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    "# Cavity quality factor, effective mode volume, and Purcell factor\n",
    "\n",
    "In this notebook, we will walk through the process of calculating the quality factor ($Q$), the effective mode volume ($V_{eff}$), and the Purcell factor ($F_{p}$) of a L3 photonic crystal (PhC) nanocavity. We start by using the [Resonance Finder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html#tidy3d.plugins.resonance.ResonanceFinder.html) plugin to find the L3 PhC cavity fundamental resonance and extract its information. For those not familiar with the `Resonance Finder`, detailed information is available in [Extracting resonance information using Resonance Finder](https://www.flexcompute.com/tidy3d/examples/notebooks/ResonanceFinder/), [Optimized photonic crystal L3 cavity](https://www.flexcompute.com/tidy3d/examples/notebooks/OptimizedL3/), or [Band structure calculation of a photonic crystal slab](https://www.flexcompute.com/tidy3d/examples/notebooks/Bandstructure/) notebooks. Then, we show how to estimate the cavity effective mode volume from the frequency-domain fields. Lastly, the Purcell factor is calculated from the quality factor and the mode effective volume.\n",
    "\n",
    "If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/tidy3d/learning-center/fdtd101/) tutorials. \n",
    "\n",
    "## References\n",
    "`[1] Peter Lodahl, Sahand Mahmoodian, and Søren Stobbe, \"Interfacing single photons and single quantum dots with photonic nanostructures,\" Rev. Mod. Phys. 87, 347 (2015)` [DOI: 10.1103/RevModPhys.87.347](<https://doi.org/10.1103/RevModPhys.87.347>)\n",
    "\n",
    "`[2] R. Coccioli, M. Boroditsky, K.W. Kim, Y. Rahmat-Samii, and E. Yablonovitch, \"Smallest possible electromagnetic mode volume in a dielectric cavity,\"  IEE Proceedings - Optoelectronics 145(6), 391 – 397 (1998)` [DOI: 10.1049/ip-opt:19982468](<https://doi.org/10.1049/ip-opt:19982468>)\n",
    "\n",
    "`[3] P. T. Kristensen, C. Van Vlack, and S. Hughes, \"Generalized effective mode volume for leaky optical cavities,\" Opt. Lett. 37, 1649-1651 (2012)` [DOI: 10.1364/OL.37.001649](<https://doi.org/10.1364/OL.37.001649>)\n",
    "\n",
    "`[4] Y. Xu, J. S. Vučković, R. K. Lee, O. J. Painter, A. Scherer, and A. Yariv, \"Finite-difference time-domain calculation of spontaneous emission lifetime in a microcavity,\" J. Opt. Soc. Am. B 16, 465-474 (1999)` [DOI: 10.1364/JOSAB.16.000465](<https://doi.org/10.1364/JOSAB.16.000465>)"
   ]
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   "source": [
    "# Standard python imports.\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# Tidy3D imports.\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "from tidy3d.plugins.resonance import ResonanceFinder"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## PhC L3 Cavity Set Up\n",
    "To illustrate the calculation of cavity quality factor, effective mode volume, and Purcell factor, we will build an L3 PhC nanocavity. The cavity parameters were obtained from Fig. 23 of `[1]`."
