{ "cells": [ { "cell_type": "markdown", "id": "49a31b4f", "metadata": {}, "source": [ "# THz integrated demultiplexer/filter based on ring resonator" ] }, { "cell_type": "markdown", "id": "7431b8fb", "metadata": {}, "source": [ "Note: the cost of running the entire notebook is larger than 1 FlexUnit.\n", "\n", "Wireless communication technology has been experiencing rapid development to satisfy the ever growing need for higher data transmission speed. The current 5G network has been harnessing the power of microwave and mm wave. The future generations of wireless communication clearly points to even higher frequencies, entering the THz territory. \n", "\n", "Inspired by the advancement of integrated photonics at telecom wavelength, integrated THz technology is a promising candidate for future mass production of compact THz communication devices. This model aims to demonstrate the modeling of a silicon-based THz demultiplexer/filter, which is a crucial component in a high-speed integrated THz communication system. The device utilizes a ring resonator structure similar to a typical ring resonator used in a telecom integrated circuit. It achieves <1.5 dB transmission loss and 3 GHz free spectral range. The design of the device is adapted from [Deng, W. et al. On‐Chip Polarization‐ and Frequency‐Division Demultiplexing for Multidimensional Terahertz Communication. Laser Photon. Rev. 16, 2200136 (2022)](https://onlinelibrary.wiley.com/doi/abs/10.1002/lpor.202200136).\n", "\n", "\n" ] }, { "cell_type": "markdown", "id": "8cf441f1", "metadata": {}, "source": [ "## Simulation Setup " ] }, { "cell_type": "code", "execution_count": 1, "id": "6d1a57be", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:28.532175Z", "iopub.status.busy": "2023-02-03T05:39:28.531827Z", "iopub.status.idle": "2023-02-03T05:39:29.601644Z", "shell.execute_reply": "2023-02-03T05:39:29.601252Z" } }, "outputs": [ { "data": { "text/html": [ "
[23:39:29] WARNING  This version of Tidy3D was pip installed from the 'tidy3d-beta' repository on   __init__.py:103\n",
       "                    PyPI. Future releases will be uploaded to the 'tidy3d' repository. From now on,                \n",
       "                    please use 'pip install tidy3d' instead.                                                       \n",
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           INFO     Using client version: 1.9.0rc1                                                  __init__.py:121\n",
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\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO \u001b[0m Using client version: \u001b[1;36m1.9\u001b[0m.0rc1 \u001b]8;id=753179;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\u001b\\\u001b[2m__init__.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=440380;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\u001b\\\u001b[2m121\u001b[0m\u001b]8;;\u001b\\\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import tidy3d as td\n", "import tidy3d.web as web\n", "from tidy3d.plugins import ModeSolver" ] }, { "cell_type": "markdown", "id": "db3bc0d9", "metadata": {}, "source": [ "The demultiplexer/filter device consists of a ring resonator, a through port waveguide, and a drop port waveguide. It is fabricated on a silicon wafer with a thickness of 130 $\\mu m$. A ridge waveguide with 110 $\\mu m$ height is used. The radius of the ring resonator is designed to ensure low loss for the TE0 mode. " ] }, { "cell_type": "code", "execution_count": 2, "id": "cd6bd27d", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:29.603461Z", "iopub.status.busy": "2023-02-03T05:39:29.603277Z", "iopub.status.idle": "2023-02-03T05:39:29.605687Z", "shell.execute_reply": "2023-02-03T05:39:29.605423Z" } }, "outputs": [], "source": [ "t_si = 130 #thickness of the si wafer\n", "t_wg = 110 #height of the ridge waveguide\n", "W0 = 200 #width of the waveguide\n", "R1 = 3500 #inner radius of the ring resonator\n", "R2 = 2000 #inner radius of the waveguide bend\n", "Wg = 50 #width of the gap\n", "s = 3000 #horizontal shift of the waveguide bend\n", "inf_eff = 1e5 #effective infinity. This parameter is used to ensure the ports extend into the pml.