LiberTEM/LiberTEM

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Pipeline for phase change materials. Scripting example\n",
    "\n",
    "Consists of three sections:\n",
    "\n",
    "* Separate sample from background\n",
    "* Crystallinity map generation\n",
    "* Region clustering\n",
    "\n",
    "File: 4D STEM of phase change material, Vadim Migunov et al. TODO update to proper credit"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:20.191429Z",
     "iopub.status.busy": "2023-06-29T12:45:20.191289Z",
     "iopub.status.idle": "2023-06-29T12:45:21.349079Z",
     "shell.execute_reply": "2023-06-29T12:45:21.348486Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "\n",
    "import functools\n",
    "import os\n",
    "\n",
    "from skimage.feature import peak_local_max\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib import cm\n",
    "import sklearn.feature_extraction\n",
    "import sklearn.cluster\n",
    "import scipy.sparse\n",
    "import sparse\n",
    "\n",
    "from libertem.udf import UDF\n",
    "from libertem import masks\n",
    "from libertem.api import Context\n",
    "from libertem.udf.masks import ApplyMasksUDF\n",
    "from libertem.udf.stddev import run_stddev\n",
    "from  libertem.udf.crystallinity import run_analysis_crystall"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Crystallinity map generation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:21.351764Z",
     "iopub.status.busy": "2023-06-29T12:45:21.351626Z",
     "iopub.status.idle": "2023-06-29T12:45:21.354264Z",
     "shell.execute_reply": "2023-06-29T12:45:21.353830Z"
    }
   },
   "outputs": [],
   "source": [
    "data_base_path = os.environ.get(\"TESTDATA_BASE_PATH\", \"/home/alex/Data/\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:21.355788Z",
     "iopub.status.busy": "2023-06-29T12:45:21.355658Z",
     "iopub.status.idle": "2023-06-29T12:45:23.000450Z",
     "shell.execute_reply": "2023-06-29T12:45:22.998979Z"
    }
   },
   "outputs": [],
   "source": [
    "ctx = Context()\n",
    "ds = ctx.load(\"auto\", path=os.path.join(data_base_path, \"01_ms1_3p3gK.hdr\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:23.003205Z",
     "iopub.status.busy": "2023-06-29T12:45:23.003013Z",
     "iopub.status.idle": "2023-06-29T12:45:23.006496Z",
     "shell.execute_reply": "2023-06-29T12:45:23.005909Z"
    }
   },
   "outputs": [],
   "source": [
    "cy = 125.7\n",
    "cx = 124.9\n",
    "fy, fx = tuple(ds.shape.sig)\n",
    "y, x = tuple(ds.shape.nav)\n",
    "r = 3"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Use `libertem.udf.masks.ApplyMasksUDF` to calculate brightfield and darkfield image for segmentation between sample and membrane."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:23.008110Z",
     "iopub.status.busy": "2023-06-29T12:45:23.007981Z",
     "iopub.status.idle": "2023-06-29T12:45:23.011377Z",
     "shell.execute_reply": "2023-06-29T12:45:23.010852Z"
    }
   },
   "outputs": [],
   "source": [
    "ring = functools.partial(\n",
    "    masks.ring,\n",
    "    centerX=cx,\n",
    "    centerY=cy,\n",
    "    imageSizeX=fx,\n",
    "    imageSizeY=fy,\n",
    "    radius=160,\n",
    "    radius_inner=100,\n",
    ")\n",
    "disk = functools.partial(\n",
    "    masks.circular,\n",
    "    centerX=cx,\n",
    "    centerY=cy,\n",
    "    imageSizeX=fx,\n",
    "    imageSizeY=fy,\n",
    "    radius=1,\n",
    "    antialiased=True\n",
    ")\n",
    "segmentation_udf = ApplyMasksUDF(\n",
    "    mask_factories=[ring, disk],\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:23.012986Z",
     "iopub.status.busy": "2023-06-29T12:45:23.012827Z",
     "iopub.status.idle": "2023-06-29T12:45:25.732890Z",
     "shell.execute_reply": "2023-06-29T12:45:25.732316Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "abcd011f61b44d88b350fcc1c25a24f0",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Partitions 0/32, Frames:   0%|          | 0/66402 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "segmentation = ctx.run_udf(udf=segmentation_udf, dataset=ds, progress=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:25.734782Z",
     "iopub.status.busy": "2023-06-29T12:45:25.734636Z",
     "iopub.status.idle": "2023-06-29T12:45:25.946399Z",
     "shell.execute_reply": "2023-06-29T12:45:25.945672Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f3f150683d0>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(nrows=1, ncols=2)\n",
    "axes[0].imshow(segmentation['intensity'].data[..., 0])\n",
    "axes[1].imshow(segmentation['intensity'].data[..., 1])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The amorphous membrane (substrate) is masked out in subsequent processing to reduce the amount of computation and improve the clustering result.\n",
    "\n",
