{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "20235726-91b4-4953-8bc1-638bb244d977",
   "metadata": {},
   "source": [
    "# Anti-resonant hollow-core fiber"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7be3391c-ce43-43dc-b27b-fc184fdd0810",
   "metadata": {},
   "source": [
    "Hollow-core optical fibers guide light through an air core rather than a solid glass core. This unique waveguiding provides inherent advantages like extremely low nonlinearity since the light propagates mainly through air, which allows transmitting much higher peak powers before nonlinear effects occur. Hollow fibers can also achieve lower loss limits compared to solid fibers since the core avoids material absorption and Rayleigh scattering. In addition, the ability to fill the core with specific gases allows for a range of enhanced optical interactions and sensing applications.\n",
    "\n",
    "There are two main types of hollow-core fibers. Photonic bandgap fibers rely on a periodic microstructured cladding to create a forbidden gap of wavelengths that cannot propagate, thereby confining light to the core defect. Alternatively, anti-resonant fibers utilize non-periodic cladding features that are simply designed to be anti-resonant or anti-reflective against the core mode at the wavelength of interest.\n",
    "\n",
    "This notebook demonstrates how to analyze the supported modes of an anti-resonant hollow core fiber consisting of a single ring of non-touching hollow tubes surrounding the central air core. The design is adopted from `Mattia Michieletto, Jens K. Lyngsø, Christian Jakobsen, Jesper Lægsgaard, Ole Bang, and Thomas T. Alkeskjold, \"Hollow-core fibers for high power pulse delivery,\" Opt. Express 24, 7103-7119 (2016)`. \n",
    "\n",
    "<img src=\"img/hollow_core_fiber.png\" width=\"400\" alt=\"Schematic of the hollow-core fiber\">\n",
    "\n",
    "Tidy3D offers two different mode solvers. The first is integrated within the Tidy3D Python package, allowing users to execute mode solving tasks on their local computers quickly without incurring any FlexCredit expenses. The second mode solver runs exclusively on the cloud. Users do need to pay a small amount of FlexCredits to run it. However, the main advantage of the cloud mode solver is that it implements the sub-pixel averaging scheme so the results are more accurate. For larger mode solving computation, it is also faster since advanced hardware is used in the computation. To learn more about the mode solvers, please refer to the dedicated [tutorial](https://www.flexcompute.com/tidy3d/examples/notebooks/ModeSolver/)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4a04a85c-2be5-4f0d-8650-33d715ce0a82",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "from tidy3d.plugins.mode import ModeSolver\n",
    "from tidy3d.plugins.mode.web import run as run_mode_solver"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6f88d3de-a03a-4a6b-88aa-c435a01ad2f4",
   "metadata": {},
   "source": [
    "## Simulation Setup"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "28530ed5-0cad-4e58-80cb-a231366cfa66",
   "metadata": {},
   "source": [
    "Define basic parameters. We aim to solve for the fiber modes at 1030 nm. The core diameter (largest inscribed circle touching the tubes) `D` is 30 μm. The thickness of the tube wall `t` is 750 nm. The outer diameter of the tubes `d` and the number of tubes `n` can be tuned to optimize the confinement loss. In this notebook, we fix `d` to `0.6 * D` and `n` to 7. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6580a57a-4389-4a8c-94d2-60ff00c9fb2c",
   "metadata": {},
   "outputs": [],
   "source": [
    "lda0 = 1.03  # wavelength\n",
    "D = 30  # core diameter\n",
    "t = 0.75  # tube wall thickness\n",
    "n = 7  # number of tubes\n",
    "d = 0.6 * D  # outer diameter of the tubes\n",
    "\n",
    "angles = np.linspace(0, 2 * np.pi, n, endpoint=False)  # angles of the tube centers\n",
    "x0s = np.sin(angles) * (D + d) / 2  # x coordinates of the tube centers\n",
    "y0s = np.cos(angles) * (D + d) / 2  # y coordinates of the tube centers"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec811cb4-fefc-4882-815d-56a9272f2fe2",
   "metadata": {},
   "source": [
    "The fiber is made of silica glass with a refractive index of 1.45. Here we define the silica and air mediums."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fd9d0f50-eb26-4bd3-84b9-731433e39d03",
   "metadata": {},
   "outputs": [],
   "source": [
    "n_silica = 1.45  # refractive index of silica\n",
    "\n",
    "# define silica and air mediums\n",
    "silica = td.Medium(permittivity=n_silica**2)\n",
    "air = td.Medium()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "328e0ec2-24a4-4d35-ad1f-784ac285b7b7",
   "metadata": {},
   "source": [
    "To create the hollow-core fiber structures, we first create a core region made of air with radius `D/2 + d`. The tubes are constructed by two concentric cylinders, one larger cylinder made of silica with radius `d/2` and one smaller cylinder made of air with radius `d/2 - t`. The combination of these structures with the background medium set to silica will result in the desired fiber cross section."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "9a4f75a9-fed4-4390-ad6d-b5e965e46653",