   ]
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total runtime = 5.52 ps\n",
      "Start monitoring fields after 0.55 ps\n"
     ]
    }
   ],
   "source": [
    "# PhC nanocavity geometry.\n",
    "a = 0.240\n",
    "r = 0.3 * a\n",
    "t = 0.6 * a\n",
    "r_1 = 0.24 * a\n",
    "d_1 = 0.16 * a\n",
    "n_x = 21\n",
    "n_y = 17\n",
    "\n",
    "# PhC nanocavity material.\n",
    "n = 3.46\n",
    "mat_slab = td.Medium(permittivity=n**2)\n",
    "mat_hole = td.Medium(permittivity=1)\n",
    "\n",
    "# Simulation wavelength.\n",
    "wl_min = 0.90\n",
    "wl_max = 0.92\n",
    "n_wl = 21\n",
    "wl_c = (wl_min + wl_max) / 2\n",
    "wl_range = np.linspace(wl_min, wl_max, n_wl)\n",
    "freq_c = td.C_0 / wl_c\n",
    "freq_range = td.C_0 / wl_range\n",
    "freq_bw = 0.5 * (freq_range[0] - freq_range[-1])\n",
    "\n",
    "# Simulation runtime.\n",
    "runtime_fwidth = 20.0  # In units of 1/frequency bandwidth of the source.\n",
    "t_start_fwidth = (\n",
    "    2.0  # Time to start monitoring after source has decayed, units of 1/frequency bandwidth.\n",
    ")\n",
    "run_time = runtime_fwidth / freq_bw\n",
    "t_start = t_start_fwidth / freq_bw\n",
    "print(f\"Total runtime = {(run_time * 1e12):.2f} ps\")\n",
    "print(f\"Start monitoring fields after {(t_start * 1e12):.2f} ps\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The following function was adapted from the notebook [Defining common photonic crystal structures](https://www.flexcompute.com/tidy3d/examples/notebooks/PhotonicCrystalsComponents.html) and is employed to create the L3 PhC nanocavity holes."
   ]
  },
  {
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   "execution_count": 3,
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   "source": [
    "def hex_l_cavity(\n",
    "    R: float = 0.26,\n",
    "    side_R: float = 0.1,\n",
    "    del_R: float = 0.0,\n",
    "    spacing_x: float = 0,\n",
    "    spacing_y: float = 0,\n",
    "    n_x: int = 34,\n",
    "    n_y: int = 17,\n",
    "    height: float = 0.22,\n",
    "    mat_hole: td.Medium = td.Medium(permittivity=1),\n",
    ") -> td.Structure:\n",
    "    # parameters\n",
    "    # ------------------------------------------------------------\n",
    "    # R: radius of the cylinders (um)\n",
    "    # side_R: radii of the two ends of the L-cavity (um)\n",
    "    # del_R: shift of the two ends of the L-cavity (um)\n",
    "    # spacing_x: distance between centers of cylinders in x direction (um)\n",
    "    # spacing_y: distance between centers of cylinders in y direction (um)\n",
    "    # n_x: number of cylinders in x direction\n",
    "    # n_y: number of cylinders in y direction\n",
    "    # height: height of cylinders\n",
    "    # mat_hole: medium of the PhC cylinders\n",
    "\n",
    "    x0 = 0  # x coordinate of center of the array (um).\n",
    "    y0 = 0  # y coordinate of center of the array (um).\n",
    "    z0 = 0  # z coordinate of center of the array (um).\n",
    "    l_number = 3  # Number of cylinders removed from center (along x direction).\n",
    "    reference_plane = \"bottom\"  # Reference plane.\n",
    "    sidewall_angle = 0  # Angle slant of cylinders.\n",
    "    axis = 2  # Cylinders axis.\n",
    "\n",
    "    cylinders = []\n",
    "    if n_y % 2 == 0:\n",
    "        n_y -= 1  # only odd numbers for n_y work for symmetry\n",
    "\n",
    "    n_middle = n_x - n_x % 2 + l_number % 2\n",
    "\n",
    "    for i in range(-(n_y // 2), n_y // 2 + 1):  # go up columns\n",
    "        n_row = (\n",
    "            n_middle + (i % 2) * (-1) ** l_number\n",
    "        )  # calculates number of cylinders in current row\n",
    "        for j in range(-n_row + 1, n_row + 1, 2):  # go along rows\n",
    "            if i != 0 or abs(j) > l_number:  # don't populate cavity with cylinders\n",
    "                var_radius = R\n",
    "                shift_x = 0\n",
    "                if i == 0 and (abs(j) == l_number + 1):  # checks if cylinder is on side of cavity\n",
    "                    var_radius = side_R\n",
    "                    shift_x = del_R * np.sign(j)\n",
    "                c = td.Cylinder(\n",
    "                    axis=axis,\n",
    "                    sidewall_angle=sidewall_angle,\n",
    "                    reference_plane=reference_plane,\n",
