{ "cells": [ { "cell_type": "markdown", "id": "6ccef38f", "metadata": { "papermill": { "duration": 0.005551, "end_time": "2024-11-19T17:59:10.798704", "exception": false, "start_time": "2024-11-19T17:59:10.793153", "status": "completed" }, "tags": [] }, "source": [ "# GATE (Sinogram Reconstruction; With Time of Flight)" ] }, { "cell_type": "code", "execution_count": 1, "id": "174ad2b8", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T17:59:10.810565Z", "iopub.status.busy": "2024-11-19T17:59:10.809880Z", "iopub.status.idle": "2024-11-19T17:59:20.220613Z", "shell.execute_reply": "2024-11-19T17:59:20.219808Z" }, "papermill": { "duration": 9.418423, "end_time": "2024-11-19T17:59:20.222504", "exception": false, "start_time": "2024-11-19T17:59:10.804081", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "from __future__ import annotations\n", "import torch\n", "import pytomography\n", "from pytomography.metadata import ObjectMeta\n", "from pytomography.metadata.PET import PETTOFMeta, PETSinogramPolygonProjMeta\n", "from pytomography.projectors.PET import PETSinogramSystemMatrix\n", "from pytomography.algorithms import OSEM\n", "from pytomography.io.PET import gate\n", "from pytomography.likelihoods import PoissonLogLikelihood\n", "import os\n", "from pytomography.transforms.shared import GaussianFilter\n", "import matplotlib.pyplot as plt\n", "from pytomography.utils import sss\n", "import gc" ] }, { "cell_type": "markdown", "id": "d795d0e2", "metadata": { "papermill": { "duration": 0.004682, "end_time": "2024-11-19T17:59:20.232429", "exception": false, "start_time": "2024-11-19T17:59:20.227747", "status": "completed" }, "tags": [] }, "source": [ "During this script, some ROOT files generated from gate are saved as .pt tensors throughout the process. Since reading the ROOT files takes considerable time, it is recommended to just open the generated .pt files in subsequent runs of this script:" ] }, { "cell_type": "code", "execution_count": 2, "id": "d16cc5f6", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T17:59:20.243661Z", "iopub.status.busy": "2024-11-19T17:59:20.242778Z", "iopub.status.idle": "2024-11-19T17:59:20.246565Z", "shell.execute_reply": "2024-11-19T17:59:20.245953Z" }, "papermill": { "duration": 0.010525, "end_time": "2024-11-19T17:59:20.247838", "exception": false, "start_time": "2024-11-19T17:59:20.237313", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "LOAD_FROM_ROOT = False # Set to true if .pt files not generated" ] }, { "cell_type": "markdown", "id": "355d9c2e", "metadata": { "papermill": { "duration": 0.004622, "end_time": "2024-11-19T17:59:20.257058", "exception": false, "start_time": "2024-11-19T17:59:20.252436", "status": "completed" }, "tags": [] }, "source": [ "Required data:" ] }, { "cell_type": "code", "execution_count": 3, "id": "d4c4d4c3", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T17:59:20.267449Z", "iopub.status.busy": "2024-11-19T17:59:20.266940Z", "iopub.status.idle": "2024-11-19T17:59:20.277806Z", "shell.execute_reply": "2024-11-19T17:59:20.277137Z" }, "papermill": { "duration": 0.01746, "end_time": "2024-11-19T17:59:20.279116", "exception": false, "start_time": "2024-11-19T17:59:20.261656", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "path = '/disk1/pet_mri_scan/'\n", "# Macro path where PET scanner geometry file is defined\n", "macro_path = os.path.join(path, 'mMR_Geometry.mac')\n", "# Get information dictionary about the scanner\n", "info = gate.get_detector_info(path = macro_path,\n", " mean_interaction_depth=9, min_rsector_difference=0)\n", "# Paths to all ROOT files containing data\n", "paths = [os.path.join(path, f'gate_simulation/simple_phantom/mMR_voxBrain_withSimplePhantom_{i}.root') for i in range(1, 55)]" ] }, { "cell_type": "markdown", "id": "ac7a4637", "metadata": { "papermill": { "duration": 0.004559, "end_time": "2024-11-19T17:59:20.288290", "exception": false, "start_time": "2024-11-19T17:59:20.283731", "status": "completed" }, "tags": [] }, "source": [ "Set up time of flight metadata:\n", "* Since GATE tracks the times, the time of flight bins can be set up however one wishes. The only thing that is dependent on the GATE simulation is `fwhm_tof_resolution`, which in our case is 550ps\n", "* Depending on the computing resources you have, you may need to lower the number of TOF bins for scatter estimation to avoid memory errors" ] }, { "cell_type": "code", "execution_count": 4, "id": "bfe708d2", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T17:59:20.299330Z", "iopub.status.busy": "2024-11-19T17:59:20.298834Z", "iopub.status.idle": "2024-11-19T17:59:20.303782Z", "shell.execute_reply": "2024-11-19T17:59:20.303158Z" }, "papermill": { "duration": 0.011463, "end_time": "2024-11-19T17:59:20.305034", "exception": false, "start_time": "2024-11-19T17:59:20.293571", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "speed_of_light = 0.3 #mm/ps\n", "fwhm_tof_resolution = 550 * speed_of_light / 2 #ps to position along LOR\n", "TOF_range = 1000 * speed_of_light #ps to position along LOR (full range)\n", "num_tof_bins = 21\n", "tof_meta = PETTOFMeta(num_tof_bins, TOF_range, fwhm_tof_resolution, n_sigmas=3)" ] }, { "cell_type": "markdown", "id": "2d3edd86", "metadata": { "papermill": { "duration": 0.004575, "end_time": "2024-11-19T17:59:20.314273", "exception": false, "start_time": "2024-11-19T17:59:20.309698", "status": "completed" }, "tags": [] }, "source": [ "## Normalization Correction\n", "\n", "In PET imaging, each detector crystal used in the scanner will have a different response to a uniform source due to its positioning (e.g. crystals at the end of edge of modules are different than those in the center). Adequate PET reconstruction takes this into account by first performing a calibration scan for a scanner and obtaining a normalization correction factor for each crystal pair LOR" ] }, { "cell_type": "markdown", "id": "e98b91b5", "metadata": { "papermill": { "duration": 0.00486, "end_time": "2024-11-19T17:59:20.323898", "exception": false, "start_time": "2024-11-19T17:59:20.319038", "status": "completed" }, "tags": [] }, "source": [ "**The cell below only needs to be ran once**, and may take a long time, as it requires opening and parsing through all the ROOT files corresponding to the normalization scan. Once it is ran, the normalization weights corresponding to each pair of detector IDs will be obtained (due to geometry/crystal orientation).\n", "\n", " This particular calibration scan was done using a thin cylindrical shell. We can compute $\\eta$ using a particular function in the gate functionality of PyTomography. Then we save it as a `torch.Tensor` file for easy access in the next part. For this we need\n", "\n", "* `cylinder_radius`: The radius of the thin cylindrical shell used for calibration" ] }, { "cell_type": "code", "execution_count": 5, "id": "be7c6d05", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T17:59:20.335133Z", "iopub.status.busy": "2024-11-19T17:59:20.334496Z", "iopub.status.idle": "2024-11-19T17:59:21.674574Z", "shell.execute_reply": "2024-11-19T17:59:21.673704Z" }, "papermill": { "duration": 1.347478, "end_time": "2024-11-19T17:59:21.676392", "exception": false, "start_time": "2024-11-19T17:59:20.328914", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "if LOAD_FROM_ROOT:\n", " normalization_paths = [os.path.join(path, f'normalization_scan/mMR_Norm_{i}.root') for i in range(1,37)]\n", "\n", " # Get eta in listmode format\n", " normalization_weights = gate.get_normalization_weights_cylinder_calibration(\n", " normalization_paths,\n", " info,\n", " cylinder_radius = 318, # mm (radius of calibration cylindrical shell,\n", " include_randoms=False \n", " )\n", "\n", " normalization_sinogram = gate.get_norm_sinogram_from_listmode_data(normalization_weights, macro_path)\n", " torch.save(normalization_sinogram, os.path.join(path, 'normalization_sinogram.pt'))\n", "normalization_sinogram = torch.load(os.path.join(path, 'normalization_sinogram.pt'))" ] }, { "cell_type": "markdown", "id": "95cd0ae8", "metadata": { "papermill": { "duration": 0.004597, "end_time": "2024-11-19T17:59:21.686035", "exception": false, "start_time": "2024-11-19T17:59:21.681438", "status": "completed" }, "tags": [] }, "source": [ "## Primary-Only Reconstruction\n", "\n", "Before we delve into scatter/random modeling, lets get a baseline reconstruction that uses only primary events from the simulated GATE data. We can use PyTomography functionality to select for such events when we open the ROOT data. Obviously this is not doable for clinical data (where we don't know which events are randoms/scatters)." ] }, { "cell_type": "code", "execution_count": 6, "id": "baca9547", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T17:59:21.697053Z", "iopub.status.busy": "2024-11-19T17:59:21.696611Z", "iopub.status.idle": "2024-11-19T17:59:22.926752Z", "shell.execute_reply": "2024-11-19T17:59:22.925855Z" }, "papermill": { "duration": 1.237523, "end_time": "2024-11-19T17:59:22.928611", "exception": false, "start_time": "2024-11-19T17:59:21.691088", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "if LOAD_FROM_ROOT:\n", " detector_ids = gate.get_detector_ids_from_root(\n", " paths,\n", " info,\n", " tof_meta = tof_meta,\n", " include_randoms=False,\n", " include_scatters=False)\n", " detector_ids = detector_ids[detector_ids[:,2]>-1] # For TOF, only take events within the TOF bins\n", " torch.save(detector_ids, os.path.join(path, 'detector_ids_tof21bin_primary_only.pt'))\n", "detector_ids = torch.load(os.path.join(path, 'detector_ids_tof21bin_primary_only.pt'))" ] }, { "cell_type": "markdown", "id": "cfef4269", "metadata": { "papermill": { "duration": 0.004913, "end_time": "2024-11-19T17:59:22.938612", "exception": false, "start_time": "2024-11-19T17:59:22.933699", "status": "completed" }, "tags": [] }, "source": [ "Lets also get the true scatters and randoms from this data so we can compare our estimation:" ] }, { "cell_type": "code", "execution_count": 7, "id": "61800d56", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T17:59:22.950212Z", "iopub.status.busy": "2024-11-19T17:59:22.949540Z", "iopub.status.idle": "2024-11-19T18:13:28.457695Z", "shell.execute_reply": "2024-11-19T18:13:28.457004Z" }, "papermill": { "duration": 845.515681, "end_time": "2024-11-19T18:13:28.459526", "exception": false, "start_time": "2024-11-19T17:59:22.943845", "status": "completed" }, "tags": [] }, "outputs": [ { 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"stream", "text": [ "50\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "51\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "52\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "53\n" ] } ], "source": [ "LOAD_FROM_ROOT = True\n", "if LOAD_FROM_ROOT:\n", " detector_ids_randoms_true = gate.get_detector_ids_from_root(\n", " paths,\n", " info,\n", " tof_meta = tof_meta,\n", " randoms_only=True)\n", " detector_ids_scatters_true = gate.get_detector_ids_from_root(\n", " paths,\n", " info,\n", " tof_meta = tof_meta,\n", " scatters_only=True)\n", " detector_ids_randoms_true = detector_ids_randoms_true[detector_ids_randoms_true[:,2]>-1] # For TOF, only take events within the TOF bins\n", " detector_ids_scatters_true = detector_ids_scatters_true[detector_ids_scatters_true[:,2]>-1] # For TOF, only take events within the TOF bins\n", " torch.save(detector_ids_randoms_true, os.path.join(path, 'detector_ids_randoms_true_tof21bin.pt'))\n", " torch.save(detector_ids_scatters_true, os.path.join(path, 'detector_ids_scatters_true_tof21bin.pt'))\n", "detector_ids_randoms_true = torch.load(os.path.join(path, 'detector_ids_randoms_true_tof21bin.pt'))\n", "detector_ids_scatters_true = torch.load(os.path.join(path, 'detector_ids_scatters_true_tof21bin.pt'))\n", "LOAD_FROM_ROOT = False" ] }, { "cell_type": "markdown", "id": "2ec9f035", "metadata": { "papermill": { "duration": 