{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "e9131d0c",
   "metadata": {},
   "source": [
    "# Spherical Fresnel lens"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d025669",
   "metadata": {},
   "source": [
    "Note: the cost of running the entire notebook is larger than 1 FlexCredit.\n",
    "\n",
    "A spherical Fresnel lens is designed to offer the same light-focusing and magnification capabilities as a conventional spherical lens, while maintaining a slimmer and lighter profile. This lens was first conceptualized by the French physicist Augustin-Jean Fresnel in the early 19th century. Micro-sized Fresnel lenses have a vast array of potential applications, much like metalenses. They can be utilized in imaging systems, optical fibers, communication systems, and more.\n",
    "\n",
    "This notebook showcases a 3D simulation of a Fresnel lens with a diameter and focal length of approximately 100$\\lambda$. To evaluate the lens's focusing capabilities, two methods can be employed: \n",
    "\n",
    "1. simulating only the region close to the lens and performing a near-to-far field projection. \n",
    "\n",
    "2. including the focal point directly within the simulation domain. \n",
    "\n",
    "The most straightforward solution is to use a large simulation domain that encompasses the focal point. However, this approach is highly computationally intensive and exceeds the capabilities of most desktop-based simulation tools. Fortunately, Tidy3D facilitates the efficient execution of such comprehensive simulations. \n",
    "\n",
    "The geometry of the Fresnel lens appears somewhat complex. We will demonstrate how to easily construct it using only Tidy3D's geometry primitives.\n",
    "\n",
    "<img src=\"img/fresnel_lens.png\" width=\"500\" alt=\"Schematic of the Fresnel lens\">\n",
    "\n",
    "For more lens examples such as the [metalens in the visible frequency range](https://www.flexcompute.com/tidy3d/examples/notebooks/Metalens/) and the [3D optical Luneburg lens](https://www.flexcompute.com/tidy3d/examples/notebooks/OpticalLuneburgLens/), please visit our [examples page](https://www.flexcompute.com/tidy3d/examples/). If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. FDTD simulations can diverge due to various reasons. If you run into any simulation divergence issues, please follow the steps outlined in our [troubleshooting guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) to resolve it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9521dd32",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b08f18e0",
   "metadata": {},
   "source": [
    "## Simulation Setup"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "feb4c69b",
   "metadata": {},
   "source": [
    "First, we define the shape of a spherical lens from a sphere with radius $R=60$ $\\mu m$. The lens is made of glass with refractive index $n=1.5$ at $\\lambda$=1 $\\mu m$. The lens itself has a radius of 50 $\\mu m$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6fc08a9b",
   "metadata": {},
   "outputs": [],
   "source": [
    "lda0 = 1  # operation wavelength of the lens is 1 um\n",
    "r = 50  # radius of the lens is set to 50 um\n",
    "x = np.linspace(0, r, 1000)\n",
    "R = 60  # radius of the corresponding sphere\n",
    "n = 1.5  # index of refraction of glass\n",
    "O = np.sqrt(R**2 - r**2)  # origin of the spherical lens\n",
    "y_spherical = np.sqrt(R**2 - x**2) - O  # boundary of the spherical lens"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3572ff4",
   "metadata": {},
   "source": [
    "The shape of a Fresnel lens can be constructed from the spherical lens by removing layers with thickness $h =  m \\lambda/(n-1)$. These layers cause a $2m\\pi$ phase shift so will not impact the focusing capability of the lens. From the lens boundary profiles, we can clearly see the thickness of the Fresnel lens is much more compact compared to its spherical lens counterpart.\n",
    "<img src=\"img/fresnel_lens_2.png\" width=\"300\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "241d3614",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h = lda0 / (n - 1)  # fresnel lens thickness\n",
    "y_fresnel = y_spherical % h  # boundary of the fresnel lens\n",
    "plt.plot(x, y_spherical, x, y_fresnel)\n",
    "plt.xlabel(r\"x ($\\mu m$)\")\n",
    "plt.ylabel(r\"z ($\\mu m$)\")\n",
    "plt.legend([\"Spherical lens\", \"Fresnel lens\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2416436",
   "metadata": {},
   "source": [
    "Smoothly curved surfaces are ideal. However, in manufacturing, the lens is often made by depositing layers of glass. Therefore, it is inevitable to discretize the surfaces. Here we discretize the surface into 10 levels, which should ensure a good lens performance while maintaining a realistic fabrication requirement. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "d00841cf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "H = h / 10  # fresnel lens discretization level\n",
    "y_discretized = H * (y_fresnel // H)  # boundary of the discretized fresnel lens\n",
    "plt.plot(x, y_discretized)\n",
    "plt.legend([\"Discretized Fresnel lens\"])\n",
    "plt.xlabel(r\"x ($\\mu m$)\")\n",
    "plt.ylabel(r\"z ($\\mu m$)\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "971a8e65",
   "metadata": {},
   "source": [
    "Next, we will use the discretized lens profile to construct the model geometry. This is done by successively creating [Cylinders](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Cylinder.html) of glass and air with decreasing radii. Finally, a flat glass substrate is added. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "154e3f9d",
   "metadata": {},
   "outputs": [],
   "source": [
    "air = td.Medium(permittivity=1)\n",
    "glass = td.Medium(permittivity=n**2)\n",
    "\n",
    "# create the fresnel lens by using cylinders\n",