    "                    radius=var_radius,\n",
    "                    center=(x0 + j * spacing_x + shift_x, y0 + i * spacing_y, z0),\n",
    "                    length=height,\n",
    "                )\n",
    "                cylinders.append(c)\n",
    "    structure = td.Structure(geometry=td.GeometryGroup(geometries=cylinders), medium=mat_hole)\n",
    "    return structure"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we will define the PhC structure. We consider a hexagonal lattice to calculate the periodicity in `x`- and `y`-directions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
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    "execution": {
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   "source": [
    "# PhC periodicity\n",
    "p_x = a * np.cos(60 * np.pi / 180)\n",
    "p_y = a * np.sin(60 * np.pi / 180)\n",
    "\n",
    "# Simulation size.\n",
    "pml_gap = 0.6 * wl_max\n",
    "size_x = 2 * n_x * p_x\n",
    "size_y = n_y * p_y\n",
    "size_z = t + 2 * pml_gap\n",
    "_inf = 10\n",
    "\n",
    "# PhC slab.\n",
    "phc_slab = td.Structure(\n",
    "    geometry=td.Box.from_bounds(\n",
    "        rmin=(-_inf - size_x / 2, -_inf - size_y / 2, -t / 2),\n",
    "        rmax=(+_inf + size_x / 2, +_inf + size_y / 2, +t / 2),\n",
    "    ),\n",
    "    medium=mat_slab,\n",
    ")\n",
    "\n",
    "# PhC holes.\n",
    "phc_holes = hex_l_cavity(\n",
    "    R=r,\n",
    "    side_R=r_1,\n",
    "    del_R=d_1,\n",
    "    spacing_x=p_x,\n",
    "    spacing_y=p_y,\n",
    "    n_x=n_x,\n",
    "    n_y=n_y,\n",
    "    height=t,\n",
    "    mat_hole=mat_hole,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will include a point dipole at the center of the simulation domain to excite only the fundamental L3 PhC nanocavity mode. The [Resonance Finder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html#tidy3d.plugins.resonance.ResonanceFinder.html) plugin needs at least one `FieldTimeMonitor` to record the field as a function of time. Importantly, we start the monitors after the source pulse has decayed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:32:36.408593Z",
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     "shell.execute_reply": "2025-05-15T10:32:36.413865Z"
    }
   },
   "outputs": [],
   "source": [
    "# Point dipole source.\n",
    "pulse = td.GaussianPulse(freq0=freq_c, fwidth=freq_bw)\n",
    "dip_source = td.PointDipole(\n",
    "    source_time=pulse,\n",
    "    center=(0, 0, 0),\n",
    "    polarization=\"Ey\",\n",
    "    name=\"dip_source\",\n",
    ")\n",
    "\n",
    "# Field time monitor.\n",
    "mon_fieldtime = td.FieldTimeMonitor(\n",
    "    fields=[\"Ey\"],\n",
    "    center=(0, 0, 0),\n",
    "    size=(0, 0, 0),\n",
    "    start=t_start,\n",
    "    name=\"monitor_time\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In the simulation, we will include a 3D `FieldMonitor` to calculate the cavity effective mode volume. We have obtained the resonance frequency from a previous simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:32:36.416679Z",
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     "shell.execute_reply": "2025-05-15T10:32:36.420215Z"
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   "outputs": [],
   "source": [
    "# Mode resonance frequency.\n",
    "mode_freq = freq_c\n",
    "\n",
    "# Apodization to exclude the source pulse from the frequency-domain monitors.\n",
    "apod = td.ApodizationSpec(start=t_start, width=t_start / 10)\n",
    "\n",
    "# Field monitor.\n",
    "mon_box = td.Box(center=(0, 0, 0), size=(size_x / 2, size_y / 2, 4 * t))\n",
    "mon_field = td.FieldMonitor(\n",
    "    center=mon_box.center,\n",
    "    size=mon_box.size,\n",
    "    freqs=mode_freq,\n",
    "    name=\"field_vol\",\n",
    "    colocate=False,\n",
    "    apodization=apod,\n",
    ")\n",
    "\n",
    "eps_mon = td.PermittivityMonitor(\n",
    "    center=mon_box.center, size=mon_box.size, freqs=mode_freq, name=\"eps_mon\", colocate=False\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we can build and run the simulation. It is worth mentioning that we set `shutoff=0` to run the simulation only for the `run_time` period. Otherwise, the simulation can take a very long time for the fields to decay fully."
