Defect detection and localisation using guided wave images from array data processed by nonlinear autoregressive exogenous model and Gamma statistical operator

Kangwei Wang, Jie Zhang, Yang Xiao, A. Croxford, Yong Yang
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Abstract

Guided wave structural health monitoring (GWSHM) systems, using the delay-and-sum imaging algorithm, are an efficient solution to detect and localise defects in industrial structures. However, the image artifacts caused by either imperfect detection or sensor lay-out limitations make it difficult to identify and locate defects accurately. In order to enhance the performance of defect detection and localisation in GWSHM systems, this paper proposes a three-step procedure for post-processing guided wave signals prior to image formation. In the first step, the signals are processed using the nonlinear autoregressive exogenous model to suppress noise from benign features. The second step calculates the probability of defect presence based on the rescaled Gamma cumulative distribution function. This probabilistic threshold is then determined from the quantile mapping. Finally, a guide wave image is formed using the delay-and-sum imaging algorithm. The experimental validation was performed to inspect a 6 mm-diameter through-thickness circular hole on an aluminium plate and the defects were further scaled as simulated datasets to test its detectability under various amplitudes. In the second procedure step, the detection and localisation performance of the proposed procedure was compared with that of using the signal difference coefficient and the Rayleigh maximum likelihood estimator. It is shown that the proposed procedure can enhance the contrast between damaged and undamaged regions, providing more reliable and accurate guided wave images.
利用由非线性自回归外生模型和伽马统计算子处理的阵列数据导波图像进行缺陷检测和定位
导波结构健康监测(GWSHM)系统采用延迟和成像算法,是检测和定位工业结构缺陷的有效解决方案。然而,由于不完善的检测或传感器布局的限制而造成的图像伪影,使其难以准确识别和定位缺陷。为了提高 GWSHM 系统中缺陷检测和定位的性能,本文提出了一个在图像形成之前对导波信号进行后处理的三步程序。第一步,使用非线性自回归外生模型处理信号,以抑制良性特征的噪声。第二步,根据重标伽玛累积分布函数计算缺陷存在的概率。然后根据量子映射确定概率阈值。最后,利用延迟和成像算法形成导波图像。实验验证是对铝板上直径 6 毫米的通厚圆孔进行检测,并将缺陷进一步缩放为模拟数据集,以测试其在不同振幅下的可探测性。在第二步程序中,比较了建议程序与使用信号差异系数和瑞利最大似然估计器的检测和定位性能。结果表明,建议的程序可以增强受损区域和未受损区域之间的对比度,提供更可靠、更准确的导波图像。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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