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Frequency Optimization for Enhancement of Surface Defect Classification Using the Eddy Current Technique

机译:使用涡流技术优化频率以增强表面缺陷分类

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摘要

Eddy current testing is quite a popular non-contact and cost-effective method for nondestructive evaluation of product quality and structural integrity. Excitation frequency is one of the key performance factors for defect characterization. In the literature, there are many interesting papers dealing with wide spectral content and optimal frequency in terms of detection sensitivity. However, research activity on frequency optimization with respect to characterization performances is lacking. In this paper, an investigation into optimum excitation frequency has been conducted to enhance surface defect classification performance. The influences of excitation frequency for a group of defects were revealed in terms of detection sensitivity, contrast between defect features, and classification accuracy using kernel principal component analysis (KPCA) and a support vector machine (SVM). It is observed that probe signals are the most sensitive on the whole for a group of defects when excitation frequency is set near the frequency at which maximum probe signals are retrieved for the largest defect. After the use of KPCA, the margins between the defect features are optimum from the perspective of the SVM, which adopts optimal hyperplanes for structure risk minimization. As a result, the best classification accuracy is obtained. The main contribution is that the influences of excitation frequency on defect characterization are interpreted, and experiment-based procedures are proposed to determine the optimal excitation frequency for a group of defects rather than a single defect with respect to optimal characterization performances.
机译:涡流测试是一种非常流行的非接触式且经济高效的方法,可以对产品质量和结构完整性进行无损评估。激励频率是表征缺陷的关键性能因素之一。在文献中,有许多有趣的论文涉及检测灵敏度方面的广谱内容和最佳频率。然而,缺乏关于表征性能的频率优化研究活动。在本文中,已经对最佳激励频率进行了研究,以增强表面缺陷分类性能。使用内核主成分分析(KPCA)和支持向量机(SVM),从检测灵敏度,缺陷特征之间的对比度以及分类精度方面揭示了激励频率对一组缺陷的影响。可以看出,当激励频率设置为接近最大缺陷的最大探测信号的频率时,对于一组缺陷,探测信号总体上最敏感。使用KPCA后,从支持向量机的角度来看,缺陷特征之间的边距是最佳的,支持向量机采用最佳的超平面来最小化结构风险。结果,获得了最佳的分类精度。主要贡献在于,可以解释激励频率对缺陷表征的影响,并提出了基于实验的程序来确定一组缺陷而不是单个缺陷的最佳表征性能。

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