   ]
  },
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       "    <div class=\"simulation-viewer\" data-width=\"400\" data-height=\"400\" data-simulation=\"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\" ></div>\n",
       "    <script>\n",
       "        \n",
       "        /**\n",
       "        * Simulation Viewer Injector\n",
       "        *\n",
       "        * Monitors the document for elements being added in the form:\n",
       "        *\n",
       "        *    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" data-simulation=\"{...}\" />\n",
       "        *\n",
       "        * This script will then inject an iframe to the viewer application, and pass it the simulation data\n",
       "        * via the postMessage API on request. The script may be safely included multiple times, with only the\n",
       "        * configuration of the first started script (e.g. viewer URL) applying.\n",
       "        *\n",
       "        */\n",
       "        (function() {\n",
       "            const TARGET_CLASS = \"simulation-viewer\";\n",
       "            const ACTIVE_CLASS = \"simulation-viewer-active\";\n",
       "            const VIEWER_URL = \"https://tidy3d.simulation.cloud/simulation-viewer\";\n",
       "\n",
       "            class SimulationViewerInjector {\n",
       "                constructor() {\n",
       "                    for (var node of document.getElementsByClassName(TARGET_CLASS)) {\n",
       "                        this.injectViewer(node);\n",
       "                    }\n",
       "\n",
       "                    // Monitor for newly added nodes to the DOM\n",
       "                    this.observer = new MutationObserver(this.onMutations.bind(this));\n",
       "                    this.observer.observe(document.body, {childList: true, subtree: true});\n",
       "                }\n",
       "\n",
       "                onMutations(mutations) {\n",
       "                    for (var mutation of mutations) {\n",
       "                        if (mutation.type === 'childList') {\n",
       "                            /**\n",
       "                            * Have found that adding the element does not reliably trigger the mutation observer.\n",
       "                            * It may be the case that setting content with innerHTML does not trigger.\n",
       "                            *\n",
       "                            * It seems to be sufficient to re-scan the document for un-activated viewers\n",
       "                            * whenever an event occurs, as Jupyter triggers multiple events on cell evaluation.\n",
       "                            */\n",
       "                            var viewers = document.getElementsByClassName(TARGET_CLASS);\n",
       "                            for (var node of viewers) {\n",
       "                                this.injectViewer(node);\n",
       "                            }\n",
       "                        }\n",
       "                    }\n",
       "                }\n",
       "\n",
       "                injectViewer(node) {\n",
       "                    // (re-)check that this is a valid simulation container and has not already been injected\n",
       "                    if (node.classList.contains(TARGET_CLASS) && !node.classList.contains(ACTIVE_CLASS)) {\n",
       "                        // Mark node as injected, to prevent re-runs\n",
       "                        node.classList.add(ACTIVE_CLASS);\n",
       "\n",
       "                        var uuid;\n",
       "                        if (window.crypto && window.crypto.randomUUID) {\n",
       "                            uuid = window.crypto.randomUUID();\n",
       "                        } else {\n",
       "                            uuid = \"\" + Math.random();\n",
       "                        }\n",
       "\n",
       "                        var frame = document.createElement(\"iframe\");\n",
       "                        frame.width = node.dataset.width || 800;\n",
       "                        frame.height = node.dataset.height || 800;\n",
       "                        frame.style.cssText = `width:${frame.width}px;height:${frame.height}px;max-width:none;border:0;display:block`\n",
       "                        frame.src = VIEWER_URL + \"?uuid=\" + uuid;\n",
       "\n",
       "                        var postMessageToViewer;\n",
       "                        postMessageToViewer = event => {\n",
       "                            if(event.data.type === 'viewer' && event.data.uuid===uuid){\n",
       "                                frame.contentWindow.postMessage({ type: 'jupyter', uuid, value: node.dataset.simulation, fileType: 'hdf5'}, '*');\n",
       "\n",
       "                                // Run once only\n",
       "                                window.removeEventListener('message', postMessageToViewer);\n",
       "                            }\n",
       "                        };\n",
