{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Plasmonic photothermal heating of gold nanoparticles\n",
    "\n",
    "Note: the cost of running the entire notebook is larger than 5 FlexCredit.\n",
    "\n",
    "Metallic nanoparticles, particularly those made of gold (Au), have the unique ability to strongly interact with light at specific wavelengths through a phenomenon known as Localized Surface Plasmon Resonance (LSPR). When illuminated at their resonance frequency, these nanoparticles become highly efficient at absorbing light and converting it into heat on the nanoscale. This localized heat generation is the foundation of Plasmonic Photothermal Therapy (PPTT), a technique for applications like selective oncological treatment. By delivering nanoparticles to a target volume (e.g., a tumor) and illuminating them with light (often in the near-infrared, where biological tissue is most transparent), it's possible to induce hyperthermia with high precision, minimizing damage to surrounding healthy tissue. Computational modeling tools, such as Tidy3D, offers a powerful tool for predicting the temperature increase for different nanoparticle shapes, sizes, and arrangements, allowing scientists to rapidly simulate and predict thermal outcomes.\n",
    "\n",
    "This notebook reproduces the simulation results of the paper `Multiphysics Modeling of Plasmonic Photothermal Heating Effects in Gold Nanoparticles and Nanoparticle Arrays` https://doi.org/10.1021/acs.jpcc.0c02443 . We will use Tidy3D's electromagnetic and Heat solver to model the temperature increase of a single golden nanosphere (GNS) and a single golden nanorod (GNR)\n",
    "\n",
    "<img src=\"img/plasmonic_phothotermal_heating.png\" width=\"400\" alt=\"Golden Nanosphere representation\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "import xarray as xr\n",
    "\n",
    "td.config.web.enable_caching = True"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We define the shared parameters for all subsequent simulations, including the material optical and thermal properties, and some characteristics of the optical source."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# location of the nanoparticle\n",
    "center = [0, 0, 0]\n",
    "\n",
    "# nanoparticle material\n",
    "gold_medium_opt = td.material_library[\"Au\"][\"JohnsonChristy1972\"]\n",
    "water_medium_opt = td.material_library[\"H2O\"][\"Horiba\"]\n",
    "\n",
    "# heat properties\n",
    "k_gold_SI = 310  # W/(m*K)\n",
    "cp_gold_SI = 129  # J/(kg*K)\n",
    "\n",
    "k_water_SI = 0.6  # W/(m*K)\n",
    "cp_water_SI = 4184  # J/(kg*K)\n",
    "\n",
    "\n",
    "water_medium = td.MultiPhysicsMedium(\n",
    "    name=\"water\",\n",
    "    optical=water_medium_opt,\n",
    "    heat=td.SolidSpec(\n",
    "        conductivity=k_water_SI * 1e-6,  # W/(um*K)\n",
    "        capacity=cp_water_SI,\n",
    "    ),\n",
    ")\n",
    "\n",
    "gold_medium = td.MultiPhysicsMedium(\n",
    "    name=\"gold\",\n",
    "    optical=gold_medium_opt,\n",
    "    heat=td.SolidSpec(conductivity=k_gold_SI * 1e-6, capacity=cp_gold_SI),\n",
    ")\n",
    "# background for heat simulation\n",
    "background_medium = td.MultiPhysicsMedium(name=\"background\", heat=td.FluidMedium())\n",
    "\n",
    "# free space central wavelength of the pulse excitation\n",
    "wavelength = 808e-3  # µm\n",
    "f0 = td.C_0 / wavelength  # Hz\n",
    "\n",
    "# bandwidth in Hz\n",
    "fwidth = f0 / 100\n",
    "fmin = f0 - fwidth\n",
    "fmax = f0 + fwidth\n",
    "wavelength_max = td.C_0 / fmin\n",
    "wavelength_min = td.C_0 / fmax\n",
    "\n",
    "# Simulation run time\n",
    "run_time = 5 / fwidth"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Building the Geometries\n",
    "Similarly to the article's simulation settings, we consider a Golden Nanosphere (GNP) with a radius of 68 nm and Golden Nanorod with a radius of 26, 91nm height and 11nm of the radius tip. The surrounding medium is water. A Perfectly matched layer (PML) is imposed at the simulation boundaries."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "radius = 68e-3 / 2\n",
    "\n",
    "# create the sphere\n",
    "sphere_geom = td.Sphere(center=center, radius=radius)\n",
    "sphere = td.Structure(geometry=sphere_geom, medium=gold_medium.optical)\n",
    "geometry = [sphere]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "## Golden nanorods\n",
    "radius_gnr = 26e-3 / 2\n",
    "radius_tip = 11e-3\n",
    "height_gnr = 91e-3\n",
    "\n",
    "# building nanorods. One cylinder, two ellipse made out of spheres, merged with union.\n",
    "cyl = td.Cylinder(center=(0, 0, 0), radius=radius_gnr, length=height_gnr - 2 * radius_tip, axis=1)\n",
    "sphere_l = td.Sphere(center=(0, -height_gnr / 2 + radius_tip, 0), radius=radius_tip).scaled(\n",
    "    radius_gnr / radius_tip, 1, radius_gnr / radius_tip\n",
    ")\n",
    "sphere_r = td.Sphere(center=(0, height_gnr / 2 - radius_tip, 0), radius=radius_tip).scaled(\n",
    "    radius_gnr / radius_tip, 1, radius_gnr / radius_tip\n",
    ")\n",
    "rod = cyl + sphere_l + sphere_r\n",
    "geometry_rod = td.Structure(geometry=rod, medium=gold_medium.optical)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# distance between the surface of the geometry and the start of the PML layers along each cartesian direction\n",
    "buffer_pml = wavelength_max / 2\n",
    "\n",
    "# set the full simulation size along x, y, and z\n",
    "sim_size = (2 * wavelength,) * 3\n",
    "\n",
    "# define PML layers on all sides\n",
    "boundary_spec = td.BoundarySpec.all_sides(boundary=td.PML())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Specify the Source\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We'll use a TFSF source surrounding the nanoparticles. This source in Tidy3D is normalized with an intensity of 1 W/µm², differently from the article where authors employ a source normalized with 1 mW/µm². Therefore, a $\\sqrt{10^{-3}}$ scaling on the electric field ($10^{-3}$ on the power) is applied to match the article's source normalization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# distance between particle and the boundary of the tfsf box\n",
    "buffer_tfsf = 0.3 * radius\n",
