{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Photonic crystal cavity\n", "\n", "Run this notebook in your browser using [Binder](https://mybinder.org/v2/gh/flexcompute-readthedocs/tidy3d-docs/readthedocs?labpath=docs%2Fsource%2Fnotebooks%2FL3_cavity.ipynb).\n", "\n", "In this notebook, we will simulate the commonly used L3 photonic crystal cavity composed of three missing holes in a hexagonal lattice of holes in a silicon slab. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:10.388216Z", "iopub.status.busy": "2022-07-21T20:51:10.387268Z", "iopub.status.idle": "2022-07-21T20:51:11.343883Z", "shell.execute_reply": "2022-07-21T20:51:11.343392Z" }, "tags": [] }, "outputs": [], "source": [ "# standard python imports\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# tidy3D import\n", "import tidy3d as td\n", "from tidy3d import web" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Coarse simulation\n", "\n", "We will first run a broadband simulation to examine the spectrum, and zone in on the fundamental mode of the cavity. We start with defining some general parameters. We will use a fairly low spatial resolution for this initaly simulation. It's worth remembering that the PML extend **beyond** the simulation domain, so we don't need to worry about them covering some of the PhC holes. The one thing we have to remember is to extend the slab through the PML.\n", "\n", "In structures with (quasi)-periodicity, that is to say with a well-defined notion of a unit cell, it is usually best to use a grid that is commensurate with the periodicity. This is why here we use a uniform grid in x and y, with a different step size to account for the different periodicity of the PhC lattice in these directions. In z, we use an automatic nonuniform mesh which conforms to the slab thickness and is finer in the silicon region." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.346177Z", "iopub.status.busy": "2022-07-21T20:51:11.346008Z", "iopub.status.idle": "2022-07-21T20:51:11.349698Z", "shell.execute_reply": "2022-07-21T20:51:11.349216Z" }, "tags": [] }, "outputs": [], "source": [ "# Number of PhC periods in x and y directions\n", "Nx, Ny = 16, 12\n", "\n", "# Lattice constant of the PhC in micron\n", "alattice = 0.4\n", "\n", "# Regular PhC lattice parameters\n", "ra = 0.25 * alattice # hole radius\n", "d_slab = 0.22 # slab thickness\n", "n_slab = 3.48 # refractive index of the slab\n", "\n", "# Materials - air and silicon\n", "air = td.Medium()\n", "si = td.Medium(permittivity=n_slab**2)\n", "\n", "# Mesh step in x, y, z, in micron\n", "steps_per_unit_length = 12\n", "grid_spec = td.GridSpec(\n", " grid_x=td.UniformGrid(dl=alattice / steps_per_unit_length),\n", " grid_y=td.UniformGrid(dl=alattice / steps_per_unit_length * np.sqrt(3) / 2),\n", " grid_z=td.AutoGrid(min_steps_per_wvl=steps_per_unit_length)\n", ")\n", "\n", "# Central frequency around which we'll look for the cavity mode (Hz)\n", "freq0 = 2e14\n", "\n", "# Source bandwidth (Hz)\n", "fwidth = 4e13\n", "\n", "# Simulation run time (s)\n", "run_time = 20/fwidth\n", "\n", "# Simulation domain size (micron)\n", "sim_size = [(Nx+2)*alattice, ((Ny+1)*alattice)*np.sqrt(3)/2, 4]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, we define the positions of the holes that make the photonic crystal structure." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.351289Z", "iopub.status.busy": "2022-07-21T20:51:11.351183Z", "iopub.status.idle": "2022-07-21T20:51:11.354423Z", "shell.execute_reply": "2022-07-21T20:51:11.354189Z" }, "tags": [] }, "outputs": [], "source": [ "# Define x and y positions in one quadrant of the simulation domain\n", "xp, yp = [], []\n", "nx, ny = Nx//2 + 1, Ny//2 + 1\n", "for iy in range(ny):\n", " for ix in range(nx):\n", " xp.append(ix + (iy%2)*0.5)\n", " yp.append(iy*np.sqrt(3)/2)\n", "\n", "# Remove the first two holes to make the L3 defect\n", "xp = xp[2:]\n", "yp = yp[2:]\n", "\n", "# Append holes for the other three quadrants\n", "xf, yf = [], []\n", "for x, y in zip(xp, yp):\n", " xf += [x, x, -x]\n", " yf += [y, -y, y]\n", " if x > 0 and y > 0:\n", " xf += [-x]\n", " yf += [-y]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Initialize all structures." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.356104Z", "iopub.status.busy": "2022-07-21T20:51:11.355980Z", "iopub.status.idle": "2022-07-21T20:51:11.362521Z", "shell.execute_reply": "2022-07-21T20:51:11.362285Z" }, "tags": [] }, "outputs": [], "source": [ "slab = td.Structure(\n", " geometry=td.Box(center=[0, 0, 0], size=[td.inf, td.inf, d_slab]), \n", " medium=si\n", ")\n", "\n", "holes_geo = []\n", "for x, y in zip(xf, yf):\n", " holes_geo.append(\n", " td.Cylinder(\n", " center = (np.array([x, y, 0])*alattice).tolist(),\n", " axis = 2,\n", " radius = ra,\n", " length = d_slab\n", " )\n", " )\n", "\n", "holes = td.Structure(\n", " geometry=td.GeometryGroup(geometries=holes_geo),\n", " medium=air\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Initialize the source. We are looking for the fundamental mode of the L3 cavity, so we use a y-polarized source at the center of the cavity." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.364048Z", "iopub.status.busy": "2022-07-21T20:51:11.363924Z", "iopub.status.idle": "2022-07-21T20:51:11.365673Z", "shell.execute_reply": "2022-07-21T20:51:11.365459Z" }, "tags": [] }, "outputs": [], "source": [ "source = td.PointDipole(\n", " center=(0, 0, 0),\n", " source_time=td.GaussianPulse(\n", " freq0=freq0,\n", " fwidth=fwidth),\n", " polarization='Ey')" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.367164Z", "iopub.status.busy": "2022-07-21T20:51:11.366985Z", "iopub.status.idle": "2022-07-21T20:51:11.450314Z", "shell.execute_reply": "2022-07-21T20:51:11.450025Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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\n" }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "source.source_time.plot(np.linspace(0, run_time, 1001))\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we also place a time monitor in the same location as the source. We set the time monitor starting time to be after the source decay, such that we can exclude the source signature from the recorded spectrum." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.452195Z", "iopub.status.busy": "2022-07-21T20:51:11.452030Z", "iopub.status.idle": "2022-07-21T20:51:11.454228Z", "shell.execute_reply": "2022-07-21T20:51:11.453972Z" }, "tags": [] }, "outputs": [], "source": [ "t_start = 1e-13\n", "tmonitor = td.FieldTimeMonitor(center=[0, 0, 0], size=[0, 0, 0], start=t_start, name='field')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Initialize the simulation and visualize the structure. By default, Tidy3D will warn you if you have structures too close to the PML, as this can cause instability in the simulation. In photonic crystals this is sometimes inevitable, however, and it is OK in this case because the fields of the cavity mode are strongly localized around the center of the simulation domain." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.456284Z", "iopub.status.busy": "2022-07-21T20:51:11.455914Z", "iopub.status.idle": "2022-07-21T20:51:11.460906Z", "shell.execute_reply": "2022-07-21T20:51:11.460618Z" }, "tags": [] }, "outputs": [], "source": [ "# Suppress warnings for some of the holes being too close to the PML\n", "td.config.logging_level = 'error'\n", "\n", "sim = td.Simulation(\n", " size=sim_size, \n", " grid_spec=grid_spec, \n", " structures=[slab, holes],\n", " sources=[source],\n", " monitors=[tmonitor],\n", " run_time=run_time,\n", " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML())\n", ")" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:11.462855Z", "iopub.status.busy": "2022-07-21T20:51:11.462358Z", "iopub.status.idle": "2022-07-21T20:51:12.004434Z", "shell.execute_reply": "2022-07-21T20:51:12.003988Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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}, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=(12, 4))\n", "sim.plot_eps(z=0, ax=ax[0]);\n", "sim.plot_eps(x=0, ax=ax[1]);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Run simulation and examine the spectrum\n", "\n", "Now that the simulation is constructed, we can run it using the `web` API of Tidy3D. First, we submit the project." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:12.006063Z", "iopub.status.busy": "2022-07-21T20:51:12.005899Z", "iopub.status.idle": "2022-07-21T20:51:16.266581Z", "shell.execute_reply": "2022-07-21T20:51:16.265030Z" }, "tags": [] }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "999cfe89f1eb4dcd954df1bec4cc01ff", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Output()" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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       "