       "                        window.addEventListener(\n",
       "                            'message',\n",
       "                            postMessageToViewer,\n",
       "                            false\n",
       "                        );\n",
       "\n",
       "                        node.appendChild(frame);\n",
       "                    }\n",
       "                }\n",
       "            }\n",
       "\n",
       "            if (!window.simulationViewerInjector) {\n",
       "                window.simulationViewerInjector = new SimulationViewerInjector();\n",
       "            }\n",
       "        })();\n",
       "    \n",
       "    </script>\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim = td.Simulation(\n",
    "    center=(0, 0, 0),\n",
    "    size=(size_x, size_y, size_z),\n",
    "    grid_spec=td.GridSpec.auto(wavelength=wl_c, min_steps_per_wvl=20),\n",
    "    structures=[phc_slab, phc_holes],\n",
    "    sources=[dip_source],\n",
    "    monitors=[mon_fieldtime, mon_field, eps_mon],\n",
    "    run_time=run_time,\n",
    "    shutoff=0,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    normalize_index=None,\n",
    "    symmetry=(1, -1, 1),\n",
    ")\n",
    "\n",
    "sim.plot_3d(width=400, height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Before running the simulation, let's look at the source and monitor positions to certify we are measuring the fields after the sources have fully decayed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:32:36.984710Z",
     "iopub.status.busy": "2025-05-15T10:32:36.984510Z",
     "iopub.status.idle": "2025-05-15T10:32:37.399826Z",
     "shell.execute_reply": "2025-05-15T10:32:37.399440Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(12, 5))\n",
    "sim.plot(z=0.0, ax=ax1)\n",
    "\n",
    "plot_time = 3 / freq_bw\n",
    "sim.sources[0].source_time.plot(times=np.linspace(0, plot_time, 1001), val=\"abs\", ax=ax2)\n",
    "ax2.set_xlim(0, plot_time)\n",
    "ax2.vlines(t_start, 0, 1, linewidth=2, color=\"g\", alpha=0.4)\n",
    "ax2.legend([\"source\", \"start time\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, let's run the simulation!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:32:37.401420Z",
     "iopub.status.busy": "2025-05-15T10:32:37.401288Z",
     "iopub.status.idle": "2025-05-15T10:32:44.657028Z",
     "shell.execute_reply": "2025-05-15T10:32:44.656740Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:31:56 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'l3_nanocavity'</span> with task_id                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:31:56 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'l3_nanocavity'\u001b[0m with task_id                         \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>View task using web UI at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">66-4b9d-8c7e-6fc54c244cf2'</span></a>.                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=830901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=68278;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=830901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=353506;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=830901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[32m-2f2939ae-6a\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=830901;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[32m66-4b9d-8c7e-6fc54c244cf2'\u001b[0m\u001b]8;;\u001b\\.                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-7a0ee478-ee62-43e0-9a9e-26a06b299b0a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=713106;https://tidy3d.simulation.cloud/folders/folder-7a0ee478-ee62-43e0-9a9e-26a06b299b0a\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "22be0b6a4bb74997ab8d20426fefbea5",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:31:58 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.086</span>. Minimum cost depends on task      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>FlexCredit cost after a simulation run.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:31:58 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.086\u001b[0m. Minimum cost depends on task      \n",
       "\u001b[2;36m              \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n",
       "\u001b[2;36m              \u001b[0mFlexCredit cost after a simulation run.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:31:59 CEST </span>status = queued                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:31:59 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Terminating the Python script will not stop the job running on the\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>cloud.                                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or             \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.     \n",
       "\u001b[2;36m              \u001b[0mTerminating the Python script will not stop the job running on the\n",