    "tfsf_size = (radius + buffer_tfsf) * 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# time dependence of source\n",
    "gaussian = td.GaussianPulse(freq0=f0, fwidth=fwidth, amplitude=np.sqrt(1e-3))\n",
    "\n",
    "# the tfsf source is defined as a box around the particle\n",
    "source = td.TFSF(\n",
    "    center=center,\n",
    "    size=(tfsf_size,) * 3,\n",
    "    source_time=gaussian,\n",
    "    injection_axis=2,  # inject along the z axis...\n",
    "    direction=\"+\",\n",
    "    name=\"tfsf\",\n",
    "    pol_angle=np.pi / 2,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "tfsf_size_rod = (radius_gnr * 1.3 * 2, height_gnr * 1.5, radius_gnr * 1.3 * 2)\n",
    "source_rod = td.TFSF(\n",
    "    center=center,\n",
    "    size=tfsf_size_rod,\n",
    "    source_time=gaussian,\n",
    "    injection_axis=2,  # 2,  # inject along the z axis...\n",
    "    direction=\"+\",\n",
    "    name=\"tfsf\",\n",
    "    pol_angle=np.pi / 2,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Build Monitors for Electric Field and Permittivity\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To calculate the power absorbed by the nanoparticle, we add electric field and a permittivity monitors. These monitors  automatically captures the electric field and material permittivity data needed to compute the local heat source in a subsequent part of the notebook. In the field monitor, `colocate` is set to `False` so that the field data matches with the grid specification of the permittivity monitor (where `colocate` is set to `False` by default)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "num_freqs = 3\n",
    "freqs = np.linspace(f0 - fwidth, f0 + fwidth, num_freqs)\n",
    "monitor_size = (radius * 6,) * 3\n",
    "\n",
    "# Permittivity monitor\n",
    "monitor_perm = td.PermittivityMonitor(\n",
    "    center=center,\n",
    "    size=monitor_size,\n",
    "    freqs=freqs,\n",
    "    name=\"permittivity\",\n",
    ")\n",
    "\n",
    "# Field monitor\n",
    "monitor_E_field = td.FieldMonitor(\n",
    "    center=center,\n",
    "    size=monitor_size,\n",
    "    freqs=freqs,\n",
    "    fields=[\"Ex\", \"Ey\", \"Ez\"],\n",
    "    colocate=False,\n",
    "    name=\"dft_fields_monitor\",\n",
    ")\n",
    "\n",
    "# List of monitors\n",
    "monitors = [\n",
    "    monitor_perm,\n",
    "    monitor_E_field,\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create Simulation\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We specify an non-uniform meshing strategy to get denser mesher around the nanoparticles. Then, we assemble the complete electromagnetic `td.Simulation` object for both the GNP and the GNR."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "cells_per_wavelength = 20\n",
    "cells_in_particle_sphere = 40\n",
    "\n",
    "# An override region with increased mesh density is defined around the object, employing a buffer for smooth transitions to the coarser mesh.\n",
    "buffer_override = 0.5 * radius\n",
    "override_size_sphere = (radius + buffer_override) * 2\n",
    "mesh_override_sphere = td.MeshOverrideStructure(\n",
    "    geometry=td.Box(center=center, size=(override_size_sphere,) * 3),\n",
    "    dl=(2 * radius / cells_in_particle_sphere,) * 3,\n",
    ")\n",
    "\n",
    "grid_spec_sphere = td.GridSpec.auto(\n",
    "    min_steps_per_wvl=cells_per_wavelength,\n",
    "    override_structures=[mesh_override_sphere],\n",
    "    max_scale=1.3,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "sim_sphere = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec_sphere,\n",
    "    structures=geometry,\n",
    "    sources=[source],\n",
    "    monitors=monitors,\n",
    "    run_time=run_time,\n",
    "    boundary_spec=boundary_spec,\n",
    "    shutoff=1e-8,\n",
    "    medium=water_medium.optical,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "cells_in_particle_nanorods = 40\n",
    "override_size_rod = (radius_gnr * 1.5 * 2, height_gnr * 2.0, radius_gnr * 1.5 * 2)\n",
    "mesh_override_rod = td.MeshOverrideStructure(\n",
    "    geometry=td.Box(center=center, size=override_size_rod),\n",
    "    dl=(2 * radius_gnr / cells_in_particle_nanorods,) * 3,\n",
    ")\n",
    "\n",
    "grid_spec_rod = td.GridSpec.auto(\n",
    "    min_steps_per_wvl=cells_per_wavelength,\n",
    "    override_structures=[mesh_override_rod],\n",
    "    max_scale=1.3,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "sim_rod = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec_rod,\n",
    "    structures=[geometry_rod],\n",
    "    sources=[source_rod],\n",
    "    monitors=monitors,\n",
    "    run_time=run_time,\n",
    "    boundary_spec=boundary_spec,\n",
    "    shutoff=1e-8,\n",
    "    medium=water_medium.optical,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualize Simulation Information"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Before submitting our simulation to the server, it is a crucial best practice to visualize the setup. This allows us to confirm that all components—including the geometry, material properties, sources, monitors, and boundary conditions—are positioned and defined as intended. Tidy3D's built-in plotting methods provide a quick and easy way to inspect the simulation layout in 2D or 3D. Given the simplicity of the geometries employed in this example, we only show 2D plots. To employ 3D plots within the notebook, see [`plot_3D`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.plot_3d) . For Tidy3D advanced visualization capabilites see the [GUI tutorial](https://www.flexcompute.com/tidy3d/learning-center/tidy3d-gui/)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2100x600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize=(21, 6))\n",
    "zoom = radius * 3.0\n",
    "sim_sphere.plot(x=0, ax=ax1)\n",
    "sim_sphere.plot_grid(x=0, ax=ax1)\n",
    "sim_sphere.plot(x=0, ax=ax2, hlim=[-zoom, zoom], vlim=[-zoom, zoom], monitor_alpha=0.2)\n",
    "sim_sphere.plot_grid(x=0, ax=ax2, hlim=[-zoom, zoom], vlim=[-zoom, zoom])\n",
    "sim_sphere.plot(y=0, ax=ax3, hlim=[-zoom, zoom], vlim=[-zoom, zoom], monitor_alpha=0.2)\n",
