CMOSRGBSensor.ipynb

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    "# CMOS RGB image sensor\n",
    "\n",
    "> Note: The cost of running the entire notebook is higher than 1 FlexCredit.\n",
    "\n",
    "In this notebook, we show how to simulate optical processes in a CMOS RGB image sensor. The fundamental building blocks of the sensor are pixels, each containing microlens, color filters, and photodetector. Together, a pixel can perform multiple optical functionalities such as focusing, color filtering, and detection. Here, we illustrate how to set up the FDTD simulation and measure the performance of a typical CMOS image sensor composed of a periodic arrangement of Bayer unit cells, where we have one red (R), one blue (B), and two green (G) color filters, as shown below.\n",
    "\n",
    "<img src=\"img/rgb_cmos_sensor.png\" alt=\"Bayer Unit Cell\"  width=\"300\"/>\n",
    "\n",
    "First, we will import Tidy3D and the other packages needed. If it is not installed, please do so with ``pip install tidy3d``. We will use the [FastDispersionFitter](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.dispersion.FastDispersionFitter.html) plugin to fit hypothetical R, G, and B step-like absorbing filter materials."
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    "# standard python imports\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Tidy3D imports\n",
    "import tidy3d as td\n",
    "from tidy3d import web\n",
    "from tidy3d.plugins.dispersion import FastDispersionFitter, AdvancedFastFitterParam"
   ]
  },
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   "cell_type": "markdown",
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   "source": [
    "## Simulation Setup\n",
    "At the top of the Bayer unit cell structure, we have microlenses (silica) to focus the incoming light on the silicon photodetectors. Absorptive materials are placed below the microlenses to filter out the undesired colors at each pixel, and a metallic shield is responsible for reducing the crosstalk between neighboring unit cells. Electron-hole pairs are generated when light reaches the Si photodetector, and then the generated carriers are collected by metallic interconnections. A silicon nitride anti-reflection layer is employed to reduce the reflection losses at the silicon-silica interface. While this structure is intended to be a starting example, other color filter construction methods with improved efficiency and advanced metasurface-based color routing mechanisms are available in the literature [[1](https://www.mdpi.com/1424-8220/19/7/1536), [2](https://opg.optica.org/oe/fulltext.cfm?uri=oe-16-25-20457&id=175035), [3](https://ieeexplore.ieee.org/document/5427134), [4](https://www.nature.com/articles/s41467-022-31019-7)].\n",
    "\n",
    "### Geometric parameters\n",
    "Let's first specify all geometric parameters from the top to the bottom of the structure. Their values are not optimized. All the dimensions are in micrometers. "
   ]
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   "source": [
    "Lx = Ly = 3.0  # Size of the Bayer unit cell along x- and y- direction.\n",
    "dPML = 1.5  # PML thickness at the top of the simulation domain."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's consider the lens to be spherical caps (hemispheres). Since there are two by two lenses in a pixel, the diameter of the base of a cap is `Lx/2`. Once the radius is specified, the height of the cap can be computed analytically."
   ]
  },
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   "execution_count": 3,
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     "text": [
      "The height of the lens is 0.339 microns.\n"
     ]
    }
   ],
   "source": [
    "width_len = Lx/2  # Lens and color pixel width.\n",
    "radius_len = 1.0 # Lens radius.\n",
    "\n",
    "# A focal distance = R*n/(n-1)~3um is sufficient.\n",
    "height_len = (1-np.cos(np.arcsin(width_len/radius_len/2)))*radius_len\n",
    "print(f'The height of the lens is {height_len:.3f} microns.')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we can define the remaining geometrical parameters."