   "metadata": {},
   "outputs": [],
   "source": [
    "lz = 1  # dummy length in the z direction\n",
    "\n",
    "# create a core region made of air\n",
    "core = td.Structure(geometry=td.Cylinder(center=(0, 0, 0), radius=D / 2 + d, length=lz), medium=air)\n",
    "\n",
    "# create outer cylinders made of silica\n",
    "tubes_outer = [\n",
    "    td.Structure(\n",
    "        geometry=td.Cylinder(center=(x0s[i], y0s[i], 0), radius=d / 2, length=lz),\n",
    "        medium=silica,\n",
    "    )\n",
    "    for i in range(n)\n",
    "]\n",
    "\n",
    "# create inner cylinders made of air\n",
    "tubes_inner = [\n",
    "    td.Structure(\n",
    "        geometry=td.Cylinder(center=(x0s[i], y0s[i], 0), radius=d / 2 - t, length=lz),\n",
    "        medium=air,\n",
    "    )\n",
    "    for i in range(n)\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c572057-2134-418f-9cd2-7b442c30ab3e",
   "metadata": {},
   "source": [
    "To facilitate mode solving, we will create a [Simulation]() first. In this simulation, we do not need to have sources and monitors since we do not need to run any FDTD simulations. \n",
    "\n",
    "It is worth noting that the cross section of the hollow-core fiber has reflection symmetry in the $x$ direction. In this example, we focus on modes with an odd symmetry by setting `symmetry=(-1,0,0)`. Modes with an even symmetry can be found in the same way. For more information regarding how symmetry works, refer to the [tutorial](https://www.flexcompute.com/tidy3d/examples/notebooks/Symmetry/)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "834de9e7-ffca-4d11-9325-0b52a6a3d024",
   "metadata": {},
   "outputs": [],
   "source": [
    "buffer = 3 * lda0  # buffer spacing in x and y\n",
    "Lx = (D + 2 * d) + buffer  # mode solving plane size in x\n",
    "Ly = (D + 2 * d) + buffer  # mode solving plane size in y\n",
    "\n",
    "# define a simulation for mode solving\n",
    "sim = td.Simulation(\n",
    "    size=(Lx, Ly, lz / 2),\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=15, wavelength=lda0),\n",
    "    structures=[core] + tubes_outer + tubes_inner,\n",
    "    run_time=1e-12,\n",
    "    medium=silica,\n",
    "    symmetry=(-1, 0, 0),  # odd symmetry in the x direction\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b1ebd8f0-ec8a-479e-ae26-54075032b174",
   "metadata": {},
   "source": [
    "To verify the setup is correct, we can plot the permittivity distribution of the fiber cross section."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "8f44bace-7490-4155-a468-8204bb0eb4e9",
   "metadata": {},
   "outputs": [
    {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">19:03:18 CEST </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: An appropriate frequency could not be determined when    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">plotting the permittivity. The permittivity will be evaluated at  </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">infinite frequency. Please supply a value for `freq` to plot at a </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #800000; text-decoration-color: #800000\">finite frequency.                                                 </span>\n",
       "</pre>\n"
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       "\u001b[2;36m19:03:18 CEST\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: An appropriate frequency could not be determined when    \u001b[0m\n",
       "\u001b[2;36m              \u001b[0m\u001b[31mplotting the permittivity. The permittivity will be evaluated at  \u001b[0m\n",
       "\u001b[2;36m              \u001b[0m\u001b[31minfinite frequency. Please supply a value for `freq` to plot at a \u001b[0m\n",
       "\u001b[2;36m              \u001b[0m\u001b[31mfinite frequency.                                                 \u001b[0m\n"
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     "metadata": {},
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     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim.plot_eps(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "05316120-2ba1-4e1f-82fb-b2556eea89cf",
   "metadata": {},
   "source": [
    "## Perform Mode Solving"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0708b95d-df2f-40fb-a062-207ad9af3408",
   "metadata": {},
   "source": [
    "Now we are ready to perform the mode solving. We will solve for the first 5 modes with effective indices around 1 since we are looking for modes concentrated in air. To get better accuracy, we set `precision=\"double\"`. We are also interested in the confinement loss of the modes, which require the mode solver to use PML boundaries. By default, the mode solver uses PEC boundaries. To override it, we specify the number of PML layers to be 15 in both the $x$ and $y$ directions in this case."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "6376af16-28dd-4c3d-9490-c2f79270e34d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# define the mode spec\n",