    "fresnel_lens = []\n",
    "for i in range(len(y_discretized) - 1):\n",
    "    if y_discretized[-i] != y_discretized[-i - 1]:\n",
    "        if y_discretized[-i - 1] == 0:\n",
    "            air_domain = td.Structure(\n",
    "                geometry=td.Cylinder(\n",
    "                    center=(0, 0, y_discretized[-i] / 2),\n",
    "                    radius=x[-i],\n",
    "                    length=y_discretized[-i],\n",
    "                    axis=2,\n",
    "                ),\n",
    "                medium=air,\n",
    "            )\n",
    "            fresnel_lens.append(air_domain)\n",
    "        lens_domain = td.Structure(\n",
    "            geometry=td.Cylinder(\n",
    "                center=(0, 0, y_discretized[-i - 1] / 2),\n",
    "                radius=x[-i - 1],\n",
    "                length=y_discretized[-i - 1],\n",
    "                axis=2,\n",
    "            ),\n",
    "            medium=glass,\n",
    "        )\n",
    "        fresnel_lens.append(lens_domain)\n",
    "\n",
    "# create a 0.5 um thick substrate\n",
    "sub_thickness = 0.5\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Cylinder(\n",
    "        center=(0, 0, -sub_thickness / 2), radius=max(x), length=sub_thickness, axis=2\n",
    "    ),\n",
    "    medium=glass,\n",
    ")\n",
    "fresnel_lens.append(substrate)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e778d8f2",
   "metadata": {},
   "source": [
    "Next, we set up a linearly polarized [PlaneWave](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PlaneWave.html) source and two [FieldMonitors](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldMonitor.html) in the $yz$ and $xz$ planes. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f0fca637",
   "metadata": {},
   "outputs": [],
   "source": [
    "freq0 = td.C_0 / lda0  # central frequency of the source\n",
    "fwidth = freq0 / 10  # frequency width of the source\n",
    "\n",
    "# define a plane wave source\n",
    "source_z = 3  # z position of the source\n",
    "pulse = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n",
    "source = td.PlaneWave(\n",
    "    size=(td.inf, td.inf, 0), center=(0, 0, source_z), source_time=pulse, direction=\"-\"\n",
    ")\n",
    "\n",
    "# define a field monitor in the yz plane\n",
    "field_monitor_yz = td.FieldMonitor(\n",
    "    center=(0, 0, 0), size=(0, td.inf, td.inf), freqs=[freq0], name=\"field_yz\"\n",
    ")\n",
    "\n",
    "# define a field monitor in the xz plane\n",
    "field_monitor_xz = td.FieldMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, 0, td.inf), freqs=[freq0], name=\"field_xz\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3debf7c4",
   "metadata": {},
   "source": [
    "The simulation domain size is chosen to include the focal point of the lens. The simulation domain is 100 $\\lambda$ by 100 $\\lambda$ by 120 $\\lambda$. Symmetry can be exploited to reduce the computational load.   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "b96b17a7",
   "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\">14:17:25 UTC </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\">0</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\"> has geometry with zero size along dimensions </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">, </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\">, and</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">with a medium that is not a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">. This is probably not       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">correct, since the resulting simulation will depend on the details </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">of the numerical grid. Consider either giving the geometry a       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">nonzero thickness or using a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                           </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:25 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Structure: simulation.structures\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\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 has geometry with zero size along dimensions \u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m, \u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;31m]\u001b[0m\u001b[31m, and\u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mwith a medium that is not a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m. This is probably not       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mcorrect, since the resulting simulation will depend on the details \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mof the numerical grid. Consider either giving the geometry a       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mnonzero thickness or using a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m.                           \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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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\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Suppressed </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">14</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;36m14\u001b[0m\u001b[31m WARNING messages.                           \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define simulation domain size\n",
    "buffer_xy = 2\n",
    "Lz = 120\n",
    "sim_size = (2 * r + buffer_xy, 2 * r + buffer_xy, Lz)\n",
    "\n",
    "# define simulation run time\n",
    "run_time = 1e-12\n",
    "\n",
    "# define simulation\n",
    "offset_z = 5\n",
    "sim = td.Simulation(\n",
    "    center=(0, 0, -Lz / 2 + offset_z),\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=15),\n",
    "    sources=[source],\n",
    "    monitors=[field_monitor_yz, field_monitor_xz],\n",