    "We use agglomerative clustering with brightfield and darkfield value as feature vector. The connectivity matrix ensures that only neighboring pixels can belong to the same cluster."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:25.948312Z",
     "iopub.status.busy": "2023-06-29T12:45:25.948158Z",
     "iopub.status.idle": "2023-06-29T12:45:25.961189Z",
     "shell.execute_reply": "2023-06-29T12:45:25.960564Z"
    }
   },
   "outputs": [],
   "source": [
    "connectivity = scipy.sparse.csr_matrix(\n",
    "    sklearn.feature_extraction.image.grid_to_graph(\n",
    "        # Transposed!\n",
    "        n_x=y,\n",
    "        n_y=x,\n",
    "    )\n",
    ")\n",
    "\n",
    "clusterer = sklearn.cluster.AgglomerativeClustering(\n",
    "    metric='euclidean',\n",
    "    n_clusters=3,\n",
    "    linkage='ward',\n",
    "    connectivity=connectivity,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:25.963902Z",
     "iopub.status.busy": "2023-06-29T12:45:25.963490Z",
     "iopub.status.idle": "2023-06-29T12:45:30.339302Z",
     "shell.execute_reply": "2023-06-29T12:45:30.338594Z"
    }
   },
   "outputs": [],
   "source": [
    "clusterer.fit(segmentation['intensity'].data.reshape(-1, 2))\n",
    "labels = clusterer.labels_.reshape((y, x))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The scan dimension is clustered in three regions: Center, upper membrane and lower membrane. We identify the cluster class of the sample by evaluating the central pixel. Then we create a region of interest (ROI) of all pixels with this label."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:30.342137Z",
     "iopub.status.busy": "2023-06-29T12:45:30.341823Z",
     "iopub.status.idle": "2023-06-29T12:45:30.490066Z",
     "shell.execute_reply": "2023-06-29T12:45:30.489467Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f3f14491190>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots()\n",
    "plt.imshow(labels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:30.492295Z",
     "iopub.status.busy": "2023-06-29T12:45:30.491808Z",
     "iopub.status.idle": "2023-06-29T12:45:30.494982Z",
     "shell.execute_reply": "2023-06-29T12:45:30.494360Z"
    }
   },
   "outputs": [],
   "source": [
    "center_label = labels[y//2, x//2]\n",
    "center_roi = labels == center_label"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To highlight crystalline regions of a phase change material, use `libertem.udf.crystallinity`, which is integrating over the ring with `rad_in` and `rad_out` each frame spectrum which belongs to `roi`. The result is a measure of how present diffraction peaks besides the zero order peak are in each frame. Since the grains have random orientations, this value fluctuates strongly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:30.496572Z",
     "iopub.status.busy": "2023-06-29T12:45:30.496437Z",
     "iopub.status.idle": "2023-06-29T12:45:37.114995Z",
     "shell.execute_reply": "2023-06-29T12:45:37.114415Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ddf14b1f066f49679deed7c9e7e8666d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Partitions 0/32, Frames:   0%|          | 0/47721 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "crystal_res = run_analysis_crystall(ctx, ds, rad_in=6, rad_out=60,\n",
    "                              real_center=(cy, cx), real_rad=6, roi=center_roi, progress=True)\n",
    "crystal = crystal_res[\"intensity\"].data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:37.116938Z",
     "iopub.status.busy": "2023-06-29T12:45:37.116791Z",
     "iopub.status.idle": "2023-06-29T12:45:37.290427Z",
     "shell.execute_reply": "2023-06-29T12:45:37.289881Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f3f1445d880>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.imshow(np.log(crystal))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Sample region clustering\n",
    "\n",
    "To generate a feature fector, we first generate a standard deviation map using `libertem.udf.stddev`. Then we find maxima in this standard deviation map and use the pixel value of these positions to generate a feature vector for each frame.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:37.292302Z",
     "iopub.status.busy": "2023-06-29T12:45:37.292159Z",
     "iopub.status.idle": "2023-06-29T12:45:38.888537Z",
     "shell.execute_reply": "2023-06-29T12:45:38.888097Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c5507d0ed4704fe683bcc67ec6833838",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Partitions 0/32, Frames:   0%|          | 0/47721 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "stddev_res = run_stddev(ctx=ctx, dataset=ds, roi=center_roi, progress=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:38.890204Z",
     "iopub.status.busy": "2023-06-29T12:45:38.890062Z",