   ]
  },
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   "cell_type": "code",
   "execution_count": 4,
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   "source": [
    "d_len_to_filter = 0.2 # Distance from the base of the lens to the top of the filter.\n",
    "t_filter = 1.0 # Filter thickness.\n",
    "d_filter_to_shield = 0.5 # Distance from the base of filter to the top of metallic shields.\n",
    "\n",
    "# Metal shields are simplified to be metallic layer with holes.\n",
    "t_shield = 0.10 # Shield thickness.\n",
    "radius_shield = 0.95 * width_len # Radius of hole.\n",
    "d_shield_to_connect = 0.5 # Distance from the base of shield to the top of metallic interconnect.\n",
    "\n",
    "# Metallic interconnects are assumed to be rectangular rods.\n",
    "t_connect = 0.10 # Thickness.\n",
    "width_connect = 0.15 #Width of each rod.\n",
    "gap_connect = 0.2 #Gap between adjacent interconnection planes.\n",
    "distance_connect = 1.8*width_len # Distance between the center of rods parallel to the sides of unit cell. \n",
    "\n",
    "d_connect_to_AR = 0.5 # Distance from the base of the interconnects to the top of the anti-reflection layer.\n",
    "t_silicon = 2 # Thickness of silicon photon-detector."
   ]
  },
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will consider the simulation in the visible spectrum of wavelength range [400, 700] nm."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "lam_range = [0.4, 0.7]\n",
    "\n",
    "# Central wavelength for RGB colors.\n",
    "lam_blue = 0.45\n",
    "lam_green = 0.55\n",
    "lam_red = 0.65"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Materials"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here, we load relevant materials from Tidy3D's [material library](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/material_library.html). Typical material choice is considered: photodetector made of silicon, metallic interconnects and shields made of aluminum, an anti-reflection layer made of silicon nitride, and most other optical components made of silica."
   ]
  },
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   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
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   "source": [
    "SiN = td.material_library['SiN']['Horiba']\n",
    "Silicon = td.material_library['aSi']['Horiba']\n",
    "Silica = td.material_library['SiO2']['Palik_Lossless']\n",
    "metal = td.material_library['Al']['Rakic1995']"
   ]
  },
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we define the color filter materials. They are usually based on dye or pigment. The materials need to be very dispersive to achieve the color filtering functionality, e.g., the material for the red color filter is strongly absorptive of the blue and the green color light but transparent to the red color light. In running broadband FDTD simulation, those dispersive materials need to be fitted to analytical dispersive models such as the Drude-Lorentz model, Pole-residue pair model, etc. You can find a detailed explanation in this [lecture](https://www.flexcompute.com/fdtd101/Lecture-5-Modeling-dispersive-material-in-FDTD). \n",
    "\n",
    "In this example, as a proof of principle, the color filter materials are defined artificially. In practice, many actual filter materials can provide better performance. We will use the [FastDispersionFitter](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.dispersion.FastDispersionFitter.html) plugin to fit the hypothetical R, G, and B step-like absorbing filter materials. To better fit the imaginary part of the refractive index, which is most important to describe the filter response, we will adjust `weights=(0.1, 1.9)` in `AdvancedFastFitterParam`."
   ]
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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\">18:04:46 -03 </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Unable to fit with weighted RMS error under               </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'tolerance_rms'</span><span style=\"color: #800000; text-decoration-color: #800000\"> of </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.02</span><span style=\"color: #800000; text-decoration-color: #800000\">                                            </span>\n",
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'tolerance_rms'</span><span style=\"color: #800000; text-decoration-color: #800000\"> of </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.02</span><span style=\"color: #800000; text-decoration-color: #800000\">                                            </span>\n",
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    "# Advanced fitter parameters.\n",
    "advanced_param = AdvancedFastFitterParam(weights=(0.1, 1.9), num_iters=200)\n",
    "\n",
    "# Red material\n",
    "fname_r = \"./misc/red_eps.csv\"\n",
    "fitter_r = FastDispersionFitter.from_file(fname_r, skiprows=1, delimiter=\",\")\n",
    "mat_red, _ = fitter_r.fit(max_num_poles=9, eps_inf=1.0, advanced_param=advanced_param, tolerance_rms=2e-2)\n",
    "\n",
    "\n",
    "# Green material\n",
    "fname_g = \"./misc/green_eps.csv\"\n",
    "fitter_g = FastDispersionFitter.from_file(fname_g, skiprows=1, delimiter=\",\")\n",
    "mat_green, _ = fitter_g.fit(max_num_poles=9, eps_inf=1.0, advanced_param=advanced_param, tolerance_rms=2e-2)\n",
    "\n",
    "# Blue material\n",
    "fname_b = \"./misc/blue_eps.csv\"\n",
    "fitter_b = FastDispersionFitter.from_file(fname_b, skiprows=1, delimiter=\",\")\n",
    "mat_blue, _ = fitter_b.fit(max_num_poles=9, eps_inf=1.0, advanced_param=advanced_param, tolerance_rms=2e-2)"
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   "source": [
    "Now, let's look at the obtained refractive indices and extinction spectra of color filter materials. It is worth mentioning that here we are fitting hypothetical materials whose dispersion is very distinct from a real one, so we have focused in obtaining a good description of the extinction coefficients in detriment of the real part of refractive indices. When considering real materials, it is usually possible to fit both real and imaginary parts of the refractive index with high accuracy."