    "sim_sphere.plot_grid(y=0, ax=ax3, hlim=[-zoom, zoom], vlim=[-zoom, zoom])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2100x600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize=(21, 6))\n",
    "zoom = radius * 3.0\n",
    "sim_rod.plot(x=0, ax=ax1)\n",
    "sim_rod.plot_grid(x=0, ax=ax1)\n",
    "sim_rod.plot(x=0, ax=ax2, hlim=[-zoom, zoom], vlim=[-zoom, zoom], monitor_alpha=0.2)\n",
    "sim_rod.plot_grid(x=0, ax=ax2, hlim=[-zoom, zoom], vlim=[-zoom, zoom])\n",
    "sim_rod.plot(y=0, ax=ax3, hlim=[-zoom, zoom], vlim=[-zoom, zoom], monitor_alpha=0.2)\n",
    "sim_rod.plot_grid(y=0, ax=ax3, hlim=[-zoom, zoom], vlim=[-zoom, zoom])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Run the Simulations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "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\">13:43:24 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'photothermal_heating_gold_nanoparticle'</span> with         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>resource_id <span style=\"color: #008000; text-decoration-color: #008000\">'fdve-80555d34-45a6-4d7d-a271-b9548a998bfc'</span> and        \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:43:24 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'photothermal_heating_gold_nanoparticle'\u001b[0m with         \n",
       "\u001b[2;36m             \u001b[0mresource_id \u001b[32m'fdve-80555d34-45a6-4d7d-a271-b9548a998bfc'\u001b[0m and        \n",
       "\u001b[2;36m             \u001b[0mtask_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-80555d34-45a6-4d7d-a271-b9548a998bfc\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a6-4d7d-a271-b9548a998bfc\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">6-4d7d-a271-b9548a998bfc'</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=589476;https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a6-4d7d-a271-b9548a998bfc\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=981507;https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a6-4d7d-a271-b9548a998bfc\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=589476;https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a6-4d7d-a271-b9548a998bfc\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=20886;https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a6-4d7d-a271-b9548a998bfc\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=589476;https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a6-4d7d-a271-b9548a998bfc\u001b\\\u001b[32m-80555d34-45a\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=589476;https://tidy3d.simulation.cloud/workbench?taskId=fdve-80555d34-45a6-4d7d-a271-b9548a998bfc\u001b\\\u001b[32m6-4d7d-a271-b9548a998bfc'\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/514fae1d-02fa-4a01-866b-fa885e2a3625\" 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=910937;https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "96ce6f203571429a91deaaf53552c22a",
       "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\">13:43:35 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.777</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;36m13:43:35 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.777\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\">13:43:36 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:43:36 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "3c087250eaca456b9472f94ca561997e",
       "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\">13:43:48 CET </span>Loading results from                                               \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>data/phototermal_heating_gold_nanoparticle.hdf5                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:43:48 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from                                               \n",
       "\u001b[2;36m             \u001b[0mdata/phototermal_heating_gold_nanoparticle.hdf5                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Run simulation\n",
    "sim_data_sphere = web.run(\n",
    "    sim_sphere,\n",
    "    task_name=\"photothermal_heating_gold_nanoparticle\",\n",
    "    path=\"data/phototermal_heating_gold_nanoparticle.hdf5\",\n",
    "    verbose=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "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\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Simulation has </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.09e+06</span><span style=\"color: #800000; text-decoration-color: #800000\"> time steps. The </span><span style=\"color: #008000; text-decoration-color: #008000\">'run_time'</span><span style=\"color: #800000; text-decoration-color: #800000\"> may be </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">unnecessarily large, unless there are very long-lived resonances.  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Simulation has \u001b[0m\u001b[1;36m1.09e+06\u001b[0m\u001b[31m time steps. The \u001b[0m\u001b[32m'run_time'\u001b[0m\u001b[31m may be \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31munnecessarily large, unless there are very long-lived resonances.  \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\">13:43:49 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'photothermal_heating_gold_nanorods'</span> with resource_id \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:43:49 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'photothermal_heating_gold_nanorods'\u001b[0m with resource_id \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8'\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-85269d5f-7e82-4ab1-836a-432c3085d6f8\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e8</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">2-4ab1-836a-432c3085d6f8'</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=633799;https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=950543;https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=633799;https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=228910;https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=633799;https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8\u001b\\\u001b[32m-85269d5f-7e8\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=633799;https://tidy3d.simulation.cloud/workbench?taskId=fdve-85269d5f-7e82-4ab1-836a-432c3085d6f8\u001b\\\u001b[32m2-4ab1-836a-432c3085d6f8'\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/514fae1d-02fa-4a01-866b-fa885e2a3625\" 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=895301;https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8a40ee0a5fb249d1a4a80d713b27c3c7",