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
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     "output_type": "display_data"
    },
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     },
     "metadata": {},
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   ],
   "source": [
    "job.monitor()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Once the run is successful, we can download the results and load them in the `td.SimulationData` object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T20:51:51.525058Z",
     "iopub.status.busy": "2022-07-21T20:51:51.524960Z",
     "iopub.status.idle": "2022-07-21T20:51:54.287503Z",
     "shell.execute_reply": "2022-07-21T20:51:54.286990Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "adc7b55c048343fe9636861c952f4613",
       "version_major": 2,
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\n" }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Get data from the TimeMonitor\n", "tdata = sim_data['field']\n", "\n", "time_series = tdata.Ey.interp(x=0, y=0, z=0)\n", "\n", "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(10, 3))\n", "\n", "# Plot time dependence \n", "time_series.plot(ax=ax1)\n", "# ax[0].set_xlabel(\"Time [s]\")\n", "# ax[0].set_ylabel(\"Electric field [a.u.]\");\n", "# ax[0].set_title(\"Ey vs. time\")\n", "\n", "# Make frequency mesh and plot spectrum\n", "dt = sim_data.simulation.dt\n", "fmesh = np.linspace(1.6e14, 2.5e14, 101)\n", "\n", "dft_matrix = np.exp(2j * np.pi * fmesh[:, None] * time_series.t.values) / np.sqrt(2 * np.pi)\n", "spectrum = dt * dft_matrix @ np.real(time_series.values)\n", "\n", "ax2.plot(fmesh, np.abs(spectrum))\n", "ax2.set_xlim(1.7e14, 2.5e14)\n", "ax2.set_xlabel(\"Frequency [Hz]\")\n", "ax2.set_ylabel(\"Electric field [a.u.]\");\n", "ax2.set_title(\"Spectrum\");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see a big peak close to `f = 195THz`, which is most likely what we are looking for, because a) the fundamental mode is the longest-lived and b) we use a y-polarized source at the center of the simulation domain, which does not excite some of the other modes. Next, we refine the simulation and compute the field profile of this fundamental mode." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Refine simulation, apply symmetries, get mode profile\n", "\n", "Now that we've seen a clear resonant peak, we can increase the resolution of the simulation to obtain more accurate results, and to get a high-resolution image of the cavity mode. We center the source frequency close to the peak of the spectrum above, and decrease the bandwidth to exclude any other modes. We will also double the spatial resolution, making it 20 pixels per lattice period. Finally, we will also incorporate symmetries to speed up the computation." ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:54.498615Z", "iopub.status.busy": "2022-07-21T20:51:54.498464Z", "iopub.status.idle": "2022-07-21T20:51:54.501532Z", "shell.execute_reply": "2022-07-21T20:51:54.501272Z" }, "tags": [] }, "outputs": [], "source": [ "# New target frequency based on spectrum above\n", "freq0 = 1.95e14\n", "\n", "# Narrow-bandwidth source\n", "source = td.PointDipole(\n", " center=(0, 0, 0),\n", " source_time=td.GaussianPulse(\n", " freq0=freq0,\n", " fwidth=fwidth/5),\n", " polarization='Ey')\n", "\n", "# Also increase the run time a bit\n", "run_time = 50/fwidth\n", "\n", "# 20 pixels per lattice period\n", "steps_per_unit_length = 20\n", "grid_spec = td.GridSpec(\n", " grid_x=td.UniformGrid(dl=alattice / steps_per_unit_length),\n", " grid_y=td.UniformGrid(dl=alattice / steps_per_unit_length * np.sqrt(3) / 2),\n", " grid_z=td.AutoGrid(min_steps_per_wvl=steps_per_unit_length)\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can use both a time and a frequency monitor to obtain the field profile, each coming with advantages and disadvantages. The frequency monitor captures accurately the frequency-domain field, but that includes the source signature. On the other hand, examining the time-domain field can capture the \"eigenmode\" of the system, but only if all the other modes have decayed. This is, to a very large extent, the case in our simulation, so as we'll see the second approach works very well.