    "    structures=fresnel_lens,\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    symmetry=(-1, 1, 0),  # symmetry is applied to reduce the computational load\n",
    ")\n",
    "\n",
    "sim.plot_eps(y=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "f50ef807",
   "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\">14:17:26 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'fresnel_lens'</span> with task_id                           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-4dca48fc-867d-4f59-8732-0e3296916cb7'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:26 UTC\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'fresnel_lens'\u001b[0m with task_id                           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-4dca48fc-867d-4f59-8732-0e3296916cb7'\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-4dca48fc-867d-4f59-8732-0e3296916cb7\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">d-4f59-8732-0e3296916cb7'</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=221759;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=471474;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=221759;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=640845;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=221759;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[32m-4dca48fc-867\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=221759;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[32md-4f59-8732-0e3296916cb7'\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/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=324596;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "962efd9cd7624c79822fd44fe66fe795",
       "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\">14:17:29 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">10.986</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;36m14:17:29 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m10.986\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\">14:17:30 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">10.986</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;36m14:17:30 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m10.986\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"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name=\"fresnel_lens\")\n",
    "estimated_cost = web.estimate_cost(job.task_id)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "26e02e32",
   "metadata": {},
   "source": [
    "Even though the simulation domain is huge, running the simulation with Tidy3D only takes minutes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "54c66c00",
   "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\">14:17:31 UTC </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:31 UTC\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"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "df7b2af8263a4c3eb50a00ea3d94d44f",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:17:39 UTC </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:39 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                \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\">14:17:52 UTC </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:17:52 UTC\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"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ed62e2778ef94bd68a73f642908d9bce",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:20:54 UTC </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">72</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:20:54 UTC\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m72\u001b[0m%, exiting.                            \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\">             </span>status = postprocess                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d39c8e2414834d51bb51e11251c5f2ab",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:21:01 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:01 UTC\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\">14:21:03 UTC </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">d-4f59-8732-0e3296916cb7'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:03 UTC\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=852964;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=911423;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=852964;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=322233;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=852964;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[4;34m-4dca48fc-867\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=852964;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4dca48fc-867d-4f59-8732-0e3296916cb7\u001b\\\u001b[4;34md-4f59-8732-0e3296916cb7'\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": "938a74bab2364e288eaab04b46eeb66a",
       "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\">14:21:20 UTC </span>loading simulation from data/simulation_data.hdf5                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:20 UTC\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\">0</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\"> has geometry with zero size along dimensions </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">, </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\">, and</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">with a medium that is not a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">. This is probably not       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">correct, since the resulting simulation will depend on the details </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">of the numerical grid. Consider either giving the geometry a       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">nonzero thickness or