       "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\">13:44:00 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">5.367</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;36m13:44:00 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m5.367\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\">13:44:02 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:44:02 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "91984fe785924d3b9e40b8005ed57c0a",
       "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\">13:44:16 CET </span>Loading results from data/phototermal_heating_gold_nanorods.hdf5   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:44:16 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from data/phototermal_heating_gold_nanorods.hdf5   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Run simulation\n",
    "sim_data_rods = web.run(\n",
    "    sim_rod,\n",
    "    task_name=\"photothermal_heating_gold_nanorods\",\n",
    "    path=\"data/phototermal_heating_gold_nanorods.hdf5\",\n",
    "    verbose=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Extract the results"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Fields and Power GNP (Sphere)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The volumetric power absorption density $p_{abs}(x, y, z) $ in a lossy material exposed to an electric field can be expressed as: $p_\\text{abs}(x,y,z) = \\pi f \\; \\epsilon'' |E(x,y,z)|^2 $, where $\\epsilon''$ is the immaginary part of the permittivity. For more details on the absorbed power computation, refer to [this](https://www.flexcompute.com/tidy3d/examples/notebooks/PlasmonicNanoparticle/) example."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "def computeAbsPowerAndE(simulation_data):\n",
    "    field_data = simulation_data[monitor_E_field.name]\n",
    "    field_data_colocated = simulation_data.at_boundaries(monitor_E_field.name).interp(\n",
    "        f=f0, method=\"nearest\"\n",
    "    )\n",
    "    coords = field_data_colocated.Ex.coords\n",
    "    coords_dict = {dim: coords.get(dim) for dim in \"xyz\"}\n",
    "\n",
    "    Ex = field_data.Ex.interp(f=f0, method=\"nearest\")\n",
    "    Ey = field_data.Ey.interp(f=f0, method=\"nearest\")\n",
    "    Ez = field_data.Ez.interp(f=f0, method=\"nearest\")\n",
    "\n",
    "    monitor_data_perm = simulation_data.monitor_data[monitor_perm.name]\n",
    "    perm_x = monitor_data_perm.eps_xx.interp(f=f0, method=\"nearest\")\n",
    "    perm_y = monitor_data_perm.eps_yy.interp(f=f0, method=\"nearest\")\n",
    "    perm_z = monitor_data_perm.eps_zz.interp(f=f0, method=\"nearest\")\n",
    "\n",
    "    # Calculate the squared magnitude for each E-field component.\n",
    "    E_squared_magnitude_x = Ex * Ex.conj()\n",
    "    E_squared_magnitude_y = Ey * Ey.conj()\n",
    "    E_squared_magnitude_z = Ez * Ez.conj()\n",
    "    E_magnitude = np.sqrt(\n",
    "        (Ex * Ex.conj()).interp(**coords_dict)\n",
    "        + (Ey * Ey.conj()).interp(**coords_dict)\n",
    "        + (Ez * Ez.conj()).interp(**coords_dict)\n",
    "    )\n",
    "\n",
    "    # Compute the power density for each E-field component using the imaginary part of permittivity.\n",
    "    Power_density_E_x = np.pi * f0 * td.constants.EPSILON_0 * perm_x.imag * E_squared_magnitude_x\n",
    "    Power_density_E_y = np.pi * f0 * td.constants.EPSILON_0 * perm_y.imag * E_squared_magnitude_y\n",
    "    Power_density_E_z = np.pi * f0 * td.constants.EPSILON_0 * perm_z.imag * E_squared_magnitude_z\n",
    "    Power_density_E = (\n",
    "        Power_density_E_x.interp(**coords_dict)\n",
    "        + Power_density_E_y.interp(**coords_dict)\n",
    "        + Power_density_E_z.interp(**coords_dict)\n",
    "    )\n",
    "    return (\n",
    "        coords_dict,\n",
    "        Power_density_E,\n",
    "        Power_density_E_x,\n",
    "        Power_density_E_y,\n",
    "        Power_density_E_z,\n",
    "        E_magnitude,\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "(\n",
    "    coords_dict_sphere,\n",
    "    Power_density_E_sphere,\n",
    "    Power_density_E_x_sphere,\n",
    "    Power_density_E_y_sphere,\n",
    "    Power_density_E_z_sphere,\n",
    "    E_magnitude_sphere,\n",
    ") = computeAbsPowerAndE(sim_data_sphere)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(14, 5))\n",
    "scaling = 1  # / Power_density_E.real.max()\n",
    "fig1 = E_magnitude_sphere.sel(x=0, method=\"nearest\").real.plot(x=\"y\", y=\"z\", cmap=\"turbo\", ax=ax[0])\n",
    "fig2 = (\n",
    "    (1e3 * Power_density_E_sphere)\n",
    "    .sel(x=0, method=\"nearest\")\n",
    "    .real.plot(x=\"y\", y=\"z\", cmap=\"turbo\", ax=ax[1], robust=True)\n",
    ")\n",
    "\n",
    "\n",
    "colorbar_label1 = \"Electric Field Magnitude (V/µm)\"\n",
    "fig1.colorbar.set_label(colorbar_label1, fontsize=12)\n",
    "colorbar_label2 = \"Power absorbed density (mW/µm$^3$)\"\n",
    "fig2.colorbar.set_label(colorbar_label2, fontsize=12)\n",
    "\n",
    "_ = ax[0].set_title(\"Electric field magnitude $|E|$ at $x=0$\")\n",
    "_ = ax[1].set_title(\"Power absorbed density at $x=0$\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Average absorbed power at 0° (angle): 0.742 mW / µm^3\n"
     ]
    }
   ],
   "source": [
    "abs_power_sphere = (\n",
    "    Power_density_E_x_sphere.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    "    + Power_density_E_y_sphere.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    "    + Power_density_E_z_sphere.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    ")\n",
    "avg_abs_power_sphere = abs_power_sphere / sphere_geom.volume()\n",
    "avg_abs_power_sphere_mw = 1e3 * avg_abs_power_sphere.real.values\n",
    "print(f\"Average absorbed power at 0° (angle): {avg_abs_power_sphere_mw:.3f} mW / µm^3\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Fields and Power GNR (Nanorods)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "(\n",
