{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Introduction"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "17.592186044416"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "128*128*128*128*128*64*8 / 1e12"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import sys\n",
    "sys.path.append('/home/gpuvmadm/PyTomography/src')\n",
    "import numpy as np\n",
    "from pytomography.algorithms import get_osem_net\n",
    "from pytomography.metadata import PSFMeta\n",
    "from pytomography.priors import RelativeDifferencePrior\n",
    "import matplotlib.pyplot as plt\n",
    "import torch\n",
    "device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "1. Create OSEM reconstruction network with output data from SIMIND, using\n",
    "    * attenuation correction\n",
    "    * PSF modeling\n",
    "    * Relative difference prior"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "osem_net = get_osem_net(projections_header = '/home/gpuvmadm/PyTomography/test_files/quantitative/body1t2ew6_tot_w2.hdr',\n",
    "                        scatter_headers = ['/home/gpuvmadm/PyTomography/test_files/quantitative/body1t2ew6_tot_w1.hdr',\n",
    "                                           '/home/gpuvmadm/PyTomography/test_files/quantitative/body1t2ew6_tot_w3.hdr'],\n",
    "                        CT_header = '/home/gpuvmadm/PyTomography/test_files/quantitative/body1.hct',\n",
    "                        psf_meta=PSFMeta(collimator_slope=0.03013, collimator_intercept=0.1967),\n",
    "                        prior = RelativeDifferencePrior(beta=1, gamma=5),\n",
    "                        device=device)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "2. Reconstruct object, specifying number of iterations and subsets."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "reconstructed_object = osem_net(n_iters=10, n_subsets=8)\n",
    "reconstructed_object = reconstructed_object[0].cpu().numpy()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "3. Plot maximum intensity projections of the reconstructed object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplots(1,2,figsize=(12,10))\n",
    "plt.subplot(121)\n",
    "plt.pcolormesh(reconstructed_object.max(axis=0).T, cmap='nipy_spectral')\n",
    "plt.colorbar()\n",
    "plt.axis('off')\n",
    "plt.subplot(122)\n",
    "plt.pcolormesh(reconstructed_object.max(axis=1).T, cmap='nipy_spectral')\n",
    "plt.colorbar()\n",
    "plt.axis('off')\n",
    "plt.savefig('../images/sample_MIP.png', dpi=300, transparent=True)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "torch",
   "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": "3.9.16"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "324f5aa1485c6e81c0125c86ad1340c603dab08bc11babd97bd730cfafa2ec4a"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