   ]
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",
      "text/plain": [
       "<Figure size 1200x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize=(12, 4), tight_layout=True)\n",
    "fitter_r.plot(mat_red, ax=ax1)\n",
    "ax1.set_title(\"Material R\")\n",
    "fitter_g.plot(mat_green, ax=ax2)\n",
    "ax2.set_title(\"Material G\")\n",
    "fitter_b.plot(mat_blue, ax=ax3)\n",
    "ax3.set_title(\"Material B\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Some necessary calculated parameters:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Compute the thickness of anti-reflection layer so that it is reflectiveless for the green light.\n",
    "n_SiN, _ = SiN.eps_complex_to_nk(SiN.eps_model(td.C_0/lam_green))\n",
    "t_AR = lam_green/4/n_SiN\n",
    "\n",
    "# Total size of computational domain along z-direction.\n",
    "Lz = dPML + height_len + d_len_to_filter + t_filter + d_filter_to_shield + \\\n",
    "    t_shield + d_shield_to_connect + 2*t_connect + gap_connect + d_connect_to_AR + t_AR + t_silicon\n",
    "\n",
    "# Wavelength and frequency range for Gaussian source.\n",
    "freq_range = (td.C_0/lam_range[1], td.C_0/lam_range[0])\n",
    "freq0 = np.mean(np.array(freq_range))\n",
    "fwidth = freq0/3\n",
    "\n",
    "# Maximum simulation runtime.\n",
    "runtime = 100/fwidth\n",
    "\n",
    "# Monitor frequency defined at the central wavelength of RGB colors.\n",
    "monitor_field_freqs = td.C_0/np.array([lam_red, lam_green, lam_blue])\n",
    "monitor_flux_freqs = np.linspace(td.C_0/lam_range[1], td.C_0/lam_range[0], 200)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Structure construction\n",
    "Now, we are ready to construct each component of the sensor. To build the four silica hemispherical lenses, we first create four spheres. The extra parts of the spheres can be overridden with a silica layer. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Initialize with empty list\n",
    "structs = []\n",
    "\n",
    "# Center of the sphere.\n",
    "z0_len = Lz/2 - dPML - radius_len\n",
    "x0_len = width_len / 2\n",
    "y0_len = width_len /2\n",
    "\n",
    "# Names of the lens structures.\n",
    "len_names = [\"len blue\", \"len red\", \"len green1\", \"len green2\"]\n",
    "# Signs of their x,y center positions on the Bayer unit cell.\n",
    "len_sign = [[1,1], [-1,-1], [-1,1], [1, -1]]\n",
    "\n",
    "# Now we include the lens structures.\n",
    "for l_name, l_sign in zip(len_names, len_sign):\n",
    "    structs.append(\n",
    "        td.Structure(\n",
    "            geometry=td.Sphere(\n",
    "                center=(l_sign[0]*x0_len, l_sign[1]*y0_len, z0_len),\n",
    "                radius=radius_len,\n",
    "            ),\n",
    "            medium=Silica,\n",
    "            name=l_name,\n",
    "        )\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "A silica layer covers from the base of the hemispherical lens to the top of the silicon photodetector."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Lower and upper boundary of the silica layer.\n",
    "z_lower_silica = -Lz/2+t_silicon\n",
    "z_upper_silica = Lz/2-dPML-height_len\n",
    "\n",
    "structs.append(\n",
    "    td.Structure(\n",
    "        geometry=td.Box.from_bounds(\n",
    "            rmin = (-td.inf,-td.inf,z_lower_silica),\n",
    "            rmax = (td.inf,td.inf,z_upper_silica),\n",
    "        ),\n",
    "        medium=Silica,\n",
    "        name='silica layer',\n",
    "    )\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Construct the Bayer color filters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Lower and upper boundary of the color filter layer.\n",
    "z_upper_filter = z_upper_silica - d_len_to_filter\n",
    "z_lower_filter = z_upper_filter - t_filter\n",
    "\n",
    "ePML = 100 #um, extra length to extend into PML \n",
    "\n",
    "# Color filter names.\n",
    "cf_names = [\"blue filter\", \"red filter\", \"green1 filter\", \"green2 filter\"]\n",
    "# Color filter materials.\n",
    "cf_materials = [mat_blue, mat_red, mat_green, mat_green] \n",
    "# Minimum and maximum filter bound coordinates.\n",
    "cf_rmin = [[0,0], [-ePML,-ePML], [-ePML,0], [0,-ePML]]\n",
    "cf_rmax = [[ePML,ePML], [0,0], [0,ePML], [ePML,0]]\n",
    "\n",
    "# Now we include the color filter structures.\n",
    "for cf_name, cf_mat, r_min, r_max in zip(cf_names, cf_materials, cf_rmin, cf_rmax):\n",
    "    structs.append(\n",
    "        td.Structure(\n",