       "\u001b[2;36m              \u001b[0mcloud.                                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "model_id": "085454e102204ac69eec022e70fb006e",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:53:12 CEST </span>starting up solver                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:53:12 CEST\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>running solver                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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      "application/vnd.jupyter.widget-view+json": {
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       "version_minor": 0
      },
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       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:54:26 CEST </span>status = postprocess                                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:54:26 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "14f9e969fce44cce9b9e05396805b093",
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       "Output()"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:54:29 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:54:29 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:54:31 CEST </span>View simulation result at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">66-4b9d-8c7e-6fc54c244cf2'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:54:31 CEST\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=639945;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=638540;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=639945;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=530783;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=639945;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[4;34m-2f2939ae-6a\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=639945;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2f2939ae-6a66-4b9d-8c7e-6fc54c244cf2\u001b\\\u001b[4;34m66-4b9d-8c7e-6fc54c244cf2'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4c49f8833c1e47fb9996520ca36803a9",
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       "version_minor": 0
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:54:34 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:54:34 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Structure: simulation.structures</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">]</span><span style=\"color: #800000; text-decoration-color: #800000\"> </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">(</span><span style=\"color: #800000; text-decoration-color: #800000\">no `name` was       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">specified</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">)</span><span style=\"color: #800000; text-decoration-color: #800000\"> was detected as being less than half of a central      </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">wavelength from a PML on side x-min. To avoid inaccurate results  </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">or divergence, please increase gap between any structures and PML </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">or fully extend structure through the pml.                        </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Structure: simulation.structures\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;31m]\u001b[0m\u001b[31m \u001b[0m\u001b[1;31m(\u001b[0m\u001b[31mno `name` was       \u001b[0m\n",
       "\u001b[2;36m              \u001b[0m\u001b[31mspecified\u001b[0m\u001b[1;31m)\u001b[0m\u001b[31m was detected as being less than half of a central      \u001b[0m\n",
       "\u001b[2;36m              \u001b[0m\u001b[31mwavelength from a PML on side x-min. To avoid inaccurate results  \u001b[0m\n",
       "\u001b[2;36m              \u001b[0m\u001b[31mor divergence, please increase gap between any structures and PML \u001b[0m\n",
       "\u001b[2;36m              \u001b[0m\u001b[31mor fully extend structure through the pml.                        \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Suppressed </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3</span><span style=\"color: #800000; text-decoration-color: #800000\"> WARNING messages.                           </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Suppressed \u001b[0m\u001b[1;36m3\u001b[0m\u001b[31m WARNING messages.                           \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name=\"l3_nanocavity\", verbose=True)\n",
    "sim_data = job.run(path=\"data/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Cavity Field Distribution\n",
    "After running the simulation, we can obtain the frequency-domain fields to see what the cavity mode looks like. It is worth mentioning that frequency-domain results are considered accurate only if we run the simulation until the time-domain fields completely decays within the monitor region."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:32:44.681783Z",
