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Spherical harmonics analysis based on the Reuss model in elastic macro strain and stress determination by powder diffraction

机译:基于Reuss模型的弹性宏观菌株和粉末衍射应力测定的球面谐波分析

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摘要

In this paper a new approach to macro strain/stress analysis by generalized spherical harmonics is presented. It consists of expanding the stress tensor weighted by texture in a series of generalized spherical harmonics with the ground state of expansion specific to the classical Reuss model of an isotropic polycrystal. Like previously reported models having a ground state of hydrostatic type [Popa & Balzar (2001). J Appl Cryst. 34, 187-195] and of Voigt type [Popa et al. (2014). J Appl Cryst. 34, 154-159], the actual model is appropriate for use with Rietveld refinement.
机译:本文提出了一种通过广义球形谐波的宏应变/应力分析的新方法。 它包括在一系列广义球形谐波中扩展纹理加权的压力张量,该谐波具有特异性的各向同性多晶的经典Reuss模型的地面膨胀状态。 与先前报告的模型一样,具有静水压型的地位[Popa和Balzar(2001)。 J appl晶体。 34,187-195]和voigt型[Popa等人。 (2014)。 J appl晶体。 34,154-159],实际模型适用于RIETVELD改进。

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