Ultrasonic guided wave-based debond identification in a GFRP plate with L-stiffener

Abstract

This paper presents a robust assessment of debond in a glass fibre-reinforced polymer composite structure with L-stiffener attachment. Towards this, the ultrasonic guided wave (GW) propagation based laboratory experiments have been carried out on a stiffened composite panel with piezoelectric transducers for the excitation of GWs and a scanning laser Doppler vibrometer for sensing the GW propagation. To study the changes caused by the stiffener and debond a signal processing based multi-point analysis has been carried out. The proposed methodology consists of two steps. Step 1 using the full wavefield root mean square energy map-based approach to check the presence of debond. Step 2 using point-wise measurements to study debond localization and size estimation using a baseline free signal coefficient difference algorithm (SCDA). The proposed processing approaches are applied for an in-depth analysis of the experimental signals that provide information about the interaction of GWs with stiffener and debond. The mentioned approaches take advantage of the asymmetry caused by the damage. For the applied SCDA methodology there is no need for full-wavefield measurements, healthy case measurements, as only a few measurement points can be enough for the assessment of stiffener debond in such structures.

Numerical Analysis of Guided Waves to Improve Damage Detection and Localization in Multilayered CFRP Panel

“…The Hilbert envelope of the guided wave signals received at different receiver positions are presented in Figure 8 . The envelope of the guided wave signal obtained using Hilbert transform, H ( t ), can be expressed using the following equation [ 29 , 30 , 31 , 32 , 33 ]: …”

“…State-of-the-art reviews in the field of structural damage detection and localization using wavelet-based studies were conducted by several authors [ 26 , 27 , 28 , 29 , 30 ]. The detection and localization of wave-based impact damage in composite plates using CWT by analyzing the displacement of the mode shape is presented by Janeliukstis [ 14 ], and the wavelet coefficients were investigated by Fan [ 15 ].…”