using a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                           </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;36m0\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 has geometry with zero size along dimensions \u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m, \u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;31m]\u001b[0m\u001b[31m, and\u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mwith a medium that is not a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m. This is probably not       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mcorrect, since the resulting simulation will depend on the details \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mof the numerical grid. Consider either giving the geometry a       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mnonzero thickness or using a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m.                           \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\">14</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;36m14\u001b[0m\u001b[31m WARNING messages.                           \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: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = job.run(path=\"data/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a2bf9ae",
   "metadata": {},
   "source": [
    "## Result Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77656e4e",
   "metadata": {},
   "source": [
    "After the simulation is complete, we first plot the field strength distributions at the $xz$ plane and the $yz$ plane. From the plots, a nice focus is found at around $z=-102$ $\\mu m$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "4e8b7da4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(12, 6))\n",
    "\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"field_xz\", field_name=\"E\", val=\"abs\", vmin=0, vmax=6, ax=ax1\n",
    ")\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"field_yz\", field_name=\"E\", val=\"abs\", vmin=0, vmax=6, ax=ax2\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "94d427e0",
   "metadata": {},
   "source": [
    "To better investigate the focusing performance, we can further plot line profiles of the field intensity distribution at the focus."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "7d790ee3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "focal_z = -102  # z position of the focal spot\n",
    "\n",
    "# plot field intensity at the focus\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(16, 6))\n",
    "\n",
    "sim_data.get_intensity(field_monitor_name=\"field_xz\").sel(\n",
    "    y=0, z=focal_z, f=freq0, method=\"nearest\"\n",
    ").plot(ax=ax1)\n",
    "ax1.set_xlim([-10, 10])\n",
    "\n",
    "sim_data.get_intensity(field_monitor_name=\"field_yz\").sel(\n",
    "    x=0, z=focal_z, f=freq0, method=\"nearest\"\n",
    ").plot(ax=ax2)\n",
    "ax2.set_xlim([-10, 10])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9e66a786",
   "metadata": {},
   "source": [
    "## Performing Near Field to Far Field Projection"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f8173dc9",
   "metadata": {},
   "source": [
    "Sometimes, we would like to reduce the cost of the simulation. This is when using the near field to far field projection is a valuable tool. Here as a comparison, we use a much smaller simulation domain and define a [FieldProjectionCartesianMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldProjectionCartesianMonitor.html) to obtain the field distribution. \n",
    "\n",
    "The [FieldProjectionCartesianMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldProjectionCartesianMonitor.html) is defined in the $xy$ plane. Note that the projection axis does not have to be perpendicular to the monitor plane. Here we show how to obtain the field distribution in the $xz$ plane by setting `proj_axis=0` and `proj_distance=0`. Since the projected distance is not large compared to the wavelength, we also disable far field approximation by setting `far_field_approx=False`. This way the projection is more accurate."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "a12d49b1",
   "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\">14:21:28 UTC </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\">0</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\"> has geometry with zero size along dimensions </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">, </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\">, and</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">with a medium that is not a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">. This is probably not       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">correct, since the resulting simulation will depend on the details </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">of the numerical grid. Consider either giving the geometry a       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">nonzero thickness or using a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                           </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:28 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Structure: simulation.structures\u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\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 has geometry with zero size along dimensions \u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m, \u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;31m]\u001b[0m\u001b[31m, and\u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mwith a medium that is not a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m. This is probably not       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mcorrect, since the resulting simulation will depend on the details \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mof the numerical grid. Consider either giving the geometry a       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mnonzero thickness or using a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m.                           \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\">14</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;36m14\u001b[0m\u001b[31m WARNING messages.                           \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Lz = 10  # new simulation domain size in z\n",