    "    coords_dict_rods,\n",
    "    Power_density_E_rods,\n",
    "    Power_density_E_x_rods,\n",
    "    Power_density_E_y_rods,\n",
    "    Power_density_E_z_rods,\n",
    "    E_magnitude_rods,\n",
    ") = computeAbsPowerAndE(sim_data_rods)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(14, 5))\n",
    "scaling = 1  # / Power_density_E.real.max()\n",
    "fig1 = E_magnitude_rods.sel(x=0, method=\"nearest\").real.plot(x=\"y\", y=\"z\", cmap=\"turbo\", ax=ax[0])\n",
    "fig2 = (\n",
    "    (1e3 * Power_density_E_rods)\n",
    "    .sel(x=0, method=\"nearest\")\n",
    "    .real.plot(x=\"y\", y=\"z\", cmap=\"turbo\", ax=ax[1], robust=True)\n",
    ")\n",
    "\n",
    "colorbar_label1 = \"Electric Field Magnitude (V/µm)\"\n",
    "fig1.colorbar.set_label(colorbar_label1, fontsize=12)\n",
    "colorbar_label2 = \"Power absorbed density (mW/µm$^3$)\"\n",
    "fig2.colorbar.set_label(colorbar_label2, fontsize=12)\n",
    "\n",
    "_ = ax[0].set_title(\"Electric field magnitude $|E|$ at $x=0$\")\n",
    "_ = ax[1].set_title(\"Power absorbed density at $x=0$\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Average absorbed power at 0° (angle): 525.379 mW / µm^3\n"
     ]
    }
   ],
   "source": [
    "abs_power_rod = (\n",
    "    Power_density_E_x_rods.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    "    + Power_density_E_y_rods.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    "    + Power_density_E_z_rods.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    ")\n",
    "avg_abs_power_rod = abs_power_rod / rod.volume()\n",
    "avg_abs_power_rod_mw = 1e3 * avg_abs_power_rod.real.values\n",
    "print(f\"Average absorbed power at 0° (angle): {avg_abs_power_rod_mw:.3f} mW / µm^3\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Heat Simulation"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For the model's geometry and thermal properties, we will use the objects that were created at the beginning of the notebook. For a steady-state thermal simulation like this one, the key material properties employed in this simulation are the thermal conductivity (k) and the thermal capacity (cp).\n",
    "\n",
    "For more details on using the heat solver, please refer to this [tutorial](https://docs.flexcompute.com/projects/tidy3d/en/latest/notebooks/HeatSolver.html) in the Tidy3D documentation."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create Scenes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we create a `td.Scene` for each scenario (GNS and GNR) by building the corresponding `td.Structure` objects from the geometries and media defined above"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Water sphere surrounding the nanoparticles\n",
    "water_radius = 20 * radius\n",
    "\n",
    "sphere_outer = td.Structure(\n",
    "    geometry=td.Sphere(center=(0, 0, 0), radius=water_radius),\n",
    "    medium=water_medium,\n",
    "    name=\"sphere_outer\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "sphere_inner = td.Structure(\n",
    "    geometry=td.Sphere(center=(0, 0, 0), radius=radius),\n",
    "    medium=gold_medium,\n",
    "    name=\"sphere_inner\",\n",
    ")\n",
    "\n",
    "scene_sphere = td.Scene(\n",
    "    structures=[sphere_outer, sphere_inner],\n",
    "    medium=background_medium,\n",
    ")\n",
    "\n",
    "sim_heat_size = water_radius * 1.2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Nanorods\n",
    "rod_inner = td.Structure(\n",
    "    geometry=rod,\n",
    "    medium=gold_medium,\n",
    "    name=\"rod_inner\",\n",
    ")\n",
    "\n",
    "scene_rod = td.Scene(\n",
    "    structures=[sphere_outer, rod_inner],\n",
    "    medium=background_medium,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Boundary Conditions"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we set up the boundary conditions for our thermal simulation. Here we assume a constant temperature at the boundary of water and background."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Convert the temperature in kelvin\n",
    "temperature1 = 37 + 273.15\n",
    "\n",
    "bc = td.HeatBoundarySpec(\n",
    "    condition=td.TemperatureBC(temperature=temperature1),\n",
    "    placement=td.SimulationBoundary(),\n",
    ")\n",
    "bc2 = td.HeatBoundarySpec(\n",
    "    condition=td.TemperatureBC(temperature=temperature1),\n",
    "    placement=td.MediumMediumInterface(mediums=[\"water\", \"background\"]),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Sources"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To accurately simulate the temperature increase, we must first define the source of the heat. In this case, heat is generated due to electromagnetic power absorption within the nanoparticles. We will explore two models for defining this heat source, allowing us to compare a simplified approximation with a more physically rigorous approach.\n",
    "\n",
    "- Uniform heat source : Simpler and idealized. This simpler method assumes that the heat is generated uniformly throughout the entire volume of the structure. This approach uses a single, constant value for the absorbed power density.\n",
    "- Spatially distributed heat Source : More sophisticated and typically more physically grounded. The absorption of electromagnetic energy is generally not uniform in reality, as it is strongest in regions where the electric field is most intense, and weakest in the regions where the electric field is least intense. To capture this, we use the computed spatially distributed absorption power arising from the previous electromagnetic simulations to calculate the absorbed power density across each point in space.\n",
    "\n",
    "By defining both sources, we can directly compare the results of the simplified source against the more detailed point-wise source. Simulating both scenarios will allow us to visually evaluate the impact of the heat source on the final temperature profile."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "## Spatially distributed heat source (GNS)\n",
    "source_sphere = np.complex128(avg_abs_power_sphere).real\n",
    "source_inner_sphere = td.HeatSource(structures=[\"sphere_inner\"], rate=source_sphere)\n",