    "            geometry=td.Box.from_bounds(\n",
    "                rmin = (r_min[0],r_min[1],z_lower_filter),\n",
    "                rmax = (r_max[0],r_max[1],z_upper_filter),\n",
    "            ),\n",
    "            medium=cf_mat,\n",
    "            name=cf_name,\n",
    "        )\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Construct the metallic shields."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# A-coordinate of the center of metal shield.\n",
    "z0_shield = z_lower_filter - d_filter_to_shield - t_shield/2\n",
    "\n",
    "# First, a metallic layer:\n",
    "structs.append(\n",
    "   td.Structure(\n",
    "       geometry=td.Box(\n",
    "           size = (td.inf, td.inf, t_shield),\n",
    "           center = (0,0,z0_shield),\n",
    "       ),\n",
    "       medium=metal,\n",
    "       name='metal shield',\n",
    "   )\n",
    ")\n",
    "\n",
    "# Then, make a hole:\n",
    "structs.append(\n",
    "   td.Structure(\n",
    "       geometry=td.Cylinder(\n",
    "           center = (0,0,z0_shield),\n",
    "           axis = 2,\n",
    "           length = t_shield,\n",
    "           radius = radius_shield,\n",
    "       ),\n",
    "       medium=Silica,\n",
    "       name='metal shield hole',\n",
    "   )\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Construct the metallic interconnects."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Z-coordinate of the center of the interconnection planes.\n",
    "z0_connect = z0_shield - t_shield/2 - d_shield_to_connect - t_connect/2\n",
    "z1_connect = z0_connect - gap_connect  - t_connect\n",
    "\n",
    "# Add the interconnections parallel to the sides of the unit cell.\n",
    "for i in range(4):\n",
    "    # Locate the the interconnections at x-, y- directions in different planes.\n",
    "    zc = z0_connect if (i%2) else z1_connect\n",
    "\n",
    "    center = [0, zc]\n",
    "    center.insert(i%2, distance_connect/2 * (-1) ** (i//2))\n",
    "    \n",
    "    size = [td.inf,t_connect]\n",
    "    size.insert(i%2, width_connect)\n",
    "    structs.append(\n",
    "        td.Structure(\n",
    "            geometry=td.Box(\n",
    "                center = center,\n",
    "                size = size,\n",
    "            ),\n",
    "            medium=metal,\n",
    "            name='interconnect ' + str(i),\n",
    "        )\n",
    "    )\n",
    "\n",
    "# Add the interconnections at the center of the unit cell.\n",
    "for i in range(2):\n",
    "    # Locate the the interconnections at x-, y- directions in different planes.\n",
    "    zc = z0_connect if (i%2) else z1_connect\n",
    "    \n",
    "    center = [0, 0, zc]    \n",
    "    size = [td.inf, t_connect]\n",
    "    size.insert(i%2, 2*width_connect)\n",
    "    structs.append(\n",
    "        td.Structure(\n",
    "            geometry=td.Box(\n",
    "                center = center,\n",
    "                size = size,\n",
    "            ),\n",
    "            medium=metal,\n",
    "            name='interconnect_ground ' + str(i),\n",
    "        )\n",
    "    )    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we will construct the antireflection layer."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# z-coordinate of the center\n",
    "z0_AR = z1_connect - t_connect/2 - d_connect_to_AR - t_AR/2\n",
    "\n",
    "structs.append(\n",
    "    td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center = (0,0, z0_AR),\n",
    "            size = (td.inf,td.inf,t_AR),\n",
    "        ),\n",
    "        medium=SiN,\n",
    "        name='anti-reflection',\n",
    "    )\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And finally, we will finish the color filter structure by constructing the silicon photodetector layer."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Z-coordinate of the silicon photodetector center. Add substantial thickness to extend into PML\n",
    "\n",
    "z0_silica = -Lz/2 - ePML\n",
    "\n",
    "structs.append(\n",
    "    td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center = (0,0, z0_silica),\n",
    "            size = (td.inf,td.inf,(t_silicon+ePML)*2),\n",
    "        ),\n",
    "        medium=Silicon,\n",
    "        name='silicon layer',\n",
    "    )\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Boundary condition and grid setup\n",