    "mode_spec = td.ModeSpec(num_modes=5, target_neff=1, precision=\"double\", num_pml=(15, 15))\n",
    "\n",
    "# define a mode solver\n",
    "mode_solver = ModeSolver(\n",
    "    simulation=sim,\n",
    "    plane=td.Box(size=(td.inf, td.inf, 0)),\n",
    "    mode_spec=mode_spec,\n",
    "    freqs=[td.C_0 / lda0],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f800e65-df7b-43cb-a149-16652a6a6fdc",
   "metadata": {},
   "source": [
    "Since the mode solving plane is very large and we need to obtain accurate results for the effective indices and losses, we run the mode solving calculation on the server instead of locally on the computer. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "bcc336c3-8b70-4c38-b23d-38f7ad82e8eb",
   "metadata": {},
   "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\">19:03:19 CEST </span>Mode solver created with                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #808000; text-decoration-color: #808000\">task_id</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'fdve-b01c7abb-6ae3-4b13-8888-db663ebc68cd'</span>,              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #808000; text-decoration-color: #808000\">solver_id</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'mo-44e85373-b96e-487d-91a8-a396ed6712b9'</span>.              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:03:19 CEST\u001b[0m\u001b[2;36m \u001b[0mMode solver created with                                          \n",
       "\u001b[2;36m              \u001b[0m\u001b[33mtask_id\u001b[0m=\u001b[32m'fdve-b01c7abb-6ae3-4b13-8888-db663ebc68cd'\u001b[0m,              \n",
       "\u001b[2;36m              \u001b[0m\u001b[33msolver_id\u001b[0m=\u001b[32m'mo-44e85373-b96e-487d-91a8-a396ed6712b9'\u001b[0m.              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "203a7dceb7a84473b434b94970085136",
       "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": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4a6452f877da440eaf22d49262567065",
       "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\">19:03:22 CEST </span>Mode solver status: queued                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:03:22 CEST\u001b[0m\u001b[2;36m \u001b[0mMode solver status: 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\">19:03:23 CEST </span>Mode solver status: running                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:03:23 CEST\u001b[0m\u001b[2;36m \u001b[0mMode solver status: running                                       \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\">19:10:08 CEST </span>Mode solver status: success                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m19:10:08 CEST\u001b[0m\u001b[2;36m \u001b[0mMode solver status: success                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ac53f727be2a4c4fa798a7ceab66baf3",
       "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"
    }
   ],
   "source": [
    "mode_data = run_mode_solver(mode_solver)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "858f625c-29c0-435e-a6a1-601d6aef1e1d",
   "metadata": {},
   "source": [
    "## Analyze Mode Results"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cb537e39-ab8b-4d21-9d07-1e01596bf1be",
   "metadata": {},
   "source": [
    "Plot the first 4 mode profiles. We see that the first mode is the HE$_{11}$ mode. The second and third modes are the HE$_{31}$ modes. The forth mode has the field concentrated inside the tubes and is commonly referred to as the \"tube mode\"."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "379b8ed6-1f70-401b-ae22-e7b6b5bb4127",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'z = 0.0 [um], mode_index = 3'}, xlabel='x position [um]', ylabel='y position [um]'>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(2, 2, tight_layout=True)\n",
    "\n",
    "mode_solver.plot_field(\"E\", \"abs\", mode_index=0, eps_alpha=0, ax=ax[0, 0])\n",
    "mode_solver.plot_field(\"E\", \"abs\", mode_index=1, eps_alpha=0, ax=ax[0, 1])\n",
    "mode_solver.plot_field(\"E\", \"abs\", mode_index=2, eps_alpha=0, ax=ax[1, 0])\n",
    "mode_solver.plot_field(\"E\", \"abs\", mode_index=3, eps_alpha=0, ax=ax[1, 1])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "423b2e31-41d2-47f7-ad76-d775683b375e",
   "metadata": {},
   "source": [
    "If needed, all electric and magnetic field components can be plotted to inspect the polarization better. As a demonstration, we plot the three electric field components of the fundamental mode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fc874940-5385-4627-81a6-9638c5b5fb93",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x300 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(10, 3), tight_layout=True)\n",
    "\n",
    "mode_solver.plot_field(\"Ex\", \"real\", mode_index=0, eps_alpha=0, ax=ax[0])\n",
    "ax[0].set_title(\"Ex\")\n",
    "mode_solver.plot_field(\"Ey\", \"real\", mode_index=1, eps_alpha=0, ax=ax[1])\n",