    "\n",
    "## Spatially distributed heat source obtained from the simulation\n",
    "source_sphere_custom_data = td.SpatialDataArray(\n",
    "    Power_density_E_sphere.real, coords=coords_dict_sphere\n",
    ")\n",
    "source_sphere_distributed = td.HeatSource(\n",
    "    structures=[\"sphere_inner\"], rate=source_sphere_custom_data\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "## Spatially distributed heat source (GNR)\n",
    "source_rod = np.complex128(avg_abs_power_rod).real\n",
    "source_inner_rod = td.HeatSource(structures=[\"rod_inner\"], rate=source_rod)\n",
    "\n",
    "## Spatially distributed heat source obtained from the simulation\n",
    "source_rods_custom_data = td.SpatialDataArray(Power_density_E_rods.real, coords=coords_dict_rods)\n",
    "source_rods_distributed = td.HeatSource(structures=[\"rod_inner\"], rate=source_rods_custom_data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create and Run Simulations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Temperature monitor\n",
    "temp_mnt = td.TemperatureMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, td.inf, td.inf), name=\"temperature\", unstructured=True\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "dl_sphere = radius / 5\n",
    "heat_sim_sphere = td.HeatChargeSimulation.from_scene(\n",
    "    center=[0, 0, 0],\n",
    "    size=(sim_heat_size,) * 3,\n",
    "    scene=scene_sphere,\n",
    "    boundary_spec=[bc, bc2],\n",
    "    sources=[\n",
    "        source_inner_sphere,\n",
    "    ],\n",
    "    grid_spec=td.UniformUnstructuredGrid(dl=dl_sphere),\n",
    "    monitors=[temp_mnt],\n",
    "    symmetry=(1, 1, 1),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "heat_sim2_sphere = td.HeatChargeSimulation.from_scene(\n",
    "    center=[0, 0, 0],\n",
    "    size=(sim_heat_size,) * 3,\n",
    "    scene=scene_sphere,\n",
    "    boundary_spec=[bc, bc2],\n",
    "    sources=[\n",
    "        source_sphere_distributed,\n",
    "    ],\n",
    "    grid_spec=td.UniformUnstructuredGrid(dl=dl_sphere),\n",
    "    monitors=[temp_mnt],\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "dl_rod = radius_gnr / 2\n",
    "heat_sim_rod = td.HeatChargeSimulation.from_scene(\n",
    "    center=[0, 0, 0],\n",
    "    size=(sim_heat_size,) * 3,\n",
    "    scene=scene_rod,\n",
    "    boundary_spec=[bc, bc2],\n",
    "    sources=[\n",
    "        source_inner_rod,\n",
    "    ],\n",
    "    grid_spec=td.UniformUnstructuredGrid(dl=dl_rod),\n",
    "    monitors=[temp_mnt],\n",
    "    symmetry=(1, 1, 1),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "heat_sim2_rod = td.HeatChargeSimulation.from_scene(\n",
    "    center=[0, 0, 0],\n",
    "    size=(sim_heat_size,) * 3,\n",
    "    scene=scene_rod,\n",
    "    boundary_spec=[bc, bc2],\n",
    "    sources=[\n",
    "        source_rods_distributed,\n",
    "    ],\n",
    "    grid_spec=td.UniformUnstructuredGrid(dl=dl_rod),\n",
    "    monitors=[temp_mnt],\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 1500x700 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Optional: Visualize the simulation setup (good for debugging)\n",
    "fig, ax = plt.subplots(1, 2, figsize=(15, 7))\n",
    "fig = heat_sim_sphere.plot(x=0, ax=ax[0])\n",
    "fig = heat_sim_rod.plot(x=0, ax=ax[1])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "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\">13:44:25 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'gold_water_heat_sphere'</span> with resource_id             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'hec-255d9cf8-98ae-4af4-9aed-8f1aafc2c09f'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'HEAT_CHARGE'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:44:25 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'gold_water_heat_sphere'\u001b[0m with resource_id             \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'hec-255d9cf8-98ae-4af4-9aed-8f1aafc2c09f'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'HEAT_CHARGE'\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>Tidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>HeatCharge simulations is subject to change in the future.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "\u001b[2;36m             \u001b[0mHeatCharge simulations is subject to change in the future.         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e1c8c7cf620c43938cc8d09efd0b7e4f",
       "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\">13:44:36 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</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;36m13:44:36 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.025\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\">13:44:38 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:44:38 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "15e8c8e6f69a4aea9e711551d5a2eff6",
       "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\">13:44:51 CET </span>Loading results from data/gold_water_heat.hdf5                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:44:51 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from data/gold_water_heat.hdf5                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_heat_sphere = web.run(\n",
    "    heat_sim_sphere, task_name=\"gold_water_heat_sphere\", path=\"data/gold_water_heat.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "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\">             </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'gold_water_heat_sphere2'</span> with resource_id            \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'hec-d4c5809d-bcc2-40cf-bbdd-ea355a1e6048'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'HEAT_CHARGE'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'gold_water_heat_sphere2'\u001b[0m with resource_id            \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'hec-d4c5809d-bcc2-40cf-bbdd-ea355a1e6048'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'HEAT_CHARGE'\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>Tidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>HeatCharge simulations is subject to change in the future.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "\u001b[2;36m             \u001b[0mHeatCharge simulations is subject to change in the future.         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2a57ebe4e6f54c919703fc393cbaec75",