    "The pixel is periodic in `x`- and `y`- directions and is sandwiched by two absorber layers along the z-direction. Since there is a structure made of a dispersive medium extending into the absorber, we apply an adiabatic absorber instead of PML to ensure the stability of the simulation.\n",
    "\n",
    "For spatial discretization, we apply the automatic meshing scheme where the mesh is finer inside the medium of a higher index of refraction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Boundary condition\n",
    "absorber = td.Boundary.absorber()\n",
    "periodic =  td.Boundary.periodic()\n",
    "bspec = td.BoundarySpec(x=periodic, y=periodic, z=absorber)\n",
    "\n",
    "# Grid specs\n",
    "grid_spec = td.GridSpec.auto(min_steps_per_wvl=10, wavelength=lam_green)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Source\n",
    "For simplicity, we are using a plane wave source at normal incidence."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "source = td.PlaneWave(\n",
    "    center=(0,0,(Lz-dPML)/2),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time = td.GaussianPulse(\n",
    "        freq0=freq0,\n",
    "        fwidth=fwidth,\n",
    "    ),\n",
    "    direction='-',\n",
    "    name='planewave',\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Monitors"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will include field monitors to observe the field propagating from the source to the silicon photodetectors. In addition, four flux monitors will be added to calculate the pixel power at the dielectric-silicon interface. A fill factor of 50% will be used to simulate the active region area of the phototetectors."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "monitors = []\n",
    "z_silicon_top = -Lz/2+t_silicon\n",
    "\n",
    "# Field monitor in xy plane just below antireflection layer.\n",
    "monitors.append(\n",
    "    td.FieldMonitor(\n",
    "        center = (0, 0, -Lz/2+t_silicon-0.001),\n",
    "        size = (td.inf, td.inf, 0),\n",
    "        freqs = monitor_field_freqs,\n",
    "        name='field_xy_silicon',\n",
    "    )\n",
    ")\n",
    "\n",
    "# Field monitor in yz plane crossing the center blue and green filter.\n",
    "monitors.append(\n",
    "    td.FieldMonitor(\n",
    "        center = (width_len/2, 0, 0),\n",
    "        size = (0, td.inf, td.inf),\n",
    "        freqs = monitor_field_freqs,\n",
    "        name='field_yz_BG',\n",
    "    )\n",
    ")\n",
    "\n",
    "# Field monitor in yz plane crossing the center red and green filter.\n",
    "monitors.append(\n",
    "    td.FieldMonitor(\n",
    "        center = (-width_len/2, 0, 0),\n",
    "        size = (0, td.inf, td.inf),\n",
    "        freqs = monitor_field_freqs,\n",
    "        name='field_yz_GR',\n",
    "    )\n",
    ")\n",
    "\n",
    "# Photodetector flux monitors.\n",
    "fmon_names = [\"flux_si_blue\", \"flux_si_red\", \"flux_si_green1\", \"flux_si_green2\"]  # Names of the RGGB flux monitors.\n",
    "fmon_sign = [[1,1], [-1,-1], [-1,1], [1,-1]]  # Signs of their x,y center positions on the Bayer unit cell.\n",
    "\n",
    "for f_name, f_sign in zip(fmon_names, fmon_sign):\n",
    "    monitors.append(\n",
    "        td.FluxMonitor(\n",
    "            center = (f_sign[0]*width_len/2, f_sign[1]*width_len/2, z_silicon_top),\n",
    "            size = (0.7*width_len, 0.7*width_len, 0),\n",
    "            freqs = monitor_flux_freqs,\n",
    "            name=f_name,\n",
    "        )\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Setup simulation object"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "sim = td.Simulation(\n",
    "    size = (Lx,Ly,Lz),\n",
    "    grid_spec = grid_spec,\n",
    "    structures = structs,\n",
    "    sources = [source],\n",
    "    monitors = monitors,\n",
    "    run_time = runtime,\n",
    "    boundary_spec = bspec,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Structure Visualization\n",
    "We can see the 3D CMOS RGB sensor structure as below:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    <script>\n",
       "        \n",
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       "        \"heat_spec\": null,\n",
       "        \"type\": \"Medium\",\n",
       "        \"permittivity\": 1.0,\n",
       "        \"conductivity\": 0.0\n",
       "    },\n",
       "    \"structures\": [\n",
       "        {\n",
       "            \"geometry\": {\n",
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       "            \"name\": \"len red\",\n",