1.781953, "end_time": "2024-11-19T18:13:30.251152", "exception": false, "start_time": "2024-11-19T18:13:28.469199", "status": "completed" }, "tags": [] }, "source": [ "We can convert the loaded listmode events into sinogram format using the following:\n", "* Note: PyTomography currently only has basic sinogram binning functionality with no mashing / data reduction" ] }, { "cell_type": "code", "execution_count": 8, "id": "f6031512", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:13:30.271617Z", "iopub.status.busy": "2024-11-19T18:13:30.270951Z", "iopub.status.idle": "2024-11-19T18:14:15.871572Z", "shell.execute_reply": "2024-11-19T18:14:15.870866Z" }, "papermill": { "duration": 45.612608, "end_time": "2024-11-19T18:14:15.873365", "exception": false, "start_time": "2024-11-19T18:13:30.260757", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "sinogram = gate.listmode_to_sinogram(detector_ids, info, tof_meta=tof_meta)" ] }, { "cell_type": "markdown", "id": "be1388ad", "metadata": { "papermill": { "duration": 0.032312, "end_time": "2024-11-19T18:14:15.915448", "exception": false, "start_time": "2024-11-19T18:14:15.883136", "status": "completed" }, "tags": [] }, "source": [ "We reconstruct TOF data as follows (the only difference between non-TOF is specifing the `tof_meta` in the `proj_meta`):\n", "* Note: in this case, our sensitivity sinogram `sinogram_sensitivity ` only has contribution from the normalization factor $\\eta$ (and not attenuation $\\mu$), so we need to include the attenuation map in the system matrix to get the true sensitivity weights" ] }, { "cell_type": "code", "execution_count": 9, "id": "a31680e6", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:14:15.935346Z", "iopub.status.busy": "2024-11-19T18:14:15.934788Z", "iopub.status.idle": "2024-11-19T18:17:45.248295Z", "shell.execute_reply": "2024-11-19T18:17:45.247697Z" }, "papermill": { "duration": 209.334231, "end_time": "2024-11-19T18:17:45.258586", "exception": false, "start_time": "2024-11-19T18:14:15.924355", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "2157" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Specify object space for reconstruction\n", "object_meta = ObjectMeta(\n", " dr=(2,2,2), #mm\n", " shape=(128,128,96) #voxels\n", ")\n", "# Get projection space metadata from PET geometry information dictionary and TOF metadata\n", "proj_meta = PETSinogramPolygonProjMeta(info, tof_meta=tof_meta)\n", "# Get attenuation map and PSF transform from the associated phantom\n", "atten_map = gate.get_aligned_attenuation_map(os.path.join(path, 'gate_simulation/simple_phantom/umap_mMR_brainSimplePhantom.hv'), object_meta).to(pytomography.device)\n", "psf_transform = GaussianFilter(3.) # 2mm gaussian blurring\n", "# Create system matrix.\n", "system_matrix = PETSinogramSystemMatrix(\n", " object_meta,\n", " proj_meta,\n", " obj2obj_transforms = [psf_transform],\n", " sinogram_sensitivity = normalization_sinogram,\n", " N_splits=10,\n", " attenuation_map=atten_map,\n", " device='cpu' # projections output on cpu, computation is still on GPU\n", ")\n", "# Create likelihood\n", "likelihood = PoissonLogLikelihood(\n", " system_matrix,\n", " sinogram,\n", ")\n", "# Reconstruct\n", "recon_algorithm = OSEM(likelihood)\n", "recon_primaryonly = recon_algorithm(n_iters=4, n_subsets=14)\n", "# delete to save memory\n", "del(sinogram) \n", "del(system_matrix) \n", "del(likelihood)\n", "del(recon_algorithm) \n", "gc.collect()" ] }, { "cell_type": "markdown", "id": "1d5ef0c1", "metadata": { "papermill": { "duration": 0.009001, "end_time": "2024-11-19T18:17:45.276668", "exception": false, "start_time": "2024-11-19T18:17:45.267667", "status": "completed" }, "tags": [] }, "source": [ "And plot:" ] }, { "cell_type": "code", "execution_count": 10, "id": "de75c09e", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:17:45.296970Z", "iopub.status.busy": "2024-11-19T18:17:45.296543Z", "iopub.status.idle": "2024-11-19T18:17:45.497056Z", "shell.execute_reply": "2024-11-19T18:17:45.495735Z" }, "papermill": { "duration": 