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Inverse analysis for ECT models formulated by Laplace transform BEM with singular value decomposition and fuzzy inference

机译:Laplace变换BEM建模的ECT模型的奇异值分解和模糊推理

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摘要

This paper presents inverse analysis which is formulated by boundary element method (BEM) with Laplace transform and the matrices for inverse analysis are stabilized with singular value decomposition and fuzzy inference. The proposed method is applied to crack shape identification on an eddy current testing (ECT). In conventional method, some crack shapes can not be obtained because of an ill-posed problem, the new method can identify crack shapes by stabilizing the matrices. In this paper, it is shown that the proposed method is applicable to the crack shape estimation of ECT.
机译:本文提出了用边界元法(BEM)结合拉普拉斯变换进行反分析的方法,并通过奇异值分解和模糊推理来稳定反分析矩阵。所提出的方法被应用于涡流测试(ECT)的裂纹形状识别。在传统方法中,由于不适定问题而无法获得某些裂纹形状,因此该新方法可以通过稳定矩阵来识别裂纹形状。结果表明,该方法适用于ECT的裂纹形状估计。

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