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Geometry and algorithms to expand 20 coverage of a 2D detector

机译:几何和算法可扩展2D检测器的20个覆盖范围

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A two-dimensional (2D) diffraction pattern is an image representing the diffraction intensity distribution over the detected area. For data evaluations of various materials characterization, such as phase identification, stress, texture, and crystal size, this distribution is further converted into the intensity distribution over 2 degrees or gamma angles. For many applications, especially phase analysis and structure refinement, it is crucial for the two-dimensional (2D) pattern to have a large 2 degrees range sufficient to cover as many diffraction rings as necessary. The 2 degrees range covered by a 2D detector is determined by the size of the detector active area and the detector distance from the sample. In order to expand the 2 degrees coverage with a given 2D detector, one may collect several 2D frames at various swing angles and then merge the multiple frames, or scan the 2D detector over the desired 2 degrees range during the data collection. This paper introduces the geometry and algorithms to produce accurate 2D diffraction patterns with expanded 2 degrees coverages from multiple images or scanned images. (C) 2018 International Centre for Diffraction Data.
机译:二维(2D)衍射图是表示检测区域上的衍射强度分布的图像。对于各种材料表征的数据评估,例如相识别,应力,织构和晶体尺寸,该分布进一步转换为2度或伽马角上的强度分布。对于许多应用,尤其是相位分析和结构优化,至关重要的是,二维(2D)图案必须具有足够大的2度范围,以覆盖所需的尽可能多的衍射环。 2D检测器覆盖的2度范围取决于检测器有效区域的大小和检测器与样品的距离。为了用给定的2D检测器扩展2度覆盖范围,可以在数据收集过程中以各种摆角收集几个2D帧,然后合并多个帧,或在所需的2度范围内扫描2D检测器。本文介绍了从多幅图像或扫描图像中产生扩展2度覆盖范围的精确2D衍射图样的几何形状和算法。 (C)2018年国际衍射数据中心。

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