\n", "\n", "freq0 = 380e9 #central frequency\n", "lda0 = td.C_0/freq0 #central wavelength\n", "freqs = np.linspace(375e9,385e9,301) #wavelength range. \n", "#To ensure we resolve the spectral features, 301 frequency points are used." ] }, { "cell_type": "markdown", "id": "90212abb", "metadata": {}, "source": [ "Since the whole structure is made of silicon, only two materials need to be defined -- silicon and air. At the simulation frequency, silicon has a small loss of $\\alpha$=0.025 $cm^{-1}$. Therefore, the imaginary part of the refractive index can be calculated as $k = \\frac{\\alpha \\lambda}{4\\pi}$. Since the frequency dispersion is very small, we will model silicon as dispersionless material." ] }, { "cell_type": "code", "execution_count": 3, "id": "03bdd9e3", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:29.607044Z", "iopub.status.busy": "2023-02-03T05:39:29.606946Z", "iopub.status.idle": "2023-02-03T05:39:29.608966Z", "shell.execute_reply": "2023-02-03T05:39:29.608707Z" } }, "outputs": [], "source": [ "alpha = 0.025 #loss\n", "k_si = alpha*lda0*1e-4/(4*np.pi) #imaginary part of the Si refractive index\n", "n_si = 3.405 #real part of the Si refractive index\n", "\n", "si = td.Medium.from_nk(n=n_si, k=k_si, freq=freq0)\n", "air = td.Medium(permittivity = 1)" ] }, { "cell_type": "markdown", "id": "51ae0cf5", "metadata": {}, "source": [ "To build the device, we need to keep in mind that when two structures overlap, the one added later will override the one added earlier. This gives us great flexibility when making more complex geometries. \n", "\n", "To make the ring resonator, we first create a [Cylinder](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.Cylinder.html?highlight=cylinder) made of silicon with the radius set to the outer radius of the ring. Then, another [Cylinder](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.Cylinder.html?highlight=cylinder) made of air with the radius set to the inner radius of the ring is added. This effectively results in a silicon ring. The waveguide bend structure is built using the same principle. " ] }, { "cell_type": "code", "execution_count": 4, "id": "8526222d", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:29.610336Z", "iopub.status.busy": "2023-02-03T05:39:29.610219Z", "iopub.status.idle": "2023-02-03T05:39:29.615009Z", "shell.execute_reply": "2023-02-03T05:39:29.614734Z" } }, "outputs": [], "source": [ "#through port waveguide\n", "wg1 = td.Structure(geometry=td.Box.from_bounds(rmin=(-inf_eff,0,0), rmax=(inf_eff,W0,t_si)),\n", " medium=si) \n", "\n", "\n", "#ring resonator\n", "ring_out = td.Structure(geometry=td.Cylinder(center=(0, 2*W0+Wg+R1,t_si/2),radius=R1+W0,length=t_si,axis=2),\n", " medium=si)\n", "\n", "ring_in = td.Structure(geometry=td.Cylinder(center=(0, 2*W0+Wg+R1,t_si/2),radius=R1,length=t_si,axis=2),\n", " medium=air) \n", "\n", "\n", "#waveguide bend\n", "wg_bend_out = td.Structure(geometry=td.Cylinder(center=(-s, 4*W0+2*Wg+2*R1+R2,t_si/2),radius=R2+W0,length=t_si,axis=2),\n", " medium=si)\n", "\n", "wg_bend_in = td.Structure(geometry=td.Cylinder(center=(-s, 4*W0+2*Wg+2*R1+R2,t_si/2),radius=R2,length=t_si,axis=2),\n", " medium=air)\n", "\n", "wg_bend_left = td.Structure(geometry=td.Box.from_bounds(rmin=(-s,3*W0+2*Wg+2*R1,0), rmax=(-s+R2+W0,5*W0+2*Wg+2*R1*2*R2,t_si)),\n", " medium=air)\n", "\n", "\n", "#drop port waveguide\n", "wg2 = td.Structure(geometry=td.Box.from_bounds(rmin=(-s,3*W0+2*Wg+2*R1,0), rmax=(s,4*W0+2*Wg+2*R1,t_si)),\n", " medium=si)\n", "\n", "wg3 = td.Structure(geometry=td.Box.from_bounds(rmin=(-s,4*W0+2*Wg+2*R1+2*R2,0), rmax=(inf_eff,5*W0+2*Wg+2*R1+2*R2,t_si)),\n", " medium=si)\n", "\n", "\n", "#si wafer \n", "si_substrate = td.Structure(geometry=td.Box.from_bounds(rmin=(-inf_eff,-inf_eff,0), rmax=(inf_eff,inf_eff,t_si-t_wg)),\n", " medium=si)" ] }, { "cell_type": "markdown", "id": "d2114d96", "metadata": {}, "source": [ "Define source and monitors. Here we will define a [ModeSource](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/search.html?q=modesource) that