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Application of soft-thresholding on the decomposed Lamb wave signals for damage detection of plate-like structures

机译:软阈值对分解后的兰姆波信号在板状结构损伤检测中的应用

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摘要

Effective application of the Lamb waves for structural health monitoring and damage identification intensively relies on the accurate damage-related feature extraction in the received signals. Most of existing signal processing methods extract the damage-related features from the time-frequency joint spectrum which requires a quite amount of effort. In this paper, the soft-thresholding process, based on different signal decomposition methods, is introduced to damage identification so that the damage-related signal features can be manifested more distinctively. By applying two popular signal decomposition methods (i.e., the discrete wavelet transform (DWT) and the empirical mode decomposition (EMD)), the signal of interest can be represented by a series of components with different frequencies. Since most noises exist in the high frequency range, it is feasible to alleviate noise by restricting the energy of high-frequency components. Finally, a denoised signal is synthesized using the corresponding reconstruction method. As an application, the soft-thresholding process is performed to detect a small crack on an isotropic aluminum plate under the white Gaussian noise contamination. The results, from both the numerical finite element simulation and experimental test, indicate that the soft-thresholding process is capable of effectively reducing the effect of noise, convincingly improving the sensitivity of damage identification, and discriminating relatively small damage. (C) 2015 Elsevier Ltd. All rights reserved.
机译:兰姆波在结构健康监测和损伤识别中的有效应用在很大程度上依赖于接收信号中与损伤相关的准确特征提取。大多数现有的信号处理方法都从时频联合频谱中提取与损伤相关的特征,这需要大量的精力。本文将基于不同信号分解方法的软阈值处理方法引入到损伤识别中,从而使与损伤相关的信号特征更加明显。通过应用两种流行的信号分解方法(即离散小波变换(DWT)和经验模态分解(EMD)),感兴趣的信号可以由一系列具有不同频率的分量表示。由于大多数噪声都存在于高频范围内,因此通过限制高频分量的能量来减轻噪声是可行的。最后,使用相应的重构方法合成去噪信号。作为一种应用,执行软阈值处理以检测在白色高斯噪声污染下各向同性铝板上的小裂纹。数值有限元模拟和实验测试的结果表明,软阈值处理能够有效地降低噪声的影响,有说服力地提高损伤识别的灵敏度,并区分出相对较小的损伤。 (C)2015 Elsevier Ltd.保留所有权利。

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