       "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\">13:45:03 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</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;36m13:45:03 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.025\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\">13:45:05 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:05 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "37397054519141dbaa5a0e9d817f48bd",
       "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\">13:45:19 CET </span>Loading results from data/gold_water_heat2.hdf5                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:19 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from data/gold_water_heat2.hdf5                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data2_heat_sphere = web.run(\n",
    "    heat_sim2_sphere, task_name=\"gold_water_heat_sphere2\", path=\"data/gold_water_heat2.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "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\">13:45:20 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'gold_water_heat_rod'</span> with resource_id                \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'hec-4e519bf2-4c83-4a65-a17a-4e7da8fc58e3'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'HEAT_CHARGE'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:20 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'gold_water_heat_rod'\u001b[0m with resource_id                \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'hec-4e519bf2-4c83-4a65-a17a-4e7da8fc58e3'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'HEAT_CHARGE'\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>Tidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>HeatCharge simulations is subject to change in the future.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "\u001b[2;36m             \u001b[0mHeatCharge simulations is subject to change in the future.         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4cec81965a22482fa582905e1ff73920",
       "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\">13:45:31 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</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;36m13:45:31 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.025\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\">13:45:33 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:33 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "523842fe46034c9abbb51da8776340d5",
       "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\">13:45:42 CET </span>Loading results from data/gold_water_heat_rod.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:42 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from data/gold_water_heat_rod.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_heat_rod = web.run(\n",
    "    heat_sim_rod, task_name=\"gold_water_heat_rod\", path=\"data/gold_water_heat_rod.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "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\">13:45:43 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'gold_water_heat_rod2'</span> with resource_id               \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'hec-2b180e3d-5911-4725-8f5b-054eb8bbc859'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'HEAT_CHARGE'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:43 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'gold_water_heat_rod2'\u001b[0m with resource_id               \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'hec-2b180e3d-5911-4725-8f5b-054eb8bbc859'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'HEAT_CHARGE'\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>Tidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>HeatCharge simulations is subject to change in the future.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's HeatCharge solver is currently in the beta stage. Cost of \n",
       "\u001b[2;36m             \u001b[0mHeatCharge simulations is subject to change in the future.         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "36c36601a4fa46ee8ee547ad3da375ab",
       "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\">13:45:56 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</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;36m13:45:56 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.025\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\">13:45:58 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:58 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "0f0386dfad8744efae3ae93844e614c7",
       "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\">13:46:16 CET </span>Loading results from data/gold_water_heat_rod2.hdf5                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:46:16 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from data/gold_water_heat_rod2.hdf5                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data2_heat_rod = web.run(\n",
    "    heat_sim2_rod, task_name=\"gold_water_heat_rod2\", path=\"data/gold_water_heat_rod2.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1400x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(14, 5))\n",
    "temperature_C = sim_data_heat_sphere[\"temperature\"].temperature - np.float64(273.15)\n",
    "temperature_C.plot(\n",
    "    z=0,\n",
    "    cmap=\"hot\",\n",
    "    ax=ax[0],\n",
    "    vmin=37,\n",
    "    vmax=37.5,\n",
    "    grid=False,\n",
    "    cbar_kwargs={\"label\": \"Temperature C°\"},\n",
    ")\n",
    "\n",
    "temperature_C2 = sim_data2_heat_sphere[\"temperature\"].temperature - np.float64(273.15)\n",
    "temperature_C2.plot(\n",
    "    z=0,\n",
    "    cmap=\"hot\",\n",
    "    ax=ax[1],\n",
    "    vmin=37,\n",
    "    vmax=37.5,\n",
    "    grid=False,\n",
    "    cbar_kwargs={\"label\": \"Temperature C°\"},\n",
    ")\n",
    "\n",