\n", "\n", "**NB**: An important thing to note is that a 2D time monitor can result in a very large amount of data. Because of this, we will only record the fields near the last time step, setting `start = run_time` in the `FieldTimeMonitor`." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:54.503104Z", "iopub.status.busy": "2022-07-21T20:51:54.502970Z", "iopub.status.idle": "2022-07-21T20:51:54.505344Z", "shell.execute_reply": "2022-07-21T20:51:54.505109Z" }, "tags": [] }, "outputs": [], "source": [ "# Time and frequency monitors\n", "tmonitor = td.FieldTimeMonitor(\n", " center=[0, 0, 0],\n", " size=[4, 2*np.sqrt(3), 0],\n", " start=run_time,\n", " name='final_time')\n", "\n", "fmonitor = td.FieldMonitor(\n", " center=[0, 0, 0],\n", " size=[4, 2*np.sqrt(3), 0],\n", " freqs=[freq0],\n", " name='field')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We initialize the simulation with reflection symmetries defined with respect to the x-, y-, and z-planes. Note that the eigenvalue of the symmetry (plus or minus one) has to be carefully determined, taking into account the vectorial nature of the electric field (and the pseudo-vector nature of the magnetic field). As an extra hint, positive symmetry is equivalent to a PMC plane, where the normal E-field component vanishes, while negative symmetry is equivalent to a PEC plane, where the parallel components of the E-field vanish. The symmetry values can be determined by thinking about a y-polarized electric dipole at the origin: `(1, -1, 1)`." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:54.506857Z", "iopub.status.busy": "2022-07-21T20:51:54.506730Z", "iopub.status.idle": "2022-07-21T20:51:54.509757Z", "shell.execute_reply": "2022-07-21T20:51:54.509505Z" }, "tags": [] }, "outputs": [], "source": [ "# Initialize simulation\n", "sim = td.Simulation(\n", " size=sim_size, \n", " grid_spec=grid_spec, \n", " structures=[slab, holes],\n", " sources=[source], \n", " monitors=[tmonitor, fmonitor],\n", " run_time=run_time,\n", " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n", " symmetry=(1, -1, 1),\n", ")" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2022-07-21T20:51:54.511302Z", "iopub.status.busy": "2022-07-21T20:51:54.511182Z", "iopub.status.idle": "2022-07-21T20:51:54.914885Z", "shell.execute_reply": "2022-07-21T20:51:54.914584Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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\n" 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<AxesSubplot:title={'center':'cross section at z=0.00'}, xlabel='x', ylabel='y'>\n",
       "
\n" ], "text/plain": [ "\u001b[1m<\u001b[0m\u001b[1;95mAxesSubplot:\u001b[0m\u001b[1;33mtitle\u001b[0m\u001b[39m=\u001b[0m\u001b[1;39m{\u001b[0m\u001b[32m'center'\u001b[0m\u001b[39m:\u001b[0m\u001b[32m'cross section at \u001b[0m\u001b[32mz\u001b[0m\u001b[32m=\u001b[0m\u001b[32m0\u001b[0m\u001b[32m.00'\u001b[0m\u001b[1;39m}\u001b[0m\u001b[39m, \u001b[0m\u001b[33mxlabel\u001b[0m\u001b[39m=\u001b[0m\u001b[32m'x'\u001b[0m\u001b[39m, \u001b[0m\u001b[33mylabel\u001b[0m\u001b[39m=\u001b[0m\u001b[32m'y'\u001b[0m\u001b[1m>\u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
<Figure size 864x288 with 4 Axes>\n",
       "
\n" ], "text/plain": [ "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 864x288 with \u001b[0m\u001b[1;36m4\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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\n" }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=(12, 4))\n", "sim_data.plot_field('final_time', 'Ey', val='abs', z=0, time=run_time, ax=ax[0])\n", "sim_data.plot_field('field', 'Ey', val='abs', z=0, freq=freq0, ax=ax[1]);" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "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": "3.8.10" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { "0ea020b86c104b8a8fd4070584fd2b06": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_718b09be6103420f9b6617ebd6e09bef", "msg_id": "", "outputs": [ { "data": { "text/html": "
🚶  Starting 'L3 low res'...\n
