{ "cells": [ { "cell_type": "markdown", "id": "b6f8c94a", "metadata": {}, "source": [ "# Parallax effect\n", "\n", "This tutorial present how the volumetric absorption of photons can be taken into account to explain the peak shift at large incidence angle and quantify parallax the effet.\n", "\n", "This effect apparently disturbes the calibration at very large scattering angle and is likely to jeopardize PDF measurements.\n", "\n", "![experiment description](parallax.svg)\n", "\n", "Let's consider the sensor of a detector and assume it is a thick slab of material. This sensor is characterized by its photon absorption, but since it is not that obvious to find the numerical values, we will consider the **thickness** and the **efficiency** of the sensor (measured normaly). The efficiency depends on the incident photon energy which is assumed monochromatic.\n", "\n", "The volumic absorption follows a first order (exponential) decay, assymmetric, which is the cause of the apparent shift of peaks in the calibration procedure. This tutorial tries to quantify the effect.\n", "\n", "For most of the tutorial, the Perkin-Elmer flat panel detector is considered, it has a dopped CsI sintillator of 200µm which has an apparent efficiency of 80% at 35keV. The pixel size is 100µm.\n", "\n", "The incoming beam is considered with a Gaussian shape, but circular and square signals should be considered as well. We will assume the FWHM of the beam is 1mm and will tune this parameter. It correspond in first approximation to the sample size." ] }, { "cell_type": "code", "execution_count": 1, "id": "1fe5b4e6", "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "# use `widget` instead of `inline` for better user-exeperience. `inline` allows to store plots into notebooks.\n", "import time\n", "start_time = time.perf_counter()\n", "import numpy\n", "from matplotlib.pyplot import subplots\n", "import numexpr\n", "import scipy.integrate, scipy.signal\n", "from math import sin, cos, pi, log, sqrt\n", "EPS = numpy.finfo(\"float64\").eps" ] }, { "cell_type": "code", "execution_count": 2, "id": "11a900f6", "metadata": {}, "outputs": [], "source": [ "class Decay:\n", " OVER = 64 # Default oversampling value\n", " def __init__(self, thickness, efficiency):\n", " \"\"\"Class to simulate the parallax effect\n", " \n", " :param thickness: thickness of the sensible layer, in meter or mm, µm...\n", " :param efficiency: efficiency for the sensor material between 0 and 1\n", " \"\"\"\n", " self.thickness = float(thickness)\n", " self.efficiency = float(efficiency)\n", " self.lam = - log(1.0-efficiency)/thickness\n", " self.formula = numexpr.NumExpr(\"where(x<0, 0.0, l*exp(-l*x))\")\n", " \n", " def __call__(self, x):\n", " \"Calculate the absorption at position x\"\n", " return self.formula(self.lam, x)\n", " \n", " def integrate(self, x):\n", " \"\"\"Integrate between 0 and x\n", " \n", " :param x: length of the path, same unit as thickness\n", " \"\"\"\n", " return scipy.integrate.quad(s, 0.0, x)\n", " \n", " def test(self):\n", " \"\"\"Validate the formula for lambda\n", " sum(decay) between 0 and thickness is efficiency\"\"\"\n", " value, error = self.integrate(self.thickness)\n", " assert abs(value - self.efficiency) < error \n", " \n", " def absorption(self, angle, over=None):\n", " \"\"\"Calculate the absorption along the path for a beam inclined with the given angle\n", " :param angle: \n", " :return position (along the detector), absorption (normalized)\n", " \"\"\"\n", " over = over or self.OVER\n", " angle_r = numpy.deg2rad(angle)\n", " length = self.thickness/cos(angle_r)\n", " step = length/over\n", " pos = numpy.linspace(0, length, over)\n", " decay = self.__call__(pos)\n", " decay /= decay.sum() # Normalize the decay\n", " pos *= sin(angle_r) # rotate the decay to have it in the detector plan:\n", " return pos, decay\n", " \n", " def gaussian(self, width, over=None):\n", " \"\"\"Model the beam as a gaussian\n", " \n", " :param width: FWHM of the gaussian curve \n", " :param over: oversampling factor, take that many points to describe the peak\n", " :return: position, intensity (normalized)\n", " \"\"\"\n", " over = over or self.OVER\n", " if width1:\n", " return x[idx_max].mean()\n", " \n", " idx = idx_max[0]\n", " if idx>1 or idx1: \n", " print(\"Too large displacement\")\n", " return x[idx]\n", " step = (x[-1]-x[0])/(len(x)-1)\n", " return x[idx] + delta*step\n", " return x[idx]\n", " \n", " \n", "# s = Decay(0.2, 0.8) #200µm, 80% efficiency\n", "s = Decay(0.45, 0.35) #450µm, 35% efficiency 450µ Si @ 20keV\n", "s.test()" ] }, { "cell_type": "code", "execution_count": 3, "id": "2465d4e4", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = subplots(3, 3, figsize=(15,15))\n", "for id0, shape in enumerate((\"gaussian\", \"circle\", \"square\")):\n", " for id1, w in enumerate((0.1, 0.4, 1.0)):\n", " p=s.plot_displacement(w, 60, beam=shape, ax=ax[id0, id1])" ] }, { "cell_type": "code", "execution_count": 4, "id": "14383e60", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "width = 1\n", "angles = numpy.arange(90)\n", "displ_g = [s.measure_displacement(width, a, beam=\"gaussian\", over=1024) for a in angles]\n", "displ_c = [s.measure_displacement(width, a, beam=\"circle\", over=1024) for a in angles]\n", "displ_s = [s.measure_displacement(width, a, beam=\"square\", over=1024) for a in angles]\n", "\n", "fig,ax = subplots()\n", "\n", "ax.plot(angles, displ_g, label=\"Gaussian profile\")\n", "ax.plot(angles, displ_c, label=\"Circular profile\")\n", "# ax.plot(angles, displ_s, label=\"Square profile\")\n", "ax.set_title(\"450µm Si @ 20keV, 35% efficiency\")\n", "# ax.set_title(\"200µm CsI @ 35keV, 80% efficiency\")\n", "fig.suptitle(f\"Displacement of beam ({width} mm) due to parallax\")\n", "ax.set_ylabel(\"Displacement (mm)\")\n", "ax.set_xlabel(\"Incidence angle (°)\")\n", "ax.plot(angles, numpy.sin(numpy.deg2rad(angles))/s.lam, label=r\"Theory $sin(\\alpha)/\\mu$\")\n", "ax.legend()\n", "# fig.savefig(\"Perkin.png\")\n", "fig.savefig(\"Pilatus.png\")\n", "pass" ] }, { "cell_type": "markdown", "id": "2f9dabae", "metadata": {}, "source": [ "## Conclusion\n", "\n", "The parallax effect induces a displacement of the ring, the numerical value is almost proportional to the scattering angle for all useable incidence angles (<60°) and represents at maximum one pixel (100µm).\n", "\n", "This tutorial can directly be re-run for photon counting detectors like the Pilatus detector manufactured by Dectris, with the efficiency curves provided by the manufacturer: \n", "![Efficiency of Si-based detector](silicon_sensors_QE_450_1000.webp)\n", "![Efficiency of CdTe-based detector](CdTe_sensors-QE_CdTe_.jpg__750x562_q90_subsampling-2.jpg)" ] }, { "cell_type": "code", "execution_count": 5, "id": "fac85571", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Execution time: 3.606s\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": "3.9.5" } }, "nbformat": 4, "nbformat_minor": 5 }