launches the TE0 mode into the input waveguide. Two [FluxMonitors](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.FluxMonitor.html?highlight=fluxmonitor) are added to the through port and the drop port to monitor the transmission. A [FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.FieldMonitor.html?highlight=fieldmonitor) is added in the xy plane to visualize the field distribution." ] }, { "cell_type": "code", "execution_count": 5, "id": "c55531c4", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:29.616475Z", "iopub.status.busy": "2023-02-03T05:39:29.616390Z", "iopub.status.idle": "2023-02-03T05:39:29.619826Z", "shell.execute_reply": "2023-02-03T05:39:29.619581Z" } }, "outputs": [], "source": [ "mode_spec = td.ModeSpec(num_modes=1, target_neff=3) #we are only interested in the TE0 mode so num_modes is set to 1\n", "#add a mode source at the input of the waveguide\n", "mode_source = td.ModeSource(\n", " center=(-1.5*R1, W0/2, t_si/2),\n", " size=(0, 4*W0, 4*t_si),\n", " source_time = td.GaussianPulse(\n", " freq0=freq0,\n", " fwidth=freq0/10),\n", " direction='+',\n", " mode_spec=mode_spec,\n", " mode_index=0)\n", "\n", "#add two flux monitors at the through port and the drop port\n", "flux_monitor1 = td.FluxMonitor(\n", " center = (1.5*R1,W0/2,t_si/2),\n", " size = (0, 4*W0, 4*t_si),\n", " freqs = freqs,\n", " name='flux1') \n", "\n", "flux_monitor2 = td.FluxMonitor(\n", " center = (1.5*R1,4.5*W0+2*Wg+2*R1+2*R2,t_si/2),\n", " size = (0, 4*W0, 4*t_si),\n", " freqs = freqs,\n", " name='flux2') \n", "\n", "freq1 = 378.8e9 #frequency at which the power is transmitted to the through port\n", "freq2 = 380.2e9 #frequency at which the power is transmitted to the drop port\n", "\n", "#define a field monitor in the z=0 plane to visualize the field flow\n", "field_monitor = td.FieldMonitor(\n", " center = (0,0,t_si/2),\n", " size = (td.inf, td.inf, 0),\n", " freqs = [freq1, freq2],\n", " name='field'\n", ")" ] }, { "cell_type": "markdown", "id": "ebf3cf30", "metadata": {}, "source": [ "Define the simulation using the above structures, source, and monitors. Due to the high-Q resonance of the ring resonator, we need to ensure that the simulation run time is sufficiently long." ] }, { "cell_type": "code", "execution_count": 6, "id": "66b2caf7", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:29.621195Z", "iopub.status.busy": "2023-02-03T05:39:29.621108Z", "iopub.status.idle": "2023-02-03T05:39:29.743894Z", "shell.execute_reply": "2023-02-03T05:39:29.743637Z" } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "buffer_y = lda0 #buffer spacing in the y direction\n", "\n", "#simulation domain size\n", "Lx = 3.5*R1\n", "Ly = 2*R1 + 2*R2 + 5*W0 + 2*Wg + 2*buffer_y\n", "Lz = 1.5*lda0\n", "sim_size = (Lx, Ly, Lz)\n", "\n", "run_time = 12e-9 #simulation run time\n", "\n", "#initialize the Simulation object\n", "sim = td.Simulation(\n", " center=(0,Ly/2-buffer_y,t_si),\n", " size=sim_size,\n", " grid_spec=td.GridSpec.auto(min_steps_per_wvl=15, wavelength=lda0),\n", " structures=[wg1, ring_out, ring_in, wg_bend_out, wg_bend_in, wg_bend_left, wg2, wg3, si_substrate],\n", " sources=[mode_source],\n", " monitors=[field_monitor,flux_monitor1,flux_monitor2],\n", " run_time=run_time,\n", " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML())\n", " ) \n", "\n", "#visualize the structure to make sure it is set up correctly\n", "sim.plot(z=t_si)" ] }, { "cell_type": "markdown", "id": "e1554796", "metadata": {}, "source": [ "Visualize the mode field to ensure we are launching the TE0 mode at the mode source." ] }, { "cell_type": "code", "execution_count": 7, "id": "f628dcdd", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:29.745393Z", "iopub.status.busy": "2023-02-03T05:39:29.745274Z", "iopub.status.idle": "2023-02-03T05:39:30.403124Z", "shell.execute_reply": "2023-02-03T05:39:30.402848Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: divide by zero encountered in det\n", " r = _umath_linalg.det(a, signature=signature)\n", "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: invalid value encountered in det\n", " r = _umath_linalg.det(a, signature=signature)\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mode_solver = ModeSolver(\n", " simulation=sim,\n", " plane=td.Box(center=(-R1, W0/2, t_si/2), size=(0, 4*W0, 4*t_si)),\n", " mode_spec=mode_spec,\n", " freqs=[freq0],\n", ")\n", "mode_data = mode_solver.solve()\n", "\n", "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(10, 3))\n", "abs(mode_data.Ex.isel(mode_index=0)).plot(x='y', y='z', ax=ax1, cmap=\"magma\")\n", "abs(mode_data.Ey.isel(mode_index=0)).plot(x='y', y='z', ax=ax2, cmap=\"magma\")\n", "abs(mode_data.Ez.isel(mode_index=0)).plot(x='y', y='z', ax=ax3, cmap='magma')\n", "\n", "ax1.set_title('|Ex(x, y)|')\n", "ax2.set_title('|Ey(x, y)|')\n", "ax3.set_title('|Ez(x, y)|')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "ac6831f8", "metadata": {}, "source": [ "Submit the simulation job to the server." ] }, { "cell_type": "code", "execution_count": 8, "id": "e02acaf5", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:39:30.404637Z", "iopub.status.busy": "2023-02-03T05:39:30.404526Z", "shell.execute_reply": "2023-02-03T05:58:20.789395Z" } }, "outputs": [ { "data": { "text/html": [ "
[23:39:31] INFO     Created task 'thz_demultiplexer' with task_id                                     webapi.py:120\n",
       "                    '05e5f30d-fb28-4655-9f35-9307f0e81d50'.                                                        \n",
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[23:39:33] INFO     status = queued                                                                   webapi.py:262\n",
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[23:39:41] INFO     Maximum FlexUnit cost: 6.783                                                      webapi.py:253\n",
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[23:39:43] INFO     status = preprocess                                                               webapi.py:274\n",
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[23:39:49] INFO     starting up solver                                                                webapi.py:278\n",
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[23:39:59] INFO     running solver                                                                    webapi.py:284\n",
       "
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       "Output()"
      ]
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     "metadata": {},
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    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name='thz_demultiplexer')\n",
    "sim_data = job.run(path='data/simulation_data.hdf5')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0264af13",
   "metadata": {},
   "source": [
    "## Result Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5da86c4b",
   "metadata": {},
   "source": [
    "At 378.8 GHz, the power is transmitted to the through port."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3eca58f5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T05:58:25.344455Z",
     "iopub.status.busy": "2023-02-03T05:58:25.344008Z",
     "iopub.status.idle": "2023-02-03T05:58:26.710072Z",
     "shell.execute_reply": "2023-02-03T05:58:26.709821Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       ""
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
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       "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "ax = fig.add_subplot(111)\n", "sim_data.plot_field('field', 'int', ax = ax, f=freq1, vmin=0, vmax=0.01)" ] }, { "cell_type": "markdown", "id": "95a9ce10", "metadata": {}, "source": [ "At 380.2 GHz, the power is transmitted to the drop port." ] }, { "cell_type": "code", "execution_count": 10, "id": "d4dd2c1d", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:58:26.711617Z", "iopub.status.busy": "2023-02-03T05:58:26.711514Z", "iopub.status.idle": "2023-02-03T05:58:28.069316Z", "shell.execute_reply": "2023-02-03T05:58:28.069013Z" } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "ax = fig.add_subplot(111)\n", "sim_data.plot_field('field', 'int', ax = ax, f=freq2, vmin=0, vmax=0.01)" ] }, { "cell_type": "markdown", "id": "b9be1f9e", "metadata": {}, "source": [ "Plot the transmission spectra at the through port and the drop port. A sub 1.5 dB transmission loss as well as a ~3 GHz free spectral range is observed." ] }, { "cell_type": "code", "execution_count": 11, "id": "67b11d63", "metadata": { "execution": { "iopub.execute_input": "2023-02-03T05:58:28.070835Z", "iopub.status.busy": "2023-02-03T05:58:28.070736Z", "iopub.status.idle": "2023-02-03T05:58:28.143554Z", "shell.execute_reply": "2023-02-03T05:58:28.143301Z" } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "T1 = sim_data['flux1'].flux\n", "T2 = sim_data['flux2'].flux\n", "\n", "plt.plot(freqs/1e9, 10*np.log10(T1), freqs/1e9, 10*np.log10(T2))\n", "plt.xlabel('Frequency (GHz)')\n", "plt.ylabel('Transmission (dB)')\n", "plt.legend(('Through port', 'Drop port'))" ] }, { "cell_type": "code", "execution_count": null, "id": "2b2419f3", "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": "3.10.9" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { "261a6a8945f94355bce646412f11a330": { "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_2fcbc45a046142a48e101d1878cdb108", "msg_id": "", "outputs": [ { "data": { "text/html": "
🚢  Starting 'thz_demultiplexer'...\n🚢  Starting 'thz_demultiplexer'...
\n", "text/plain": "\r\u001b[2K\u001b[32m🚢 \u001b[0m \u001b[1;32mStarting 'thz_demultiplexer'...\u001b[0m\n\u001b[32m🚢 \u001b[0m \u001b[1;32mStarting 'thz_demultiplexer'...\u001b[0m" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "2fcbc45a046142a48e101d1878cdb108": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": 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, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "4fef06c448d941a6a85a2043cab81089": { "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_fcf98afe9f464a42ad0f021e542f75b4", "msg_id": "68220792-a679bf884d5d501f04e6c910_12020_9", "outputs": [ { "data": { "text/html": "
% done (field decay = 8.88e-03) ━━━━━━━━╺━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━  20% -:--:--\n% done (field decay = 8.88e-03) ━━━━━━━━╺━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━  20% -:--:--
\n", "text/plain": "\r\u001b[2K% done (field decay = 8.88e-03) \u001b[38;2;249;38;114m━━━━━━━━\u001b[0m\u001b[38;5;237mβ•Ί\u001b[0m\u001b[38;5;237m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m 20%\u001b[0m \u001b[36m-:--:--\u001b[0m\n% done (field decay = 8.88e-03) \u001b[38;2;249;38;114m━━━━━━━━\u001b[0m\u001b[38;5;237mβ•Ί\u001b[0m\u001b[38;5;237m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m 20%\u001b[0m \u001b[36m-:--:--\u001b[0m" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "bcfee8f6ce464f22b6f7f45774c57b07": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": 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, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "f2a20616ffa14fc6b658ea3ca1eabe76": { "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_bcfee8f6ce464f22b6f7f45774c57b07", "msg_id": "", "outputs": [ { "data": { "text/html": "
↑ simulation.json ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 0.0% β€’ 0.0/17.4 kB β€’ ? β€’ -:--:--\n↑ simulation.json ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 0.0% β€’ 0.0/17.4 kB β€’ ? β€’ -:--:--
\n", "text/plain": "\r\u001b[2K\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.json\u001b[0m \u001b[38;5;237m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m0.0%\u001b[0m β€’ \u001b[32m0.0/17.4 kB\u001b[0m β€’ \u001b[31m?\u001b[0m β€’ \u001b[36m-:--:--\u001b[0m\n\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.json\u001b[0m \u001b[38;5;237m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m0.0%\u001b[0m β€’ \u001b[32m0.0/17.4 kB\u001b[0m β€’ \u001b[31m?\u001b[0m β€’ \u001b[36m-:--:--\u001b[0m" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "fcf98afe9f464a42ad0f021e542f75b4": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": 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, "padding": null, "right": null, "top": null, "visibility": null, "width": null } } }, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 5 }