\n", "text/plain": "\u001b[32m🚶 \u001b[0m \u001b[1;32mStarting 'L3 low res'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "1f6b63513b3e4295b5f2df1915ea77b6": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_92cb29d7763c4c6a9b23f96536597252", "msg_id": "", "outputs": [ { "data": { "text/html": "
 simulation.json ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100.0%97.3/97.3 kB?0:00:00\n
\n", "text/plain": "\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.json\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m97.3/97.3 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "2a074cf5512540e28db39f7a7216fc6e": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_f57bc5d84b424ef9a09ec55315413b84", "msg_id": "", "outputs": [ { "data": { "text/html": "
 monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╺━━━ 88.7%2.1/2.4 MB3.7 MB/s0:00:01\n
\n", "text/plain": "\u001b[1;32m↓\u001b[0m \u001b[1;34mmonitor_data.hdf5\u001b[0m \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[38;5;237m╺\u001b[0m\u001b[38;5;237m━━━\u001b[0m \u001b[35m88.7%\u001b[0m • \u001b[32m2.1/2.4 MB\u001b[0m • \u001b[31m3.7 MB/s\u001b[0m • \u001b[36m0:00:01\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "2a119f4704404ed99436f102a188a2cb": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_52d0e2baa8244bcabbafb9afd6a5258d", "msg_id": "", "outputs": [ { "data": { "text/html": "
% done (field decay = 2.36e-01) ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\n
\n", "text/plain": "% done (field decay = 2.36e-01) \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "4d9d600e9cdb40e49932e3d09be641bf": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_7697917a523f42b69f7f3c907a27abfc", "msg_id": "", "outputs": [ { "data": { "text/html": "
🚶  Finishing 'L3 low res'...\n
\n", "text/plain": "\u001b[32m🚶 \u001b[0m \u001b[1;32mFinishing 'L3 low res'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "509243615af74190b89f543f6e038685": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "52d0e2baa8244bcabbafb9afd6a5258d": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "547cbf35a80f420c9018fd33483f864a": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "7040082c07684f8ca1e58ac3337dd9dc": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_bf8938a060f64952aa17964289469266", "msg_id": "", "outputs": [ { "data": { "text/html": "
🚶  Finishing 'L3 high res'...\n
\n", "text/plain": "\u001b[32m🚶 \u001b[0m \u001b[1;32mFinishing 'L3 high res'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "718b09be6103420f9b6617ebd6e09bef": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "73f8c67d578641b4a433e0a6f17dfaa1": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "7697917a523f42b69f7f3c907a27abfc": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "92cb29d7763c4c6a9b23f96536597252": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, 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"_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_73f8c67d578641b4a433e0a6f17dfaa1", "msg_id": "", "outputs": [ { "data": { "text/html": "
 simulation.json ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100.0%96.6/96.6 kB?0:00:00\n
\n", "text/plain": "\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.json\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m96.6/96.6 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "a26c6a7fc62b44a3805ef57b1f1a9ce4": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_c3fa1a70b7d34863984a46e5dcc57fbe", "msg_id": "", "outputs": [ { "data": { "text/html": "
🏃  Starting 'L3 high res'...\n
\n", "text/plain": "\u001b[32m🏃 \u001b[0m \u001b[1;32mStarting 'L3 high res'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "a5b35da6684e47fd8ce8747be50039d6": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_547cbf35a80f420c9018fd33483f864a", "msg_id": "", "outputs": [ { "data": { "text/html": "
% done (field decay = 7.24e-02) ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\n
\n", "text/plain": "% done (field decay = 7.24e-02) \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "adc7b55c048343fe9636861c952f4613": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_509243615af74190b89f543f6e038685", "msg_id": "", "outputs": [ { "data": { "text/html": "
 monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╺━ 94.0%3.4/3.6 MB3.7 MB/s0:00:01\n
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