0.212221, "end_time": "2024-11-19T18:17:45.498413", "exception": false, "start_time": "2024-11-19T18:17:45.286192", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "vmax = 0.45\n", "cmap='Greys'\n", "fig, ax = plt.subplots(1,3,figsize=(10,4), gridspec_kw={'wspace': 0.0})\n", "plt.subplot(131)\n", "plt.imshow(recon_primaryonly[50,16:-16].cpu().T, cmap=cmap, interpolation='gaussian', vmax=vmax, origin='lower')\n", "plt.axis('off')\n", "plt.subplot(132)\n", "plt.imshow(recon_primaryonly[16:-16,64].cpu().T, cmap=cmap, interpolation='gaussian', vmax=vmax, origin='lower')\n", "plt.axis('off')\n", "plt.subplot(133)\n", "plt.imshow(recon_primaryonly[:,:,48].cpu().T, cmap=cmap, interpolation='gaussian', vmax=vmax, origin='lower')\n", "plt.axis('off')\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "4d778a97", "metadata": { "papermill": { "duration": 0.010426, "end_time": "2024-11-19T18:17:45.520164", "exception": false, "start_time": "2024-11-19T18:17:45.509738", "status": "completed" }, "tags": [] }, "source": [ "Note that this is not possible in clinical practice, since we don't know which events are scatters/randoms. The reconstruction above is going to be used as an \"ideal\" comparison for our reconstruction of all events." ] }, { "cell_type": "markdown", "id": "def11143", "metadata": { "papermill": { "duration": 0.012265, "end_time": "2024-11-19T18:17:45.543003", "exception": false, "start_time": "2024-11-19T18:17:45.530738", "status": "completed" }, "tags": [] }, "source": [ "## Reconstruction Correcting For Randoms + Scatters" ] }, { "cell_type": "markdown", "id": "50acfc7c", "metadata": { "papermill": { "duration": 0.013021, "end_time": "2024-11-19T18:17:45.566767", "exception": false, "start_time": "2024-11-19T18:17:45.553746", "status": "completed" }, "tags": [] }, "source": [ "When time-of-flight information is used, estimation of randoms and scatters slightly changes. Lets first set up the system matrix for reconstruction" ] }, { "cell_type": "code", "execution_count": 11, "id": "7fd7aa8c", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:17:45.595042Z", "iopub.status.busy": "2024-11-19T18:17:45.594600Z", "iopub.status.idle": "2024-11-19T18:17:46.649278Z", "shell.execute_reply": "2024-11-19T18:17:46.648570Z" }, "papermill": { "duration": 1.070811, "end_time": "2024-11-19T18:17:46.651092", "exception": false, "start_time": "2024-11-19T18:17:45.580281", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "if LOAD_FROM_ROOT:\n", " detector_ids = gate.get_detector_ids_from_root(\n", " paths,\n", " info,\n", " tof_meta=tof_meta\n", " )\n", " detector_ids = detector_ids[detector_ids[:,2]>-1] # For TOF, only take events within the TOF bins\n", " torch.save(detector_ids, os.path.join(path, 'detector_ids_tof21bin_all_events.pt'))\n", "detector_ids = torch.load(os.path.join(path, 'detector_ids_tof21bin_all_events.pt'))" ] }, { "cell_type": "markdown", "id": "fc1b920e", "metadata": { "papermill": { "duration": 0.010769, "end_time": "2024-11-19T18:17:46.673488", "exception": false, "start_time": "2024-11-19T18:17:46.662719", "status": "completed" }, "tags": [] }, "source": [ "Create sinogram:" ] }, { "cell_type": "code", "execution_count": 12, "id": "3f0af149", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:17:46.696305Z", "iopub.status.busy": "2024-11-19T18:17:46.695698Z", "iopub.status.idle": "2024-11-19T18:18:34.857111Z", "shell.execute_reply": "2024-11-19T18:18:34.856109Z" }, "papermill": { "duration": 48.175024, "end_time": "2024-11-19T18:18:34.859054", "exception": false, "start_time": "2024-11-19T18:17:46.684030", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "sinogram = gate.listmode_to_sinogram(detector_ids, info, tof_meta=tof_meta)" ] }, { "cell_type": "markdown", "id": "08096608", "metadata": { "papermill": { "duration": 