{ "cells": [ { "cell_type": "markdown", "id": "great-sapphire", "metadata": {}, "source": [ "# Pixel splitting\n", "\n", "This notebook demonstrates the layout of pixel in polar coordinates on a small detector (5x5 pixels) to demonstrate pixel splitting and pixel reorganisation.\n", "\n", "In a second part, it displays the effect of the splitting scheme on 2D integration." ] }, { "cell_type": "code", "execution_count": 1, "id": "false-jonathan", "metadata": {}, "outputs": [], "source": [ "# %matplotlib widget\n", "#For documentation purpose, `inline` is used to enforce the storage of the image in the notebook\n", "%matplotlib inline\n", "import time\n", "import numpy\n", "from matplotlib.pyplot import subplots\n", "from matplotlib.patches import Polygon\n", "from matplotlib.collections import PatchCollection\n", "start_time = time.perf_counter()" ] }, { "cell_type": "code", "execution_count": 2, "id": "multiple-stations", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Tested with pyFAI version 2023.1.0-dev0\n" ] } ], "source": [ "import fabio\n", "import pyFAI.test.utilstest\n", "from pyFAI.gui import jupyter\n", "import pyFAI, pyFAI.units\n", "from pyFAI.detectors import Detector\n", "from pyFAI.azimuthalIntegrator import AzimuthalIntegrator\n", "from pyFAI.ext import splitPixel\n", "print(f\"Tested with pyFAI version {pyFAI.version}\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "competent-integrity", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Detector Detector\t Spline= None\t PixelSize= 1.000e-03, 1.000e-03 m\n" ] } ], "source": [ "# Define a dummy detector with 1mm pixel size\n", "det = Detector(1e-3, 1e-3, max_shape=(5,5))\n", "print(det)" ] }, { "cell_type": "code", "execution_count": 4, "id": "super-brick", "metadata": {}, "outputs": [], "source": [ "def area4(a0, a1, b0, b1,c0,c1,d0,d1):\n", " \"\"\"\n", " Calculate the area of the ABCD polygon with 4 with corners:\n", " \n", " A(a0,a1)\n", " B(b0,b1)\n", " C(c0,c1)\n", " D(d0,d1)\n", " :return: area, i.e. 1/2 * (AC ^ BD)\n", " \"\"\"\n", " return 0.5 * (((c0 - a0) * (d1 - b1)) - ((c1 - a1) * (d0 - b0)))" ] }, { "cell_type": "code", "execution_count": 5, "id": "amended-mainland", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 0 -0.34348246455192566 None\n", "0 1 -0.45259395241737366 None\n", "0 2 -0.578589916229248 None\n", "0 3 -0.5334692001342773 None\n", "0 4 -0.4045378267765045 None\n", "1 0 -0.41383373737335205 None\n", "1 1 -0.6470319032669067 None\n", "1 2 -1.1334359645843506 None\n", "1 3 -0.8771651983261108 None\n", "1 4 -0.5334692001342773 None\n", "Discontinuity for pixel centered at azimuth 3.312952995300293:\n", "[ 2.807134 -2.7702851] -2.7702851\n", "[ 2.912044 -3.1198924] -3.1198924\n", "[1.9697715 3.0233684] -3.2598171\n", "[ 1.811077 -2.7309353] -2.7309353\n", "2 0 3.0264618396759033 -0.4323282837867737\n", "Discontinuity for pixel centered at azimuth 3.2295961380004883:\n", "[ 1.811077 -2.7309353] -2.7309353\n", "[1.9697715 3.0233684] -3.2598171\n", "[1.1313709 2.6561944] -3.626991\n", "[ 0.82462114 -2.596614 ] -2.596614\n", "2 1 4.994504928588867 -0.7384508848190308\n", "Discontinuity for pixel centered at azimuth 3.4415926933288574:\n", "[ 0.82462114 -2.596614 ] -2.596614\n", "[1.1313709 2.6561944] -3.626991\n", "[0.82462114 1.6258177 ] -4.6573677\n", "[ 0.28284273 -0.48539817] -0.4853983\n", "2 2 1.7914260625839233 -0.8743038177490234\n", "2 3 -1.1334359645843506 None\n", "2 4 -0.578589916229248 None\n", "Discontinuity for pixel centered at azimuth 2.9282779693603516:\n", "[ 2.912044 -3.1198924] 3.1632931\n", "[3.3286633 2.8702552] 2.8702552\n", "[2.5455844 2.6561944] 2.6561944\n", "[1.9697715 3.0233684] 3.0233684\n", "3 0 3.8964836597442627 -0.3726010322570801\n", "3 1 -0.5192623138427734 None\n", "3 2 -0.7384505867958069 None\n", "3 3 -0.6470320820808411 None\n", "3 4 -0.45259395241737366 None\n", "4 0 -0.30272746086120605 None\n", "4 1 -0.37260088324546814 None\n", "4 2 -0.4323280453681946 None\n", "4 3 -0.4138337969779968 None\n", "4 4 -0.34348249435424805 None\n" ] } ], "source": [ "# Example of code for spotting pixel on the azimuthal discontinuity: its area has not the same sign!