{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "42466823",
   "metadata": {},
   "source": [
    "# Radiant Intensity\n",
    "\n",
    "`optiland.analysis.RadiantIntensity` groups traced rays by their outgoing direction,\n",
    "rather than by where they hit the image plane. This example uses the on-axis field\n",
    "of the Cooke triplet at its primary wavelength (0.55 µm).\n",
    "\n",
    "We use **relative mode**: the stored map contains summed ray weights per angular\n",
    "bin, and the plots are normalized to their peak. These weights are not calibrated\n",
    "power, so this example does **not** report W/sr. Absolute radiant intensity requires\n",
    "ray powers in watts and `use_absolute_units=True`, which also divides each bin's\n",
    "power by its solid angle."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "5bf2227e",
   "metadata": {},
   "outputs": [],
   "source": [
    "from io import BytesIO\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "from IPython.display import Image, display\n",
    "\n",
    "from optiland.analysis import RadiantIntensity\n",
    "from optiland.samples.objectives import CookeTriplet\n",
    "\n",
    "\n",
    "def show_figure(fig):\n",
    "    \"\"\"Embed a figure even when running with MPLBACKEND=Agg.\"\"\"\n",
    "    buffer = BytesIO()\n",
    "    fig.savefig(buffer, format=\"png\", dpi=120, bbox_inches=\"tight\")\n",
    "    display(Image(data=buffer.getvalue()))\n",
    "    plt.close(fig)\n",
    "\n",
    "\n",
    "lens = CookeTriplet()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f08bf074",
   "metadata": {},
   "source": [
    "## Choose the angular window and sampling\n",
    "\n",
    "`reference_surface_index=-1` uses directions at the image surface. X and Y angles\n",
    "are the projections `atan2(L, N)` and `atan2(M, N)`, in degrees, where L, M and N\n",
    "are direction cosines. \n",
    "\n",
    "They are not positions in millimeters or the polar and azimuthal angles of spherical coordinates. \n",
    "X angle is the angle between the ray's projection and the Z axis in the XZ plane, \n",
    "and Y angle is the angle between the ray's projection and the Z axis in the YZ plane.\n",
    "\n",
    "The window below covers −8° to +8° in both directions. Rays outside that window\n",
    "are not binned. More bins reveal finer structure but require more rays to avoid\n",
    "sparse bins. For `distribution=\"hexapolar\"`, `num_rays=80` means **80 pupil rings**,\n",
    "not 80 individual rays: the deterministic pattern contains 19,441 launch points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3762daa1",
   "metadata": {},
   "outputs": [],
   "source": [
    "intensity = RadiantIntensity(\n",
    "    lens,\n",
    "    fields=[(0.0, 0.0)],\n",
    "    wavelengths=\"primary\",\n",
    "    distribution=\"hexapolar\",\n",
    "    num_rays=80,\n",
    "    reference_surface_index=-1,\n",
    "    num_angular_bins_X=41,\n",
    "    num_angular_bins_Y=31,\n",
    "    angle_X_min=-8.0,\n",
    "    angle_X_max=8.0,\n",
    "    angle_Y_min=-8.0,\n",
    "    angle_Y_max=8.0,\n",
    "    use_absolute_units=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8baac41f",
   "metadata": {},
   "source": [
    "## Read the map and central profile\n",
    "\n",
    "The color represents the summed weight in each angular bin divided by the largest\n",
    "bin weight in this field/wavelength map. The peak is 1; a value of 0.5 means half\n",
    "the peak bin weight, not half the total power. Empty bins have value zero. The\n",
    "right-hand curve is the X-angle profile through the central Y-angle bin.\n",
    "\n",
    "In relative mode, `normalize=True` changes only the display: `intensity.data`\n",
    "still holds unnormalized bin weights. Sampling and bin size affect the pattern;\n",
    "it is not an image-plane irradiance map or a calibrated per-steradian distribution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "6aeb02e8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = intensity.view(normalize=True, cmap=\"viridis\", figsize=(10, 4), show=False)\n",
    "fig.subplots_adjust(wspace=0.6)\n",
    "show_figure(fig)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77c82cf5",
   "metadata": {},
   "source": [
    "## Select a different cross-section\n",
    "\n",
    "`cross_section=(\"cross-y\", -1)` plots Y angle at the central X-angle bin; −1\n",
    "selects the central bin. Use `(\"cross-x\", index)` to select a fixed Y-angle bin\n",
    "instead. Normalization still uses the peak of the whole map, so an arbitrary\n",
    "slice need not reach 1."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "281bcf7f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = intensity.view(\n",
    "    cross_section=(\"cross-y\", -1),\n",
    "    normalize=True,\n",
    "    cross_section_color=\"navy\",\n",
    "    figsize=(7, 4),\n",
    "    show=False,\n",
    ")\n",
    "show_figure(fig)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python (Optiland #1061)",
   "language": "python",
   "name": "optiland-1061"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