0.010552, "end_time": "2024-11-19T18:18:34.881377", "exception": false, "start_time": "2024-11-19T18:18:34.870825", "status": "completed" }, "tags": [] }, "source": [ "### Randoms" ] }, { "cell_type": "markdown", "id": "3a7d7924", "metadata": { "papermill": { "duration": 0.010606, "end_time": "2024-11-19T18:18:34.902492", "exception": false, "start_time": "2024-11-19T18:18:34.891886", "status": "completed" }, "tags": [] }, "source": [ "In addition to the first two steps of the non-TOF procedure (obtaining a random sinogram and smoothing), we now also need to account for the fact that the number of randoms in each TOF bin is proportional to the length of the TOF bin divided by the total coincidence timing width. We can do this using the `randoms_sinogram_to_sinogramTOF` function. We need to provide the `tof_meta`" ] }, { "cell_type": "code", "execution_count": 13, "id": "ba88893a", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:18:34.925352Z", "iopub.status.busy": "2024-11-19T18:18:34.924721Z", "iopub.status.idle": "2024-11-19T18:18:34.977624Z", "shell.execute_reply": "2024-11-19T18:18:34.976959Z" }, "papermill": { "duration": 0.06608, "end_time": "2024-11-19T18:18:34.979003", "exception": false, "start_time": "2024-11-19T18:18:34.912923", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "if LOAD_FROM_ROOT:\n", " detector_ids_delays = gate.get_detector_ids_from_root(\n", " paths,\n", " info,\n", " substr = 'delay')\n", " torch.save(detector_ids_delays, os.path.join(path, 'detector_ids_delays.pt'))\n", "detector_ids_delays= torch.load(os.path.join(path, 'detector_ids_delays.pt'))" ] }, { "cell_type": "markdown", "id": "7a1f450a", "metadata": { "papermill": { "duration": 0.01018, "end_time": "2024-11-19T18:18:34.999797", "exception": false, "start_time": "2024-11-19T18:18:34.989617", "status": "completed" }, "tags": [] }, "source": [ "Apply all techniques to get randoms sinogram estimate. The randoms sinogram does not have a TOF dimension since it this same for all TOF bins (if we gave it a TOF dimension and repeated it, then it would use up extra memory)" ] }, { "cell_type": "code", "execution_count": 14, "id": "d301a6af", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:18:35.022060Z", "iopub.status.busy": "2024-11-19T18:18:35.021849Z", "iopub.status.idle": "2024-11-19T18:18:41.918966Z", "shell.execute_reply": "2024-11-19T18:18:41.918193Z" }, "papermill": { "duration": 6.910336, "end_time": "2024-11-19T18:18:41.920871", "exception": false, "start_time": "2024-11-19T18:18:35.010535", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "# Load random events accross all TOF bins\n", "sinogram_randoms_estimate = gate.listmode_to_sinogram(detector_ids_delays, info)\n", "sinogram_randoms_estimate = gate.smooth_randoms_sinogram(sinogram_randoms_estimate, info, sigma_r=4, sigma_theta=4, sigma_z=4)\n", "sinogram_randoms_estimate = gate.randoms_sinogram_to_sinogramTOF(sinogram_randoms_estimate, tof_meta, coincidence_timing_width = 4300) # coinicidence timing window for this GATE simulation was set to 4300ps" ] }, { "cell_type": "markdown", "id": "450f6fd0", "metadata": { "papermill": { "duration": 0.010259, "end_time": "2024-11-19T18:18:41.942804", "exception": false, "start_time": "2024-11-19T18:18:41.932545", "status": "completed" }, "tags": [] }, "source": [ "### Scatters" ] }, { "cell_type": "markdown", "id": "625207e7", "metadata": { "papermill": { "duration": 0.010529, "end_time": "2024-11-19T18:18:41.963770", "exception": false, "start_time": "2024-11-19T18:18:41.953241", "status": "completed" }, "tags": [] }, "source": [ "Like before (non-TOF sinogram tutorial), lets first get an initial reconstruction without scatter." ] }, { "cell_type": "code", "execution_count": 15, "id": "25b8d7d0", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:18:41.985748Z", "iopub.status.busy": "2024-11-19T18:18:41.985339Z", "iopub.status.idle": "2024-11-19T18:22:08.924349Z", "shell.execute_reply": "2024-11-19T18:22:08.923394Z" }, "papermill": { "duration": 