     "iopub.status.busy": "2025-05-15T10:32:44.681685Z",
     "iopub.status.idle": "2025-05-15T10:32:59.122615Z",
     "shell.execute_reply": "2025-05-15T10:32:59.122024Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(12, 4))\n",
    "\n",
    "sim_data.plot_field(\"field_vol\", \"E\", \"abs\", z=0, ax=ax1)\n",
    "sim_data.plot_field(\"field_vol\", \"Ey\", \"real\", z=0, ax=ax2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Quality Factor\n",
    "Now, we can analyze the simulation data and calculate the resonance information from the time domain fields. The `run()` method returns an `xr.Dataset` containing the decay rate, Q-factor, amplitude, phase, and estimation error.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:32:59.124089Z",
     "iopub.status.busy": "2025-05-15T10:32:59.124006Z",
     "iopub.status.idle": "2025-05-15T10:33:01.309447Z",
     "shell.execute_reply": "2025-05-15T10:33:01.309201Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>decay</th>\n",
       "      <th>Q</th>\n",
       "      <th>amplitude</th>\n",
       "      <th>phase</th>\n",
       "      <th>error</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>freq</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>3.297079e+14</th>\n",
       "      <td>1.084911e+10</td>\n",
       "      <td>95474.034335</td>\n",
       "      <td>144156.983303</td>\n",
       "      <td>-2.012653</td>\n",
       "      <td>0.000034</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                     decay             Q      amplitude     phase     error\n",
       "freq                                                                       \n",
       "3.297079e+14  1.084911e+10  95474.034335  144156.983303 -2.012653  0.000034"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "resonance_finder = ResonanceFinder(freq_window=(freq_range[-1], freq_range[0]))\n",
    "resonance_data = resonance_finder.run(signals=sim_data[\"monitor_time\"])\n",
    "resonance_data.to_dataframe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Within the wavelength range from 900 to 920 nm, the L3 nanocavity has only the fundamental resonance, which shows a Q-factor of \n",
    "$9.55\\times10^{4}$, very close to the value of $9.60\\times10^{4}$ reported in `[1]`."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Cavity Effective Mode Volume\n",
    "\n",
    "The cavity effective mode volume ($V_{eff}$) describes how efficiently the cavity concentrates the electromagnetic field in a restricted space. The $V_{eff}$ value can be calculated from the cavity mode field distribution as defined by `[2]`:\n",
    "\n",
    "$V_{eff} = \\frac{\\int\\varepsilon(r)|E(r)|^{2}d^{3}r}{max[\\varepsilon(r)|E(r)|^{2}(r)]}$,\n",
    "\n",
    "where $\\varepsilon(r)$ is the cavity permittivity distribution, which can be obtained from the simulation object. This expression for $V_{eff}$ is not strictly valid for the case of open leaky cavities supporting quasimodes `[3]`.\n",
    "\n",
    "Below, we estimate $V_{eff}$ in units of $\\mu m^{3}$, $m^{3}$, and in units of $(\\lambda/n)^{3}$ which is also commonly used. The volume integral is performed using [xarray.Dataset.integrate](https://docs.xarray.dev/en/stable/generated/xarray.Dataset.integrate.html), which conveniently integrates the integrand along the given coordinates using the trapezoidal rule. \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:33:01.316642Z",
     "iopub.status.busy": "2025-05-15T10:33:01.316494Z",
     "iopub.status.idle": "2025-05-15T10:33:01.540004Z",
     "shell.execute_reply": "2025-05-15T10:33:01.539468Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "V_eff = 0.014 um^3\n",
      "V_eff = 1.435e-20 m^3\n",
      "V_eff = 0.79 (lambda/n)^3\n"
     ]
    }
   ],
   "source": [
    "# Electric field.\n",
    "e_x = sim_data[\"field_vol\"].Ex.isel(f=0).values\n",
    "e_y = sim_data[\"field_vol\"].Ey.isel(f=0).values\n",
    "e_z = sim_data[\"field_vol\"].Ez.isel(f=0).values\n",
    "e_2 = np.abs(e_x) ** 2 + np.abs(e_y) ** 2 + np.abs(e_z) ** 2\n",
    "\n",
    "# Permittivity distribution.\n",
    "eps = abs(sim_data[\"eps_mon\"].eps_xx).isel(f=0)\n",
    "\n",
    "# Calculation of effective mode volume.\n",
    "e_eps = eps * e_2\n",
    "num = e_eps.integrate(coord=(\"x\", \"y\", \"z\")).item()\n",
    "den = np.amax(e_eps)\n",
    "V_eff = (num / den).values\n",
    "\n",
    "print(f\"V_eff = {V_eff:.3f} um^3\")\n",
    "print(f\"V_eff = {V_eff / 1e18:.3e} m^3\")\n",
    "print(f\"V_eff = {V_eff / (wl_c / n) ** 3:.2f} (lambda/n)^3\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The result is close to the value of $0.75 (\\lambda/n)^{3}$ reported in `[1]`. We can further improve the $V_{eff}$ accuracy by reducing the source bandwidth, running the simulation longer, and choosing a finer grid mesh."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Purcell Factor\n",
    "\n",