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       "            \"type\": \"Structure\",\n",
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       "                \"eps_inf\": 1.0,\n",
       "                \"poles\": [\n",
       "                    [\n",
       "                        {\n",
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   "source": [
    "sim.plot_3d()"
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  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Structure Visualization\n",
    "Let's observe the simulation set up to verify if all the components are in their correct places."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1000x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1,4,figsize=(10,5),tight_layout=True)\n",
    "sim.plot(x=width_len/1.99,ax=ax[0])\n",
    "sim.plot(y=width_len/2,ax=ax[1])\n",
    "sim.plot(x=-width_len/1.99,ax=ax[2])\n",
    "sim.plot(y=-width_len/2,ax=ax[3])\n",
    "ax[0].set_title(\"G1   B\")\n",
    "ax[1].set_title(\"G2   B\")\n",
    "ax[2].set_title(\"R   G2\")\n",
    "ax[3].set_title(\"R   G1\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Simulation Run\n",
    "Now, we can send the set up information to the cloud and run the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "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\">18:06:59 -03 </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'RGB CMOS Sensor'</span> with task_id                        \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-813aa854-debf-40fb-9c51-e271e98e1b6e'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m18:06:59 -03\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'RGB CMOS Sensor'\u001b[0m with task_id                        \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-813aa854-debf-40fb-9c51-e271e98e1b6e'\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-813aa854-debf-40fb-9c51-e271e98e1b6e\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-deb</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">f-40fb-9c51-e271e98e1b6e'</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=890380;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=210044;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=890380;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=174208;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=890380;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[32m-813aa854-deb\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=890380;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[32mf-40fb-9c51-e271e98e1b6e'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "850d9368d20b43ee944ca70637508f8f",
       "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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">18:07:02 -03 </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m18:07:02 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d6d6017b2ecc440ca49785ffbf5ac110",
       "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\">18:07:11 -03 </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m18:07:11 -03\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\">18:07:16 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.761</span>. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>the billed FlexCredit cost after a simulation run.                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m18:07:16 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.761\u001b[0m. 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\n",
       "\u001b[2;36m             \u001b[0mthe billed FlexCredit 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\">             </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \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": {
      "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": "061fb7ebb6cf4591bebe2896e7885bb4",
       "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\">18:08:28 -03 </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">56</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m18:08:28 -03\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m56\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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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>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": "623780f332b54a148ee60315825e9f8e",
