采用有限元法和实验法进行缺陷重建

G. Zheng, Bin Wu, C. He
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引用次数: 0

摘要

本文研究了基于有限元法和实验法同时应用的非均质材料缺陷形状重构逆问题。在包含不同缺陷的圆柱形试样中,采用经典的二维有限元法进行缺陷回波计算。从这些计算中得到的结果被用作反问题解的数据。最后给出了实验方法的形状重建结果。虽然两种不同的方法得到相同的结果,但就结果而言,揭示了所提出方法的缺点和优点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Flaw reconstruction using the Finite Element Method and the experimental method
This paper deals with an inverse problem based on the simultaneous use of the Finite Element Method (FEM) and the experimental method for the shape reconstruction of defects in inhomogeneous material. In a cylindrical specimen including different defects, a classic 2D finite element method is used for flaw echo computations. Results obtained from such calculations are used as the data for the inverse problem solution. A brief result of the shape reconstruction of the experimental method is also presented. Although two different ways get the same results, revealing drawbacks and advantages of the proposed approach as regards to the results.
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