奇数项对一次再结晶硅铁片表面织构的影响

P. R. Morris
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引用次数: 2

摘要

本文描述了用高斯扩散函数确定理想织构中晶体取向分布广义球谐展开(GSHE)的线性无关系数的方法。试图从这些功能合成一个实验确定的COD。然后从这些函数的集合中确定l为偶数和l为奇数的系数,并计算COD的GSHE。所使用的方法与Pospiech及其同事所采用的方法相似。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effects of Terms With Odd l on the Surface Texture of Primary-Recrystallized Silicon-Iron Sheet
A procedure is described for determining the linearly independent coefficients of the generalized spherical harmonic expansion (GSHE) of the crystallite orientation distribution (COD) for idealized textures with Gaussian spread functions. An attempt was made to synthesize an experimentally determined COD from such functions. Coefficients with l even and l odd were then determined from the aggregate of such functions, and the resultant GSHE of the COD was calculated. The approach used is similar to that employed by Pospiech and his co-workers.
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