    "_ = ax[0].set_title(\"Temperature distribution using uniform heat source\")\n",
    "_ = ax[1].set_title(\"Temperature distribution using spatially distributed heat source\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Temperature peak\n",
      "Uniform source absorbed power: 37.43° - Spatially distributed source absorbed power: 37.35°\n"
     ]
    }
   ],
   "source": [
    "max_temp_avg_source = np.float64(temperature_C.values.max())\n",
    "max_temp_pw_source = np.float64(temperature_C2.values.max())\n",
    "print(\"Temperature peak\")\n",
    "print(\n",
    "    f\"Uniform source absorbed power: {max_temp_avg_source:.2f}° - Spatially distributed source absorbed power: {max_temp_pw_source:.2f}°\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(14, 5))\n",
    "temperature_C_rod = sim_data_heat_rod[\"temperature\"].temperature - np.float64(273.15)\n",
    "temperature_C_rod.plot(\n",
    "    x=0, cmap=\"hot\", ax=ax[0], vmin=37, grid=False, cbar_kwargs={\"label\": \"Temperature C°\"}\n",
    ")\n",
    "\n",
    "temperature_C2_rod = sim_data2_heat_rod[\"temperature\"].temperature - np.float64(273.15)\n",
    "temperature_C2_rod.plot(\n",
    "    x=0, cmap=\"hot\", ax=ax[1], vmin=37, grid=False, cbar_kwargs={\"label\": \"Temperature C°\"}\n",
    ")\n",
    "\n",
    "_ = ax[0].set_title(\"Temperature distribution using uniform heat source\")\n",
    "_ = ax[1].set_title(\"Temperature distribution using spatially distributed heat source\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Temperature peak\n",
      "Uniform source absorbed power: 150.00° - Spatially distributed source absorbed power: 145.36°\n"
     ]
    }
   ],
   "source": [
    "max_temp_avg_source = np.float64(temperature_C_rod.values.max())\n",
    "max_temp_pw_source = np.float64(temperature_C2_rod.values.max())\n",
    "print(\"Temperature peak\")\n",
    "print(\n",
    "    f\"Uniform source absorbed power: {max_temp_avg_source:.2f}° - Spatially distributed source absorbed power: {max_temp_pw_source:.2f}°\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Below, we compare visually the temperature data obtained from the two different source models for the GNS and the GNR. The temperature data is obtained through interpolation around the object of interest. Finally, the absolute differences are calculated and plotted using xarray's built-in plotting capabilities."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x400 with 4 Axes>"
      ]
     },
     "metadata": {},
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   "source": [
    "# Create 1D NumPy arrays for the y and z coordinates of the sphere and rod interpolation\n",
    "# grid. The range and number of points are chosen to cover the relevant regions.\n",
    "y_sphere = np.linspace(-radius * 1.3, radius * 1.3, 150)\n",
    "z_sphere = np.linspace(-radius * 1.3, radius * 1.3, 150)\n",
    "coords_sphere = xr.DataArray(dims=[\"y\", \"z\"], coords={\"y\": y_sphere, \"z\": z_sphere})\n",
    "\n",
    "y_rod = np.linspace(-height_gnr * 0.6, height_gnr * 0.6, 150)\n",
    "z_rod = np.linspace(-radius_gnr * 1.3, radius_gnr * 1.3, 150)\n",
    "\n",
    "\n",
    "# Create an xarray.DataArray to hold these 1D coordinates\n",
    "# This DataArray itself doesn't contain data values, but defines the structure\n",
    "# of the target interpolation grid's dimensions and coordinates.\n",
    "coords_rod = xr.DataArray(dims=[\"y\", \"z\"], coords={\"y\": y_rod, \"z\": z_rod})\n",
    "\n",
    "# Interpolate temperature data for the sphere and the rod\n",
    "interp_heat_sphere = temperature_C.interp(\n",
    "    x=0, y=coords_sphere.coords[\"y\"], z=coords_sphere.coords[\"z\"]\n",
    ").squeeze(\"x\", drop=True)\n",
    "interp_heat_sphere2 = temperature_C2.interp(\n",
    "    x=0, y=coords_sphere.coords[\"y\"], z=coords_sphere.coords[\"z\"]\n",
    ").squeeze(\"x\", drop=True)\n",
    "interp_heat_rod = temperature_C_rod.interp(\n",
    "    x=0, y=coords_rod.coords[\"y\"], z=coords_rod.coords[\"z\"]\n",
    ").squeeze(\"x\", drop=True)\n",
    "interp_heat_rod2 = temperature_C2_rod.interp(\n",
    "    x=0, y=coords_rod.coords[\"y\"], z=coords_rod.coords[\"z\"]\n",
    ").squeeze(\"x\", drop=True)\n",
    "\n",
    "# Compute the absolute difference between the interpolated temperature fields\n",
    "diff_heat_sphere = np.abs(interp_heat_sphere - interp_heat_sphere2)\n",
    "diff_heat_rod = np.abs(interp_heat_rod - interp_heat_rod2)\n",
    "\n",
    "fig, ax = plt.subplots(1, 2, figsize=(14, 4))\n",
    "colorbar_label = \"Temperature difference\"\n",
    "fig1 = diff_heat_sphere.plot(x=\"y\", y=\"z\", cmap=\"turbo\", ax=ax[0])\n",
    "fig2 = diff_heat_rod.plot(x=\"y\", y=\"z\", cmap=\"turbo\", ax=ax[1])\n",
    "\n",
    "fig1.colorbar.set_label(colorbar_label, fontsize=12)\n",
    "fig2.colorbar.set_label(colorbar_label, fontsize=12)\n",
    "\n",
    "_ = ax[0].set_title(\"Uniform source vs spatially distributed source - GNS\")\n",
    "_ = ax[1].set_title(\"Uniform source vs spatially distributed source - GNR\")\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Conclusion"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Our results demonstrate a close agreement with those published in the paper. Also, we compared two models with two different heat sources: a simplified, uniform source based on the average absorbed power density, and a more rigorous, spatially distributed source derived from the spatially varying fields of an electromagnetic simulation. The latest plots highlight that the choice of the heat source model impacts the resulting temperature distribution, and that this impact is highly dependent on the nanostructure's geometry.\n",
    "\n",
    "For the GNS, a highly symmetric structure, the difference between the two models is not particularly pronounced. In contrast, the results for the GNR display a slightly different temperature distribution when calculated with the point-wise source versus the average absorbed power model. In particular, the peak temperature differs by roughly 5° between the two approaches. This suggests that a spatially distributed source may be preferred when irregular nanoparticle geometries are used."
   ]
  }
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