\n", "\n", "chiDiscAtPi = 1\n", "pi = numpy.pi\n", "two_pi = 2*numpy.pi\n", "\n", "ai = AzimuthalIntegrator(1, 2.2e-3, 2.8e-3, rot3=-0.3, detector=det)\n", "if chiDiscAtPi:\n", " ai.setChiDiscAtPi()\n", "else:\n", " ai.setChiDiscAtZero()\n", "\n", "pos = ai.array_from_unit(typ=\"corner\", unit=\"r_mm\", scale=True)\n", "\n", "a = []\n", "s = 0\n", "ss = 0\n", "cnt = 0\n", "for i0 in range(pos.shape[0]):\n", " for i1 in range(pos.shape[1]):\n", " p = pos[i0, i1].copy()\n", " area = area4(*p.ravel())\n", " area2 = None\n", " if area>=0:\n", " az = p[:, 1].copy()\n", " if chiDiscAtPi:\n", " m = numpy.where(az<0)\n", " else:\n", " m = numpy.where(aztwo_pi:\n", " az -= two_pi\n", " elif chiDiscAtPi and c1>pi:\n", " az -= two_pi\n", " \n", " print(f\"Discontinuity for pixel centered at azimuth {c1}:\")\n", " for x,y in zip(p,az):\n", " print(x, y)\n", " p[:, 1 ] = az\n", " area2 = area4(*p.ravel())\n", " print(i0, i1, area, area2)\n", " " ] }, { "cell_type": "code", "execution_count": 6, "id": "experienced-workshop", "metadata": {}, "outputs": [], "source": [ "def display_geometry(pos):\n", " fig, ax = subplots()\n", " patches = []\n", " for i0 in range(pos.shape[0]):\n", " for i1 in range(pos.shape[1]):\n", " p = pos[i0, i1].astype(\"float64\")\n", " splitPixel.recenter(p, chiDiscAtPi)\n", " p = numpy.concatenate((p, [p[0]]))\n", " ax.plot(p[:,0], p[:,1], \"--\")\n", " patches.append(Polygon(p))\n", " p = PatchCollection(patches, alpha=0.4)\n", " colors = numpy.linspace(0, 100, len(patches))#100 * numpy.random.rand(len(patches))\n", " p.set_array(colors)\n", " ax.add_collection(p)\n", " if chiDiscAtPi:\n", " ax.plot([0,4], [-pi, -pi])\n", " else:\n", " ax.plot([0,4], [two_pi, two_pi])\n", " ax.plot([0,4], [pi, pi])\n", " ax.plot([0,4], [0, 0])\n", " ax.set_xlabel(unit.label)\n", " ax.set_ylabel(\"Azimuthal angle (rad)\")\n", " return ax" ] }, { "cell_type": "code", "execution_count": 7, "id": "unavailable-isaac", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "under 0.000: 1 \t Above 6.283: 3\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "chiDiscAtPi = 0\n", "unit = pyFAI.units.to_unit(\"r_mm\")\n", "ai = AzimuthalIntegrator(1, 2.2e-3, 2.8e-3, rot3=0.5, detector=det)\n", "if chiDiscAtPi:\n", " ai.setChiDiscAtPi()\n", " low = -pi\n", " high = pi\n", "else:\n", " ai.setChiDiscAtZero()\n", " low = 0\n", " high = two_pi\n", "pos = ai.array_from_unit(typ=\"corner\", unit=unit, scale=True)\n", "\n", "ax = display_geometry(pos)\n", "\n", "over = 0\n", "under = 0\n", "for i0 in range(pos.shape[0]):\n", " for i1 in range(pos.shape[1]):\n", " p = pos[i0, i1].copy()\n", " area = area4(*p.ravel())\n", " area2 = None\n", " if area>=0:\n", " az = p[:, 1]\n", " if chiDiscAtPi:\n", " m = numpy.where(az<0)\n", " else:\n", " m = numpy.where(aztwo_pi:\n", " az -= two_pi\n", " elif chiDiscAtPi and c1>pi:\n", " az -= two_pi\n", " over += (az>high).sum()\n", " under += (az" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "chiDiscAtPi = 1\n", "pi = numpy.pi\n", "two_pi = 2*numpy.pi\n", "\n", "ai = AzimuthalIntegrator(1, 2.2e-3, 2.8e-3, rot3=-0.4, detector=det)\n", "if chiDiscAtPi:\n", " ai.setChiDiscAtPi()\n", " low = -pi\n", " high = pi\n", "else:\n", " ai.setChiDiscAtZero()\n", " low = 0\n", " high = two_pi\n", "\n", "pos = ai.array_from_unit(typ=\"corner\", unit=\"r_mm\", scale=True)\n", "\n", "_ = display_geometry(pos)\n", "over = 0\n", "under = 0\n", "for i0 in range(pos.shape[0]):\n", " for i1 in range(pos.shape[1]):\n", " p = pos[i0, i1].copy()\n", " area = area4(*p.ravel())\n", " area2 = None\n", " if area>=0:\n", " az = p[:, 1]\n", " if chiDiscAtPi:\n", " m = numpy.where(az<0)\n", " else:\n", " m = numpy.where(azhigh:\n", " az -= two_pi\n", " over += (az>high).sum()\n", " under += (az" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "img = pyFAI.test.utilstest.UtilsTest.getimage(\"Pilatus1M.edf\")\n", "fimg = fabio.open(img)\n", "_ = jupyter.display(fimg.data)" ] }, { "cell_type": "code", "execution_count": 10, "id": "indie-armenia", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Detector Pilatus 1M\t PixelSize= 1.720e-04, 1.720e-04 m\n", "Wavelength= 1.000000e-10 m\n", "SampleDetDist= 1.583231e+00 m\tPONI= 3.341702e-02, 4.122778e-02 m\trot1=0.006487 rot2=0.007558 rot3=0.000000 rad\n", "DirectBeamDist= 1583.310 mm\tCenter: x=179.981, y=263.859 pix\tTilt= 0.571° tiltPlanRotation= 130.640° 𝛌= 1.000Å\n" ] } ], "source": [ "# Focus on the beam stop holder ...\n", "poni = pyFAI.test.utilstest.UtilsTest.getimage(\"Pilatus1M.poni\")\n", "ai = pyFAI.load(poni)\n", "print(ai)\n", "ai.setChiDiscAtZero()" ] }, { "cell_type": "code", "execution_count": 11, "id": "specified-threshold", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "kwargs = {\"data\":fimg.data, \n", " \"npt_rad\":500, \n", " \"npt_azim\":500, \n", " \"unit\":\"r_mm\",\n", " \"dummy\":-2, \n", " \"delta_dummy\":2,\n", " \"azimuth_range\":(150,200),\n", " \"radial_range\":(0,50),\n", " }\n", "resn = ai.integrate2d_ng(method=(\"no\", \"histogram\", \"cython\"), **kwargs)\n", "resb = ai.integrate2d_ng(method=(\"bbox\", \"histogram\", \"cython\"), **kwargs)\n", "resp = ai.integrate2d_ng(method=(\"pseudo\", \"histogram\", \"cython\"), **kwargs)\n", "resf = ai.integrate2d_ng(method=(\"full\", \"histogram\", \"cython\"), **kwargs)\n", "fig,ax = subplots(2,2, figsize=(10,10))\n", "\n", "jupyter.plot2d(resn, ax=ax[0,0])\n", "ax[0,0].set_title(resn.compute_engine.split(\"(\")[1].strip(\")\"))\n", "jupyter.plot2d(resb, ax=ax[0,1])\n", "ax[0,1].set_title(resp.compute_engine.split(\"(\")[1].strip(\")\"))\n", "jupyter.plot2d(resp, ax=ax[1,0])\n", "ax[1,0].set_title(resp.compute_engine.split(\"(\")[1].strip(\")\"))\n", "jupyter.plot2d(resf, ax=ax[1,1])\n", "ax[1,1].set_title(resf.compute_engine.split(\"(\")[1].strip(\")\"))\n", "pass" ] }, { "cell_type": "code", "execution_count": 12, "id": "seven-andrew", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Without pixel splitting\n", "13.2 ms ± 85.7 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n", "Bounding box pixel splitting\n", "18.7 ms ± 97.8 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n", "Scalledd Bounding box pixel splitting\n", "35 ms ± 196 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n", "Full pixel splitting\n", "109 ms ± 680 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n" ] } ], "source": [ "# Compared performances for 2D integration ...\n", "print(\"Without pixel splitting\")\n", "%timeit ai.integrate2d_ng(method=(\"no\", \"histogram\", \"cython\"), **kwargs)\n", "print(\"Bounding box pixel splitting\")\n", "%timeit ai.integrate2d_ng(method=(\"bbox\", \"histogram\", \"cython\"), **kwargs)\n", "print(\"Scalledd Bounding box pixel splitting\")\n", "%timeit ai.integrate2d_ng(method=(\"pseudo\", \"histogram\", \"cython\"), **kwargs)\n", "print(\"Full pixel splitting\")\n", "%timeit ai.integrate2d_ng(method=(\"full\", \"histogram\", \"cython\"), **kwargs)" ] }, { "cell_type": "markdown", "id": "alternative-hacker", "metadata": {}, "source": [ "## Conclusion\n", "\n", "This tutorial presents how pixels are located in polar space and explains why pixels on the azimuthal discontinuity requires special care. It also presents a comparison between the 4 pixel splitting schemes available in pyFAI: without splitting (no), along the bounding box (bbox), a scaled down bounding box (pseudo) and finally the splitting along the edges of each pixel (full). The corresponding runtimes are also provided. " ] }, { "cell_type": "code", "execution_count": 13, "id": "pursuant-bulgaria", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "runtime: 40.187s\n" ] } ], "source": [ "print(f\"runtime: {time.perf_counter()-start_time:.3f}s\")" ] } ], "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": "3.9.5" } }, "nbformat": 4, "nbformat_minor": 5 }