Optimization of Texture Measurements—Part I: Method: Optimal GridParameter

V. Luzin
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引用次数: 2

Abstract

In texture experiments one always measures a sample with some constrained number of grains N (see the discussion in Bunge (1996). Proc. of Workshop “Math. Methods of Texture Analysis”, Textures and Microstructures 25, 71–108). It is clear that the orientation distribution function (ODF) and pole figures (PFs) measured for this limited N may differ from actual ones. How well do texture measurements reproduce the actual distribution densities? The statistical relevance of such measurements is the main area of interest in the present paper.
纹理测量的优化-第一部分:方法:最优网格参数
在织体实验中,人们总是用一些受限的晶粒数N来测量样本(参见Bunge(1996)的讨论)。工作坊教授“数学”织构分析方法”,织构与微观结构25,71-108)。很明显,在这个有限的N下测量的方向分布函数(ODF)和极数(PFs)可能与实际不同。纹理测量如何很好地再现实际分布密度?这些测量的统计相关性是本论文感兴趣的主要领域。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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