       "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\">18:08:34 -03 </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m18:08:34 -03\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\">             </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-deb</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">f-40fb-9c51-e271e98e1b6e'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=476753;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=622806;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=476753;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=240708;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=476753;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[4;34m-813aa854-deb\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=476753;https://tidy3d.simulation.cloud/workbench?taskId=fdve-813aa854-debf-40fb-9c51-e271e98e1b6e\u001b\\\u001b[4;34mf-40fb-9c51-e271e98e1b6e'\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": "b5d7e0c9c1ba484b949954fa60c310b2",
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       "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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">18:08:50 -03 </span>loading simulation from simulation_data.hdf5                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m18:08:50 -03\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(sim, task_name=\"RGB CMOS Sensor\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Post Run Analysis\n",
    "Once the simulation has completed, we can take a look at the simulation log and afterward analyze the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulation domain Nx, Ny, Nz: [390, 390, 430]\n",
      "Applied symmetries: (0, 0, 0)\n",
      "Number of computational grid points: 6.5707e+07.\n",
      "Using subpixel averaging: True\n",
      "Number of time steps: 3.5349e+04\n",
      "Automatic shutoff factor: 1.00e-05\n",
      "Time step (s): 1.4412e-17\n",
      "\n",
      "\n",
      "Compute source modes time (s):     0.4926\n",
      "Compute monitor modes time (s):    0.0022\n",
      "Rest of setup time (s):            7.1181\n",
      "\n",
      "Running solver for 35349 time steps...\n",
      "- Time step    281 / time 4.05e-15s (  0 % done), field decay: 1.00e+00\n",
      "- Time step   1413 / time 2.04e-14s (  4 % done), field decay: 7.81e-02\n",
      "- Time step   2827 / time 4.07e-14s (  8 % done), field decay: 2.42e-02\n",
      "- Time step   4241 / time 6.11e-14s ( 12 % done), field decay: 7.90e-03\n",
      "- Time step   5655 / time 8.15e-14s ( 16 % done), field decay: 1.98e-03\n",
      "- Time step   7069 / time 1.02e-13s ( 20 % done), field decay: 7.30e-04\n",
      "- Time step   8483 / time 1.22e-13s ( 24 % done), field decay: 3.07e-04\n",
      "- Time step   9897 / time 1.43e-13s ( 28 % done), field decay: 1.37e-04\n",
      "- Time step  11311 / time 1.63e-13s ( 32 % done), field decay: 8.80e-05\n",
      "- Time step  12725 / time 1.83e-13s ( 36 % done), field decay: 5.80e-05\n",
      "- Time step  14139 / time 2.04e-13s ( 40 % done), field decay: 3.57e-05\n",
      "- Time step  15553 / time 2.24e-13s ( 44 % done), field decay: 2.72e-05\n",
      "- Time step  16967 / time 2.45e-13s ( 48 % done), field decay: 1.82e-05\n",
      "- Time step  18381 / time 2.65e-13s ( 52 % done), field decay: 1.36e-05\n",
      "- Time step  19795 / time 2.85e-13s ( 56 % done), field decay: 9.38e-06\n",
      "Field decay smaller than shutoff factor, exiting solver.\n",
      "\n",
      "Solver time (s):                   59.7472\n",
      "Data write time (s):               0.1955\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(sim_data.log)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Field profile\n",
    "Let's visualize the field profile at the central wavelength of each RBG color. First, we illustrate the propagation of the light by showing the fields in the `yz` cross-section.\n",
    "\n",
    "In the figure below, the cross-section passes through the G1 and B filters. As you can see, the red light is largely absorbed, while the blue and the green light pass through the corresponding filters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1,3, figsize=(12, 4))\n",
    "sim_data.plot_field('field_yz_BG', 'E', val='abs^2', ax=ax[0], f=td.C_0/lam_red)\n",
    "sim_data.plot_field('field_yz_BG', 'E', val='abs^2', ax=ax[1], f=td.C_0/lam_green)\n",
    "sim_data.plot_field('field_yz_BG', 'E', val='abs^2', ax=ax[2], f=td.C_0/lam_blue)\n",
    "ax[0].set_title('$\\lambda = 650$ nm')\n",
    "ax[1].set_title('$\\lambda = 550$ nm')\n",
