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GENETIC ALGORITHMS IN CRYSTALLOGRAPHIC TEXTURE ANALYSIS ALGORYTMY GENETYCZNE W ANALIZIE TEKSTUR KRYSTALOGRAFICZNYCH

机译:遗传算法在晶体纹理分析中的应用遗传算法在晶体纹理分析中的使用

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摘要

The method of genetic algorithms (GA) is amodern computer technique based on some ideas taken frombiological evolution theory. GA is especially useful for a study ofproblems being not completely determined. They are, e.g.,problems having a few but not very different solutions orproblems without a strict (exact) solution. In the last situation theGA application can be very useful if it is enough to find a goodolution but not necessarily the best one. In GA approach it is notnecessary to know a priori a general scheme of problem solution;however, it is important to have a procedure estimating thequality of a solution. This procedure is necessary to eliminatesome solutions and to accept other ones. In last years the GAmethod was applied with success in different areas of science,e.g., in; sociology, construction engineering, artificial intelligenceand many others.The present work reports the first result (to theauthors'knowledge) of GA application in crystallographic textureanalysis: the orientation distribution function (ODF) is calculatedfrom a set of pole figures (PFs); consequently, the GA methodmay be considered as an alternative method of texture analysis. Itis possible, however, to apply GA to other practical problems inthe field of crystallographic textures. One of such problems maybe finding of the best texture giving required material properties.This may be, e.g., the research of a texture which optimisesmaterial proporties for a given application (e.g., drawability,electric or magnetic properties).
机译:遗传算法(GA)的方法是一种现代的计算机技术,它基于生物学进化论的一些思想。 GA对于尚未完全确定的问题的研究特别有用。例如,它们是具有几个但不是很不同的解决方案的问题,或者是没有严格(精确)解决方案的问题。在最后一种情况下,如果足以找到良好的解决方案,但不一定是最好的解决方案,那么GA应用程序将非常有用。在遗传算法方法中,不必先验地知道问题解决的一般方案;但是,重要的是要有一个过程来估计解决方案的质量。此过程对于消除某些解决方案并接受其他解决方案是必需的。近年来,GA方法已成功应用于科学的不同领域,例如:本工作报告了遗传算法在晶体纹理分析中的第一个结果(向作者了解):方向分布函数(ODF)是根据一组极坐标图(PF)计算得出的。因此,可以将GA方法视为纹理分析的替代方法。然而,有可能将GA应用于晶体织构领域中的其他实际问题。这样的问题之一可能是找到赋予所需材料性能的最佳纹理,例如,对可以优化给定应用的材料比例(例如可拉伸性,电或磁性能)的纹理进行研究。

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