{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Re-calibration of a diffraction image with Jupyter\n", "\n", "Jupyter notebooks (and jupyterlab) are standard tools to perfrom data analysis. \n", "While there are plenty of tutorial on the usage of pyFAI for azimuthal integration, few of then address the need for calculating the geometry of the experimental setup, also because the tool is not yet completely ready...\n", "\n", "In this example we will perform the precise calibration of an image which setup is roughly known." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using pyFAI version: 0.20.0-beta1\n" ] } ], "source": [ "%matplotlib inline\n", "import time\n", "from matplotlib.pyplot import subplots\n", "from pyFAI.gui import jupyter\n", "import pyFAI\n", "import fabio\n", "from pyFAI.test.utilstest import UtilsTest\n", "from pyFAI.calibrant import CALIBRANT_FACTORY\n", "from pyFAI.goniometer import SingleGeometry\n", "print(f\"Using pyFAI version: {pyFAI.version}\")\n", "start_time = time.perf_counter()" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# In this example, we will re-use one of the image used int the test-suite\n", "filename = UtilsTest.getimage(\"Pilatus1M.edf\")\n", "frame = fabio.open(filename).data\n", "# and now display the image\n", "ax = jupyter.display(frame)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# This allow to measure approximatively the position of the beam center ...\n", "x = 200 # x-coordinate of the beam-center in pixels\n", "y = 300 # y-coordinate of the beam-center in pixels\n", "d = 1600 # This is the distance in mm (unit used by Fit2d)\n", "wl = 1e-10 # The wavelength is 1 Ã…" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "AgBh Calibrant with 49 reflections at wavelength 1e-10" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Definition of the detector and of the calibrant:\n", "pilatus = pyFAI.detector_factory(\"Pilatus1M\")\n", "behenate = CALIBRANT_FACTORY(\"AgBh\")\n", "behenate.wavelength = wl\n", "behenate" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Detector Pilatus 1M\t PixelSize= 1.720e-04, 1.720e-04 m\n", "Wavelength= 1.000000e-10m\n", "SampleDetDist= 1.600000e+00m\tPONI= 5.160000e-02, 3.440000e-02m\trot1=0.000000 rot2= 0.000000 rot3= 0.000000 rad\n", "DirectBeamDist= 1600.000mm\tCenter: x=200.000, y=300.000 pix\tTilt=0.000 deg tiltPlanRotation= 0.000 deg" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Set the guessed geometry\n", "initial = pyFAI.geometry.Geometry(detector=pilatus, wavelength=wl)\n", "initial.setFit2D(d,x,y)\n", "initial" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "ControlPoints instance containing 5 group of point:\n", "AgBh Calibrant with 49 reflections at wavelength 1e-10\n", "Containing 5 groups of points:\n", "# a ring 0: 181 points\n", "# b ring 1: 206 points\n", "# c ring 2: 151 points\n", "# d ring 3: 133 points\n", "# e ring 4: 67 points" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# The SingleGeometry object (from goniometer) allows to extract automatically ring and calibrate\n", "sg = SingleGeometry(\"demo\", frame, calibrant=behenate, detector=pilatus, geometry=initial)\n", "sg.extract_cp(max_rings=5)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#Control point and rings do not overlap well initially (this was a guessed geometry)\n", "ax = jupyter.display(sg=sg)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Detector Pilatus 1M\t PixelSize= 1.720e-04, 1.720e-04 m\n", "Wavelength= 1.000000e-10m\n", "SampleDetDist= 1.634784e+00m\tPONI= 4.543486e-02, 3.094184e-02m\trot1=0.000000 rot2= 0.000000 rot3= 0.000000 rad\n", "DirectBeamDist= 1634.784mm\tCenter: x=179.894, y=264.156 pix\tTilt=0.000 deg tiltPlanRotation= 0.000 deg" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Refine the geometry ... here in SAXS geometry, the rotation is fixed in orthogonal setup\n", "sg.geometry_refinement.refine2(fix=[\"rot1\", \"rot2\", \"rot3\", \"wavelength\"])\n", "sg.get_ai()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax = jupyter.display(sg=sg)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# Nota: C-Order, 1 refers to the Y axis, 2 to the X axis \n", "# Calibration done at Tue Jan 19 09:25:31 2021\n", "poni_version: 2\n", "Detector: Pilatus1M\n", "Detector_config: {}\n", "Distance: 1.634713283838036\n", "Poni1: 0.04543617792506925\n", "Poni2: 0.030943912285734728\n", "Rot1: 0.0\n", "Rot2: 0.0\n", "Rot3: 0\n", "Wavelength: 1e-10\n", "# Nota: C-Order, 1 refers to the Y axis, 2 to the X axis \n", "# Calibration done at Tue Jan 19 09:27:35 2021\n", "poni_version: 2\n", "Detector: Pilatus1M\n", "Detector_config: {}\n", "Distance: 1.6347837431388799\n", "Poni1: 0.04543485674888853\n", "Poni2: 0.030941837755787908\n", "Rot1: 0.0\n", "Rot2: 0.0\n", "Rot3: 0\n", "Wavelength: 1e-10\n", "\n" ] } ], "source": [ "#Save the geometry obtained\n", "sg.geometry_refinement.save(\"geometry.poni\")\n", "with open(\"geometry.poni\") as f:\n", " print(f.read())" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#Use the geometry to perform an azimuthal integration\n", "ai = sg.get_ai()\n", "res = ai.integrate1d(frame, 1000)\n", "ax = jupyter.plot1d(res,calibrant=behenate)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "\n", "PyFAI still lacks some good integration into the Jupyter ecosystem, for example to draw a mask or pick control points, but it is nevertheless possible to calibrate an experimental setup when the approximate geometry is known." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Execution time: 3.975 s\n" ] } ], "source": [ "print(f\"Execution time: {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": "3.9.1" } }, "nbformat": 4, "nbformat_minor": 2 }