    "ax[2].set_title('$\\lambda = 450$ nm')\n",
    "fig.suptitle('G1 B sensor cross-section')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Similarly, in the figure below, the cross-section passes through the R and G2 filters. Consequently, the blue light is largely absorbed, while the red and the green light pass through the corresponding filters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1,3, figsize=(12, 4))\n",
    "sim_data.plot_field('field_yz_GR', 'E', val='abs^2', ax=ax[0], f=td.C_0/lam_red)\n",
    "sim_data.plot_field('field_yz_GR', 'E', val='abs^2', ax=ax[1], f=td.C_0/lam_green)\n",
    "sim_data.plot_field('field_yz_GR', 'E', val='abs^2', ax=ax[2], f=td.C_0/lam_blue)\n",
    "ax[0].set_title('$\\lambda = 650$ nm')\n",
    "ax[1].set_title('$\\lambda = 550$ nm')\n",
    "ax[2].set_title('$\\lambda = 450$ nm')\n",
    "fig.suptitle('R G2 sensor cross-section')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, let's visualize the field on the top of the silicon photodetector layer. The figure below shows the fields in the xy cross-section. Recall that the red filter takes place in the lower left part of the cross-section, the blue in the upper right, and the green in the lower right and upper left. As expected, the field at each color is concentrated in the corresponding regions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1400x400 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1,3, tight_layout=True, figsize=(14, 4))\n",
    "sim_data.plot_field('field_xy_silicon', 'E', val='abs^2', ax=ax[0], f=td.C_0/lam_red)\n",
    "sim_data.plot_field('field_xy_silicon', 'E', val='abs^2', ax=ax[1], f=td.C_0/lam_green)\n",
    "sim_data.plot_field('field_xy_silicon', 'E', val='abs^2', ax=ax[2], f=td.C_0/lam_blue)\n",
    "ax[0].set_title('R')\n",
    "ax[1].set_title('G')\n",
    "ax[2].set_title('B')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Optical efficiency"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The optical efficiency ($OE$) is defined as the ratio of the power flux routed to the photodetector of a particular color channel ($P_{CH}$) to the power flux incident on the entire device ($P_{0}$). \n",
    "\n",
    "$$\n",
    "OE = \\frac{P_{CH}}{P_{0}}\n",
    "$$\n",
    "\n",
    "In the figure below, we show the optical efficiency as a function of wavelengths for each color channel. The central wavelength of each color is highlighted with the dashed lines. The flux is automatically normalized by the power flux incident on the entire device. Thus, each flux monitor contains the optical efficiency as a function of frequency."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "flux_red = -sim_data['flux_si_red'].flux\n",
    "flux_blue = -sim_data['flux_si_blue'].flux\n",
    "flux_green1 = -sim_data['flux_si_green1'].flux\n",
    "flux_green2 = -sim_data['flux_si_green2'].flux\n",
    "flux_green = flux_green1 + flux_green2\n",
    "\n",
    "fig, ax = plt.subplots(1, figsize=(5, 4))\n",
    "lambda_flux = td.C_0/monitor_flux_freqs\n",
    "ax.plot(lambda_flux, flux_green,'g')\n",
    "ax.plot(lambda_flux, flux_red,'r')\n",
    "ax.plot(lambda_flux, flux_blue,'b')\n",
    "ax.set_xlabel('Wavelength ($\\mu m$)')\n",
    "ax.set_ylabel('OE')\n",
    "ax.set_xlim(0.4, 0.7)\n",
    "ax.set_ylim(0, 0.25)\n",
    "\n",
    "ax.vlines(0.45, 0, 0.25, linestyles='dashed', colors='b')\n",
    "ax.vlines(0.55, 0, 0.25, linestyles='dashed', colors='g')\n",
    "ax.vlines(0.65, 0, 0.25, linestyles='dashed', colors='r')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The above figure shows that the optical efficiency at the central wavelength allows the distinction of colors. However, there is significant room for improvement."
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Metamaterials, gratings, and other periodic structures",
   "Sensors"
  ],
  "description": "This notebook demonstrates how to set up and run a FDTD simulation of a RGB CMOS image sensor.",
  "feature_image": "./img/rgb_cmos_sensor.png",
  "features": [
   "Material fitting"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "CMOS sensor, RBG CMOS sensor, RGB CMOS image sensor, image sensor, RGB image sensor, Bayer cell, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
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   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.12"
  },
  "title": "How to perform the simulation of a RGB CMOS image sensor in Tidy3D FDTD"
 },
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}