206.953831, "end_time": "2024-11-19T18:22:08.928027", "exception": false, "start_time": "2024-11-19T18:18:41.974196", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "atten_map = gate.get_aligned_attenuation_map(os.path.join(path, 'gate_simulation/simple_phantom/umap_mMR_brainSimplePhantom.hv'), object_meta).to(pytomography.device)\n", "normalization_sinogram = torch.load(os.path.join(path, 'normalization_sinogram.pt')) # assumes this has been saved from the intro tutorial\n", "proj_meta = PETSinogramPolygonProjMeta(info, tof_meta)\n", "psf_transform = GaussianFilter(3.)\n", "system_matrix = PETSinogramSystemMatrix(\n", " object_meta,\n", " proj_meta,\n", " obj2obj_transforms = [psf_transform],\n", " sinogram_sensitivity = normalization_sinogram,\n", " N_splits=10,\n", " attenuation_map=atten_map,\n", " device='cpu' # projections output on cpu, rest is GPU\n", ")\n", "additive_term = sinogram_randoms_estimate.unsqueeze(-1) / system_matrix._compute_sensitivity_sinogram().cpu()\n", "likelihood = PoissonLogLikelihood(\n", " system_matrix,\n", " sinogram,\n", " additive_term = additive_term\n", " )\n", "recon_algorithm = OSEM(likelihood)\n", "recon_without_scatter_estimation = recon_algorithm(4,14)" ] }, { "cell_type": "markdown", "id": "70f23eb3", "metadata": { "papermill": { "duration": 0.010379, "end_time": "2024-11-19T18:22:08.951828", "exception": false, "start_time": "2024-11-19T18:22:08.941449", "status": "completed" }, "tags": [] }, "source": [ "There are two additional parameters we need to provide to the function for TOF:\n", "\n", "1. `tof_meta`: Provides all the required TOF metadata\n", "2. `num_dense_tof_bins`: The emission integrals in Watson [CITE] are split into multiple regions: this specifies the number of regions. This is independent and seperate from any of the information in `tof_meta`.\n", "\n", "**Note: this takes ~10 minutes to run**" ] }, { "cell_type": "code", "execution_count": 16, "id": "e86f5f8a", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:22:08.974552Z", "iopub.status.busy": "2024-11-19T18:22:08.973942Z", "iopub.status.idle": "2024-11-19T18:30:25.320361Z", "shell.execute_reply": "2024-11-19T18:30:25.319383Z" }, "papermill": { "duration": 496.360063, "end_time": "2024-11-19T18:30:25.322258", "exception": false, "start_time": "2024-11-19T18:22:08.962195", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "sinogram_scatter_estimate = sss.get_sss_scatter_estimate(\n", " object_meta = object_meta,\n", " proj_meta = proj_meta,\n", " pet_image = recon_without_scatter_estimation,\n", " attenuation_image = atten_map,\n", " system_matrix = system_matrix,\n", " proj_data = sinogram,\n", " image_stepsize = 6,\n", " attenuation_cutoff = 0.004,\n", " sinogram_interring_stepsize = 6,\n", " sinogram_intraring_stepsize = 6,\n", " sinogram_random = sinogram_randoms_estimate,\n", " tof_meta = tof_meta,\n", " num_dense_tof_bins = 25\n", " )" ] }, { "cell_type": "markdown", "id": "814f37ce", "metadata": { "papermill": { "duration": 0.010412, "end_time": "2024-11-19T18:30:25.344817", "exception": false, "start_time": "2024-11-19T18:30:25.334405", "status": "completed" }, "tags": [] }, "source": [ "This TOF sinogram can be compared to the true scatter in each TOF bin. We'll look at summed profiles like we did above." ] }, { "cell_type": "code", "execution_count": 17, "id": "88f92456", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:30:25.367242Z", "iopub.status.busy": "2024-11-19T18:30:25.366774Z", "iopub.status.idle": "2024-11-19T18:31:09.946846Z", "shell.execute_reply": "2024-11-19T18:31:09.946196Z" }, "papermill": { "duration": 44.60509, "end_time": "2024-11-19T18:31:09.960371", "exception": false, "start_time": "2024-11-19T18:30:25.355281", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sinogram_scatters_true = gate.listmode_to_sinogram(detector_ids_scatters_true, info, tof_meta=tof_meta)\n", "\n", "fig, ax = plt.subplots(1,5,figsize=(20,4))\n", "# loop