     "iopub.status.idle": "2023-06-29T12:45:38.911422Z",
     "shell.execute_reply": "2023-06-29T12:45:38.910890Z"
    }
   },
   "outputs": [],
   "source": [
    "peaks = peak_local_max(stddev_res['std'], min_distance=3, num_peaks=500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:38.913375Z",
     "iopub.status.busy": "2023-06-29T12:45:38.913042Z",
     "iopub.status.idle": "2023-06-29T12:45:39.456512Z",
     "shell.execute_reply": "2023-06-29T12:45:39.456118Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots()\n",
    "plt.imshow(stddev_res['std'])\n",
    "for p in np.flip(peaks, axis=-1):\n",
    "    axes.add_artist(plt.Circle(p, r, color=\"y\", fill=False))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We use `libertem.udf.masks.ApplyMasksUDF` with a very sparse mask stack to select the pixel values for each frame. This operation is very efficient."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:39.458608Z",
     "iopub.status.busy": "2023-06-29T12:45:39.458475Z",
     "iopub.status.idle": "2023-06-29T12:45:39.462025Z",
     "shell.execute_reply": "2023-06-29T12:45:39.461692Z"
    }
   },
   "outputs": [],
   "source": [
    "masks = sparse.COO(\n",
    "    shape=(len(peaks), fy, fx),\n",
    "    coords=(range(len(peaks)), peaks[..., 0], peaks[..., 1]),\n",
    "    data=1.\n",
    ")\n",
    "feature_udf = ApplyMasksUDF(\n",
    "    mask_factories=lambda: masks,\n",
    "    mask_dtype=bool,\n",
    "    mask_count=len(peaks),\n",
    "    use_sparse=True\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:39.463709Z",
     "iopub.status.busy": "2023-06-29T12:45:39.463395Z",
     "iopub.status.idle": "2023-06-29T12:45:41.996925Z",
     "shell.execute_reply": "2023-06-29T12:45:41.995939Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5c4f93523fd044279d034bb3491bcede",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Partitions 0/32, Frames:   0%|          | 0/47721 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 7.05 s, sys: 1.13 s, total: 8.19 s\n",
      "Wall time: 24 s\n"
     ]
    }
   ],
   "source": [
    "%time feature_res = ctx.run_udf(udf=feature_udf, dataset=ds, roi=center_roi, progress=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Normalize the feature vectors to make sure that strong peaks don't dominate the distance calculation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:41.998810Z",
     "iopub.status.busy": "2023-06-29T12:45:41.998607Z",
     "iopub.status.idle": "2023-06-29T12:45:42.042076Z",
     "shell.execute_reply": "2023-06-29T12:45:42.041443Z"
    }
   },
   "outputs": [],
   "source": [
    "f = feature_res['intensity'].raw_data\n",
    "feature_vector = f / np.abs(f).mean(axis=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Clustering can be done with any of clustering algorithm you like. Agglomerative clustering with a connectivity matrix for neighboring pixels lke shown here usually works well. Since the image is large in the scan dimension, the clustering can be somewhat time-consuming."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:45:42.044074Z",
     "iopub.status.busy": "2023-06-29T12:45:42.043701Z",
     "iopub.status.idle": "2023-06-29T12:46:11.305622Z",
     "shell.execute_reply": "2023-06-29T12:46:11.304951Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1min 14s, sys: 2.99 s, total: 1min 17s\n",
      "Wall time: 1min 16s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "roi_connectivity = connectivity[center_roi.flatten()][..., center_roi.flatten()]\n",
    "clustering = sklearn.cluster.AgglomerativeClustering(\n",
    "    metric='euclidean',\n",
    "    distance_threshold=300,\n",
    "    n_clusters=None,\n",
    "    linkage='ward',\n",
    "    connectivity=roi_connectivity\n",
    ").fit(feature_vector)\n",
    "\n",
    "labels = np.array(clustering.labels_+1)\n",
    "labelmask=np.full((y, x), np.nan)\n",
    "labelmask[center_roi]=labels"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Visualize the clustering result. Note that the difference between the value assigned to each class is not a measure of similarity. A discrete color scale would be best-suited. Tab20 with 20 entries is the largest available in matplotlib and we have significantly more clusters. HSV usually achieves an acceptable differentiation of discrete values beyond 20."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-06-29T12:46:11.307728Z",
     "iopub.status.busy": "2023-06-29T12:46:11.307427Z",
     "iopub.status.idle": "2023-06-29T12:46:11.467975Z",
     "shell.execute_reply": "2023-06-29T12:46:11.467351Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f3ed88e2c70>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots()\n",
    "plt.imshow(labelmask, cmap=cm.hsv)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
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