Weakening Detection of Composite Structure Adhesive Layer Based on Nonlinear Guided Waves

In this study, a detection method utilizing nonlinear ultrasonic guided waves is presented to tackle the difficulties in detecting localized damage and weakening in bonded composite structures. For a three-layer structure made of polystyrene, acrylic resin, and aluminum plate, dispersion equations for ultrasonic guided waves were developed using the spring model and wave equation. The A1-S1 mode was selected by examining the material parameters’ influence on the adhesive layer’s dispersion curves. The finite element method was employed to simulate the propagation characteristics of ultrasonic guided waves within the composite structure. The error between the theoretically calculated and simulated group velocities was less than 5.15%. As the propagation distance increased, both the nonlinearity coefficient and the amplitude of the second-order harmonic showed an upward trend. This indicates a significant accumulation effect at the second harmonic of nonlinear guided waves. Compared to without adhesive layer weakening, localized and overall weakening resulted in higher amplitudes of the second-order harmonic. Experimental testing of ultrasonic guided waves was conducted to investigate the nonlinear properties of the composite structure. The error between the experimentally measured and theoretically calculated group velocities was less than 6.96%. The experimental results corroborated the propagation accumulation effect of the second-order harmonic amplitude.

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Publication Details

Journal
Applied Sciences
Published
2025-02-11
DOI
https://doi.org/10.3390/app15041836
Citations
2
Primary Topic
Ultrasonics and Acoustic Wave Propagation
Type
article
Field-Weighted Citation Impact
1.73

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article

Weakening Detection of Composite Structure Adhesive Layer Based on Nonlinear Guided Waves

Guolang Shen, Xiaogao Li, Fanqiang Bu, Wencong Wei et al.
2 citations
Applied Sciences
Ultrasonics and Acoustic Wave Propagation
1.73
article

Weakening Detection of Composite Structure Adhesive Layer Based on Nonlinear Guided Waves

Guolang Shen, Xiaogao Li, Fanqiang Bu, Wencong Wei, Xingguo Wang, Cheng-Wen Ma, Guoxing Tang
article en
2 citations

Abstract

In this study, a detection method utilizing nonlinear ultrasonic guided waves is presented to tackle the difficulties in detecting localized damage and weakening in bonded composite structures. For a three-layer structure made of polystyrene, acrylic resin, and aluminum plate, dispersion equations for ultrasonic guided waves were developed using the spring model and wave equation. The A1-S1 mode was selected by examining the material parameters’ influence on the adhesive layer’s dispersion curves. The finite element method was employed to simulate the propagation characteristics of ultrasonic guided waves within the composite structure. The error between the theoretically calculated and simulated group velocities was less than 5.15%. As the propagation distance increased, both the nonlinearity coefficient and the amplitude of the second-order harmonic showed an upward trend. This indicates a significant accumulation effect at the second harmonic of nonlinear guided waves. Compared to without adhesive layer weakening, localized and overall weakening resulted in higher amplitudes of the second-order harmonic. Experimental testing of ultrasonic guided waves was conducted to investigate the nonlinear properties of the composite structure. The error between the experimentally measured and theoretically calculated group velocities was less than 6.96%. The experimental results corroborated the propagation accumulation effect of the second-order harmonic amplitude.

Applied SciencesVol. 15(4)
Jingdezhen Ceramic Institute (CN)
National Natural Science Foundation of China
Openalex Percentile: Top 20%
Ultrasonics and Acoustic Wave Propagation
1.73
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Weakening Detection of Composite Structure Adhesive Layer Based on Nonlinear Guided Waves — Guolang Shen, Xiaogao Li, et al. · Applied Sciences (2025) | TGRS Research Map | TGRS