    "offset_z = 4\n",
    "\n",
    "pos_monitor_z = -5  # z position of the field projection monitor\n",
    "\n",
    "# grids of the projected field position\n",
    "xs_far = np.linspace(-30, 30, 301)\n",
    "ys_far = np.linspace(-110, -10, 301)\n",
    "\n",
    "# define a field projection monitor\n",
    "monitor_proj = td.FieldProjectionCartesianMonitor(\n",
    "    center=[0, 0, pos_monitor_z],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[freq0],\n",
    "    name=\"focal_plane_proj\",\n",
    "    proj_axis=0,  # axis along which to project, in this case x\n",
    "    proj_distance=0,  # distance from this monitor to where fields are projected\n",
    "    x=xs_far,\n",
    "    y=ys_far,\n",
    "    far_field_approx=False,\n",
    ")\n",
    "\n",
    "# define a new simulation by copying the previous simulation and updating the information\n",
    "sim_new = sim.copy(\n",
    "    update={\n",
    "        \"center\": (0, 0, -Lz / 2 + offset_z),\n",
    "        \"size\": (2 * r + buffer_xy, 2 * r + buffer_xy, Lz),\n",
    "        \"monitors\": [monitor_proj],\n",
    "    }\n",
    ")\n",
    "sim_new.plot_eps(y=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec967ae1",
   "metadata": {},
   "source": [
    "Not only does this simulation costs only about 15% of the previous simulation, the simulation time is also significantly reduced. This potentially opens up the possibility of simulating a lens with an even larger radius or focal length.\n",
    "\n",
    "After the simulation is complete, we will see if we can still obtain accurate results this way."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "1196e1b3",
   "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\">14:21:29 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'fresnel_lens_field_projection'</span> with task_id          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:29 UTC\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'fresnel_lens_field_projection'\u001b[0m with task_id          \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb'\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-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">2-47db-b3c3-395ab87ca7cb'</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=456849;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=928567;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=456849;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=339140;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=456849;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[32m-4308a8e4-0ff\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=456849;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[32m2-47db-b3c3-395ab87ca7cb'\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/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=327161;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "453095b861224cb7b96ed497bb2245dd",
       "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\">14:21:32 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.555</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;36m14:21:32 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.555\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\">14:21:33 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.555</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;36m14:21:33 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.555\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"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The estimated maximum cost is 1.555 Flex Credits.\n"
     ]
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_new, task_name=\"fresnel_lens_field_projection\")\n",
    "estimated_cost = web.estimate_cost(job.task_id)\n",
    "\n",
    "print(f\"The estimated maximum cost is {estimated_cost:.3f} Flex Credits.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "bf32ba2b",
   "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\">14:21:34 UTC </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:34 UTC\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"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cf79875b461e418d9e8610b6d4b035ff",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:21:51 UTC </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:51 UTC\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                \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\">14:22:00 UTC </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:22:00 UTC\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"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "109f85d146644271949d7093a27e8ac9",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:22:53 UTC </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">48</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:22:53 UTC\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m48\u001b[0m%, exiting.                            \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\">             </span>status = postprocess                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8b6ff8bafddb44a9b5d5d3d772fad461",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:22:54 UTC </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:22:54 UTC\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\">14:22:56 UTC </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">2-47db-b3c3-395ab87ca7cb'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:22:56 UTC\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=189082;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=197202;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=189082;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=728733;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=189082;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[4;34m-4308a8e4-0ff\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=189082;https://tidy3d.simulation.cloud/workbench?taskId=fdve-4308a8e4-0ff2-47db-b3c3-395ab87ca7cb\u001b\\\u001b[4;34m2-47db-b3c3-395ab87ca7cb'\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": "5909f677dda747fba3ec9d1d2b9f9585",