    "As stated in `[1]`, nanophotonic cavities enable the pronounced enhancement of a single optical mode due to a substantial spatial and spectral confinement of light so that the radiative decay rate into the cavity mode $\\gamma_{cav}$ is much faster than the decay rate into all other (nonguided) modes $\\gamma_{ng}$. As usually $\\gamma_{cav} \\gg \\gamma_{ng}$, we can describe the Purcell factor as the ratio between the radiative decay rate of a dipole-like emitter into a photonic structure to the radiative rate of an identical emitter placed in a homogeneous medium of refractive index $n$, i. e., $F_{p} = \\gamma_{cav}/\\gamma_{hom}$. The Purcell factor measures the enhancement in spontaneous emission rate, and it is essential for many applications, e.g., LEDs, lasers, and single-photon sources.\n",
    "\n",
    "When dealing with low-quality factor resonances, we can calculate the Purcell factor by the ratio of the radiation power for a dipole in a cavity ($P_{cav}$) and the dipole emission power in a homogeneous dielectric material  ($P_{hom}$), i. e.,  $F_{p} = P_{cav}/P_{hom}$, as defined in `[4]`. An example of such an approach is included in this [notebook](https://www.flexcompute.com/tidy3d/examples/notebooks/BullseyeCavityPSO/).\n",
    "\n",
    "However, when long-lived resonances are present in the FDTD simulation (this case), calculating the dipole power emission is not so practical, as we might wait for a long time until the fields decay to negligible values within the simulation domain. So, we can derive the Purcell factor as `[1]`:\n",
    "\n",
    "$F_{p}(r, \\omega, e_{d}) = F_{p}^{max} f(r) |e_{d} \\cdot e_{c}|^{2}\\frac{\\omega_{c}^{2}/4Q^{2}}{(\\omega_{c} - \\omega)^{2} + \\omega_{c}^{2}/4Q^{2}}$,\n",
    "\n",
    "where $F_{p}^{max}$ is the maximum achievable Purcell factor, $f(r)$ defines the spatial mismatch between the emitter position and the maximum cavity field amplitude, $|e_{d} \\cdot e_{c}|^{2}$ accounts for the alignment between the emitter and cavity fields, and the last term corrects for a detuning concerning the cavity resonance.\n",
    "\n",
    "When optimizing photonic cavity structures, we can usually consider an emitter in resonance and optimally placed and oriented concerning the cavity fields so that,\n",
    "\n",
    "$F_{p} = F_{p}^{max} = \\frac{3}{4\\pi^{2}}\\left(\\frac{\\lambda}{n}\\right)^{3}\\frac{Q}{V_{eff}}$.\n",
    "\n",
    "This way, we can derive the Purcell value from the cavity quality factor and effective mode volume, as below:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:33:01.541507Z",
     "iopub.status.busy": "2025-05-15T10:33:01.541413Z",
     "iopub.status.idle": "2025-05-15T10:33:01.543989Z",
     "shell.execute_reply": "2025-05-15T10:33:01.543678Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "F_p = 9198\n"
     ]
    }
   ],
   "source": [
    "Q = resonance_data[\"Q\"][0].values\n",
    "mode_freq = resonance_data[\"freq\"][0].values\n",
    "\n",
    "F_p = (3 / (4 * np.pi**2)) * ((wl_c / n) ** 3) * (Q / V_eff)\n",
    "print(f\"F_p = {F_p:.0f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lastly, let's see how the Purcell factor would vary under a $\\pm 50$ GHz detuning."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:33:01.545101Z",
     "iopub.status.busy": "2025-05-15T10:33:01.545003Z",
     "iopub.status.idle": "2025-05-15T10:33:01.660630Z",
     "shell.execute_reply": "2025-05-15T10:33:01.660297Z"
    }
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 700x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "w_c = 2 * np.pi * mode_freq\n",
    "detuning = 50e9\n",
    "del_w = np.linspace(-detuning * 2 * np.pi, detuning * 2 * np.pi, 2000)\n",
    "F_p_w = F_p * (w_c**2 / (4 * Q) ** 2) / (del_w**2 + (w_c**2 / (4 * Q) ** 2))\n",
    "\n",
    "fig, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(7, 4))\n",
    "\n",
    "ax1.plot(del_w * 1e-9 / (2 * np.pi), F_p_w)\n",
    "ax1.set_xlabel(r\"$(\\omega_{c} - \\omega)/2 \\pi$ (GHz)\")\n",
    "ax1.set_ylabel(\"$F_{p}$\")\n",
    "ax1.set_xlim(-detuning * 1e-9, detuning * 1e-9)\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "description": "This notebook demonstrates how to calculate cavity quality factor, effective mode volume, and Purcell factor in Tidy3D FDTD.",
  "feature_image": "",
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
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  "keywords": "cavity quality factor, cavity effective mode volume, cavity mode volume, Purcell factor, FDTD cavity, FDTD resonance, FDTD quality factor, FDTD mode volume, FDTD Purcell factor, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
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   "name": "python",
   "nbconvert_exporter": "python",
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   "version": "3.13.5"
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  "title": "Calculating cavity quality factor, effective mode volume, and Purcell factor in Tidy3D | Flexcompute",
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