{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "cathedral-privacy",
   "metadata": {},
   "source": [
    "# JUNGFRAU geometry\n",
    "\n",
    "JUNGFRAU detectors can be made with different numbers of modules, each containing 512 × 1024 pixels. Each module contains 8 tiles. At the time of writing, SPB has a JUNGFRAU-4M detector with 8 modules."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "balanced-radius",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "from extra_geom import JUNGFRAUGeometry"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "imposed-phenomenon",
   "metadata": {},
   "source": [
    "You can specify the position and orientation of each module. This is an example for a typical JUNGFRAU-4M layout:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "decimal-intranet",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Positions are given in pixels\n",
    "x_start, y_start = 1125, 1078\n",
    "mod_width = (256 * 4) + (2 * 3)  # inc. 2px gaps between tiles\n",
    "mod_height = (256 * 2) + 2\n",
    "\n",
    "# The first 4 modules are rotated 180 degrees relative to the others.\n",
    "# We pass the bottom, beam-right corner of the module regardless of its\n",
    "# orientation, requiring a subtraction from the symmetric positions we'd\n",
    "# otherwise calculate.\n",
    "module_pos = [\n",
    "    (x_start - mod_width, y_start - mod_height - (i * (mod_height + 33)))\n",
    "    for i in range(4)\n",
    "] + [\n",
    "    (-x_start, -y_start + (i * (mod_height + 33))) for i in range(4)\n",
    "]\n",
    "orientations = [(-1, -1) for _ in range(4)] + [(1, 1) for _ in range(4)]\n",
    "\n",
    "geom = JUNGFRAUGeometry.from_module_positions(module_pos, orientations=orientations, asic_gap=6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "respective-upgrade",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " Expected data shape: (8, 512, 1024)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Jungfrau detector geometry (No file)'}, xlabel='pixels', ylabel='pixels'>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "geom.inspect()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "arbitrary-jacket",
   "metadata": {},
   "source": [
    "We can also load JUNGFRAU geometry from a [CrystFEL format geometry file](https://www.desy.de/~twhite/crystfel/manual-crystfel_geometry.html). These are text based files, often saved with a `.geom` extension."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "afraid-detection",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a CrystFEL format geometry file to demonstrate loading it\n",
    "geom.write_crystfel_geom('jf_example.geom', adu_per_ev=0.0042, clen=0.101)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "middle-expansion",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " Expected data shape: (8, 512, 1024)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Jungfrau detector geometry (jf_example.geom)'}, xlabel='pixels', ylabel='pixels'>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Load geometry from CrystFEL format file\n",
    "geom2 = JUNGFRAUGeometry.from_crystfel_geom('jf_example.geom')\n",
    "geom2.inspect()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "clinical-population",
   "metadata": {},
   "source": [
    "The code above creates a geometry object for JUNGFRAU.\n",
    "See these examples for how to use a geometry object:\n",
    "\n",
    "- [Assemble images](apply_geometry.ipynb)\n",
    "- [Convert positions in the data array into physical positions](convert_coords.ipynb)\n",
    "- [Create masks](masks.ipynb)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}