TOF bins\n", "for i, idx in enumerate([6,8,10,12,14]):\n", " ax[i].plot(sinogram_scatters_true[:,:,:64,idx].sum(dim=(0,2)), label='True Scatter')\n", " ax[i].plot(sinogram_scatter_estimate[:,:,:64,idx].sum(dim=(0,2)), ls='--', label='SSS Scatter Estimation')\n", " ax[i].set_title(f'TOF Bin {idx}')\n", " ax[i].set_ylim(top=1600)\n", "ax[0].legend()\n", "ax[2].set_xlabel('Axial Position')\n", "ax[0].set_ylabel('Summed Events Along Transaxial')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "5a2ddf62", "metadata": { "papermill": { "duration": 0.011136, "end_time": "2024-11-19T18:31:09.982939", "exception": false, "start_time": "2024-11-19T18:31:09.971803", "status": "completed" }, "tags": [] }, "source": [ "From the estimated scatter sinogram we can then reconstruct by constructing an additive term like before (non-TOF sinogram tutorial)" ] }, { "cell_type": "code", "execution_count": 18, "id": "b61e11ff", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:31:10.006173Z", "iopub.status.busy": "2024-11-19T18:31:10.005738Z", "iopub.status.idle": "2024-11-19T18:34:42.748758Z", "shell.execute_reply": "2024-11-19T18:34:42.747774Z" }, "papermill": { "duration": 212.756626, "end_time": "2024-11-19T18:34:42.750651", "exception": false, "start_time": "2024-11-19T18:31:09.994025", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "additive_term = (sinogram_randoms_estimate.unsqueeze(-1) + sinogram_scatter_estimate) / system_matrix._compute_sensitivity_sinogram().cpu()\n", "likelihood = PoissonLogLikelihood(\n", " system_matrix,\n", " sinogram,\n", " additive_term = additive_term\n", " )\n", "recon_algorithm = OSEM(likelihood)\n", "recon_sinogram_TOF = recon_algorithm(4,14)" ] }, { "cell_type": "code", "execution_count": 19, "id": "f3dc5374", "metadata": { "execution": { "iopub.execute_input": "2024-11-19T18:34:42.775961Z", "iopub.status.busy": "2024-11-19T18:34:42.775344Z", "iopub.status.idle": "2024-11-19T18:34:43.221058Z", "shell.execute_reply": "2024-11-19T18:34:43.220368Z" }, "papermill": { "duration": 0.462039, "end_time": "2024-11-19T18:34:43.224769", "exception": false, "start_time": "2024-11-19T18:34:42.762730", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "vmax = 0.45\n", "cmap = 'Greys'\n", "fig, ax = plt.subplots(2,3,figsize=(10,9), gridspec_kw={'wspace': 0.0})\n", "plt.subplot(231)\n", "plt.imshow(recon_primaryonly[48,16:-16].cpu().T, cmap=cmap, vmax=vmax, interpolation='gaussian', origin='lower')\n", "plt.axis('off')\n", "plt.subplot(232)\n", "plt.imshow(recon_primaryonly[16:-16,64].cpu().T, cmap=cmap, vmax=vmax, interpolation='gaussian', origin='lower')\n", "plt.title('Primary Only Recon', fontsize=30)\n", "plt.axis('off')\n", "plt.subplot(233)\n", "plt.imshow(recon_primaryonly[:,:,48].cpu().T, cmap=cmap, vmax=vmax, interpolation='gaussian', origin='lower')\n", "plt.axis('off')\n", "plt.subplot(234)\n", "plt.imshow(recon_sinogram_TOF[48,16:-16].cpu().T, cmap=cmap, vmax=vmax, interpolation='gaussian', origin='lower')\n", "plt.axis('off')\n", "plt.subplot(235)\n", "plt.imshow(recon_sinogram_TOF[16:-16,64].cpu().T, cmap=cmap, vmax=vmax, interpolation='gaussian', origin='lower')\n", "plt.axis('off')\n", "plt.title('All Event Recon (Random+Scatter Corrected)', fontsize=30)\n", "plt.subplot(236)\n", "plt.imshow(recon_sinogram_TOF[:,:,48].cpu().T, cmap=cmap, vmax=vmax, interpolation='gaussian', origin='lower')\n", "plt.axis('off')\n", "fig.tight_layout()\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "pytomo_install_test", "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": "3.11.10" }, "papermill": { "default_parameters": {}, "duration": 2137.191152, "end_time": "2024-11-19T18:34:47.077627", "environment_variables": {}, "exception": null, "input_path": "t_PETGATE_scat_sinoTOF.ipynb", "output_path": "t_PETGATE_scat_sinoTOF.ipynb", "parameters": {}, "start_time": "2024-11-19T17:59:09.886475", "version": "2.6.0" } }, "nbformat": 4, "nbformat_minor": 5 }