A fully-coupled dynamic model for the fundamental shear horizontal wave generation in a PZT activated SHM system

The fundamental shear horizontal (SHO) wave in plate-like structures is of great importance in structural health monitoring (SHM) applications due to its unique non-dispersive nature. Its generation or reception using piezoelectric (PZT) wafers, however, is always a critical and challenging issue. In this study, a theoretical model on the shear horizontal (SH) wave generation is established based on the continuum mechanics theory. The model considers the dynamic properties of a PZT actuator and its coupling with a host plate through a bonding layer, whose mechanical property is modelled by considering a continuous shear stress but different tangential displacements across the adhesive layer. Closed form solutions are obtained using the trigonometric series decomposition and the modal superposition method. The solution series are shown to exhibit fast convergence. The model, along with some typical physical phenomena, is validated through comparisons with the FEM and experimental results. Numerical analyses allow establishing a series truncation criterion, in relation to the size of the actuator and the wavelength of the SHO wave. It is shown that the dynamic coupling between the PZT and the plate should be considered in the design of PZT-activated SHO wave generation. Typical phenomena in different frequency regions and their impact on the SHO wave generation are scrutinized and discussed. The proposed theoretical model is expected to provide a useful tool for the physical mechanism exploration, structural design and eventually system optimization for SHO wave generation in SHM applications. (C) 2018 Elsevier Ltd. All rights reserved.