       "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\">14:23:03 UTC </span>loading simulation from data/simulation_data.hdf5                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:23:03 UTC\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\">0</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\"> has geometry with zero size along dimensions </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"color: #800000; text-decoration-color: #800000\">, </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\">, and</span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">with a medium that is not a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">. This is probably not       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">correct, since the resulting simulation will depend on the details </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">of the numerical grid. Consider either giving the geometry a       </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">nonzero thickness or using a </span><span style=\"color: #008000; text-decoration-color: #008000\">'Medium2D'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                           </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;36m0\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 has geometry with zero size along dimensions \u001b[0m\u001b[1;31m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m, \u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;31m]\u001b[0m\u001b[31m, and\u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mwith a medium that is not a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m. This is probably not       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mcorrect, since the resulting simulation will depend on the details \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mof the numerical grid. Consider either giving the geometry a       \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mnonzero thickness or using a \u001b[0m\u001b[32m'Medium2D'\u001b[0m\u001b[31m.                           \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\">14</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;36m14\u001b[0m\u001b[31m WARNING messages.                           \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: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_new = job.run(path=\"data/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59e910cb",
   "metadata": {},
   "source": [
    "Plot the field distribution. Note that by default the projected field's coordinate is centered at the center of the [FieldProjectionCartesianMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldProjectionCartesianMonitor.html). That is, the z coordinate is offset by `pos_monitor_z`, which is 5 $\\mu m$. Therefore, the focus appears at about z=-97 $\\mu m$ instead of the previous -102 $\\mu m$. Overall, the projected field is very close to the field simulated in the previous simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "bf37dddb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "proj_fields = sim_data_new[\"focal_plane_proj\"].fields_cartesian.sel(f=freq0)\n",
    "\n",
    "# compute norm of the field\n",
    "E = np.sqrt(np.abs(proj_fields.Ex) ** 2 + np.abs(proj_fields.Ey) ** 2 + np.abs(proj_fields.Ez) ** 2)\n",
    "\n",
    "# plot field distribution\n",
    "E.plot(x=\"y\", y=\"z\", vmin=0, vmax=7, cmap=\"magma\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5902d5b1",
   "metadata": {},
   "source": [
    "Lastly, let's compare the fields at focus using the exact simulation and field projection. We can see that the projected field is nearly identical to that from a rigorous simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "5eaf9a6f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "# plot field intensity at the focus from the exact simulation\n",
    "sim_data.get_intensity(field_monitor_name=\"field_xz\").sel(\n",
    "    y=0, z=focal_z, f=freq0, method=\"nearest\"\n",
    ").plot(ax=ax)\n",
    "\n",
    "# plot field intensity at the focus from the field projection\n",
    "I = E**2\n",
    "I.sel(z=focal_z - pos_monitor_z, method=\"nearest\").plot(ax=ax)\n",
    "\n",
    "# formatting the plot\n",
    "ax.set_xlim([-10, 10])\n",
    "ax.set_title(\"Field intensity comparison\")\n",
    "ax.set_ylabel(\"Field intensity\")\n",
    "ax.legend((\"Exact simulation\", \"Field projection\"))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f76e6788",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Lenses"
  ],
  "description": "This notebook demonstrates how to model a spherical Fresnel lens in Tidy3D FDTD.",
  "feature_image": "./img/fresnel_lens.png",
  "features": [
   "Far field projection"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "Fresnel lens, 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": "3.11.2"
  },
  "title": "Spherical Fresnel Lens Modeling in Tidy3D | Flexcompute",
  "widgets": {
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       "outputs": [
        {
         "data": {
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