Pearson Correlation and Discrete Wavelet Transform for Crack Identification in Steel Beams

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Abstract

Discrete wavelet transform is a useful means for crack identification of beam structures. However, its accuracy is severely dependent on the selecting mother wavelet and vanishing moments, which raises a significant challenge in practical structural crack identification. In this paper, a novel approach is introduced for structural health monitoring of beams to fix this challenge. The approach is based on the combination of statistical characteristics of vibrational mode shapes of the beam structures and their discrete wavelet transforms. First, this paper suggests using regression statistics between intact and damaged modes to monitor the health of beam structures. Then, it suggests extracting quasi-Pearson-based mode shape index of the beam structures to use them as an original signal in discrete wavelet transforms. Findings show that the proposed approach has several advantages compared with the conventional mode shape signal processing by the discrete wavelet transforms and significantly improves damage detection’s accuracy.

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Saadatmorad, M., Talookolaei, R. A. J., Pashaei, M. H., Khatir, S., & Wahab, M. A. (2022). Pearson Correlation and Discrete Wavelet Transform for Crack Identification in Steel Beams. Mathematics, 10(15). https://doi.org/10.3390/math10152689

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