (\n",
    "    lambda theta_in: math.fabs(\n",
    "        (n1 * math.cos(theta_out(theta_in)) - n2 * math.cos(theta_in))\n",
    "        / (n1 * math.cos(theta_out(theta_in)) + n2 * math.cos(theta_in))\n",
    "    )\n",
    "    ** 2\n",
    ")\n",
    "\n",
    "Ranalytic = np.empty((nfreq, theta_in.size))\n",
    "for m in range(wvl.size):\n",
    "    for n in range(theta_in.size):\n",
    "        Ranalytic[m, n] = Rfresnel(math.radians(thetas[m, n]))\n",
    "\n",
    "plt.figure(dpi=200)\n",
    "plt.pcolormesh(\n",
    "    thetas,\n",
    "    wvls,\n",
    "    Ranalytic,\n",
    "    cmap=\"inferno\",\n",
    "    shading=\"gouraud\",\n",
    "    vmin=0,\n",
    "    vmax=Ranalytic.max(),\n",
    ")\n",
    "plt.axis([thetas.min(), thetas.max(), wvl_min, wvl_max])\n",
    "plt.xticks([t for t in range(0, 100, 20)])\n",
    "plt.yticks([t for t in np.linspace(0.4, 0.8, 5)])\n",
    "plt.xlabel(\"angle of incident planewave (degrees)\")\n",
    "plt.ylabel(\"wavelength (μm)\")\n",
    "plt.title(\"reflectance (analytic)\")\n",
    "cbar = plt.colorbar()\n",
    "cbar.set_ticks([t for t in np.linspace(0, 0.4, 5)])\n",
    "cbar.set_ticklabels([\"{:.1f}\".format(t) for t in np.linspace(0, 0.4, 5)])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1280x960 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# note: this plots at 0.8 μm, not 0.6 as in the top left image above, in order to correctly show the Brewster angle\n",
    "wvl_idx = 0\n",
    "plt.figure(dpi=200)\n",
    "plt.plot(theta_in,Rmeep[wvl_idx,:],'-s',theta_in,Ranalytic[wvl_idx,:],'-s')\n",
    "plt.xlabel(\"angle of incident planewave (degrees)\")\n",
    "plt.ylabel(f\"reflectance at $\\lambda$ = {wvl[wvl_idx]:.3f} μm\")\n",
    "plt.legend([\"meep\",\"analytic\"])\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}