Dinnebier Robert, Scardi Paolo
Max Planck Institute for Solid State Research, Heisenbergstrasse 1, Stuttgart, 70569, Germany.
Department of Civil, Environmental and Mechanical Engineering, University of Trento, via Mesiano 77, Trento, 38123, Italy.
J Appl Crystallogr. 2023 May 9;56(Pt 3):834-853. doi: 10.1107/S1600576723002121. eCollection 2023 Jun 1.
This article is the second part of a series dealing with the description and visualization of mathematical functions used to describe a powder diffraction pattern for teaching and education purposes. The first part dealt with the instrumental and sample contributions to the profile of a Bragg peak [Dinnebier & Scardi (2021 ▸). , 1811-1831]. The second part, here, deals with the mathematics and physics of the intensity in X-ray powder diffraction. Scholarly scripts are again provided using the Wolfram language in .
本文是一个系列文章的第二部分，该系列文章旨在描述和可视化用于教学目的的粉末衍射图谱的数学函数。第一部分讨论了仪器和样品对布拉格峰轮廓的贡献[迪内比尔和斯卡迪（2021▸）。 ，1811 - 1831]。这里的第二部分讨论X射线粉末衍射中强度的数学和物理原理。同样在 中使用Wolfram语言提供学术脚本。
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