    "ax[1].set_title(\"Ey\")\n",
    "mode_solver.plot_field(\"Ez\", \"real\", mode_index=2, eps_alpha=0, ax=ax[2])\n",
    "ax[2].set_title(\"Ez\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b27fa343-d61e-4905-b3a1-8d770491074c",
   "metadata": {},
   "source": [
    "In addition, we can convert the mode data to a pandas data frame to inspect various mode properties such as the effective indices, confinement loss, and mode area."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "33d3baac-28f1-495f-8f5a-2b157b6e5211",
   "metadata": {},
   "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></th>\n",
       "      <th>wavelength</th>\n",
       "      <th>n eff</th>\n",
       "      <th>k eff</th>\n",
       "      <th>loss (dB/cm)</th>\n",
       "      <th>TE (Ex) fraction</th>\n",
       "      <th>wg TE fraction</th>\n",
       "      <th>wg TM fraction</th>\n",
       "      <th>mode area</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>f</th>\n",
       "      <th>mode_index</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></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 rowspan=\"5\" valign=\"top\">2.910606e+14</th>\n",
       "      <th>0</th>\n",
       "      <td>1.03</td>\n",
       "      <td>0.999695</td>\n",
       "      <td>4.855483e-10</td>\n",
       "      <td>0.000257</td>\n",
       "      <td>0.999975</td>\n",
       "      <td>0.999679</td>\n",
       "      <td>0.999678</td>\n",
       "      <td>384.422999</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1.03</td>\n",
       "      <td>0.999231</td>\n",
       "      <td>1.025431e-08</td>\n",
       "      <td>0.005433</td>\n",
       "      <td>0.502061</td>\n",
       "      <td>0.999192</td>\n",
       "      <td>0.999188</td>\n",
       "      <td>532.370841</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1.03</td>\n",
       "      <td>0.999230</td>\n",
       "      <td>2.979816e-09</td>\n",
       "      <td>0.001579</td>\n",
       "      <td>0.497940</td>\n",
       "      <td>0.999915</td>\n",
       "      <td>0.998464</td>\n",
       "      <td>529.784332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.03</td>\n",
       "      <td>0.998863</td>\n",
       "      <td>3.812763e-06</td>\n",
       "      <td>2.020211</td>\n",
       "      <td>0.780959</td>\n",
       "      <td>0.998749</td>\n",
       "      <td>0.998503</td>\n",
       "      <td>517.112206</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1.03</td>\n",
       "      <td>0.998863</td>\n",
       "      <td>3.599941e-06</td>\n",
       "      <td>1.907446</td>\n",
       "      <td>0.501444</td>\n",
       "      <td>0.998766</td>\n",
       "      <td>0.998480</td>\n",
       "      <td>725.623549</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                         wavelength     n eff         k eff  loss (dB/cm)  \\\n",
       "f            mode_index                                                     \n",
       "2.910606e+14 0                 1.03  0.999695  4.855483e-10      0.000257   \n",
       "             1                 1.03  0.999231  1.025431e-08      0.005433   \n",
       "             2                 1.03  0.999230  2.979816e-09      0.001579   \n",
       "             3                 1.03  0.998863  3.812763e-06      2.020211   \n",
       "             4                 1.03  0.998863  3.599941e-06      1.907446   \n",
       "\n",
       "                         TE (Ex) fraction  wg TE fraction  wg TM fraction  \\\n",
       "f            mode_index                                                     \n",
       "2.910606e+14 0                   0.999975        0.999679        0.999678   \n",
       "             1                   0.502061        0.999192        0.999188   \n",
       "             2                   0.497940        0.999915        0.998464   \n",
       "             3                   0.780959        0.998749        0.998503   \n",
       "             4                   0.501444        0.998766        0.998480   \n",
       "\n",
       "                          mode area  \n",
       "f            mode_index              \n",
       "2.910606e+14 0           384.422999  \n",
       "             1           532.370841  \n",
       "             2           529.784332  \n",
       "             3           517.112206  \n",
       "             4           725.623549  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mode_data.to_dataframe()"
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Fiber optics"
  ],
  "description": "This notebook demonstrates how to perform mode analysis for an anti-resonant hollow-core fiber.",
  "feature_image": "./img/hollow_core_fiber.png",
  "features": [
   "Mode analysis"
  ],
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
  },
  "keywords": "optical fiber, fiber optics, mode analysis, hollow-core, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.5"
  },
  "title": "Mode analysis of an anti-resonant hollow-core fiber in Tidy3D | Flexcompute"
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
