The first objective of this research is studying the power and energy
transduction between PWAS and structure for the aim of optimizing
guided waves mode tuning and PWAS electromechanical (E/M) impedance for
power-efficient SHM systems. Analytical models for power and energy were
developed based on exact Lamb wave solution with application on
multimodal Lamb wave situations that exist at high excitation
frequencies and/or relatively thick structures. Experimental validation
was conducted using Scanning Laser Doppler Vibrometer. The second
objective of this work focuses on shear horizontal (SH) PWAS which are
poled in the thickness-shear direction (d35 mode). Analytical
and finite element predictive models of the E/M impedance of the free
and bonded SH-PWAS were developed. Next, the wave propagation method has
been considered for isotropic materials. Finally, the power and energy
of SH waves were analytically modeled and a MATLAB graphical user
interface (GUI) was developed for determining the phase and group
velocities, modeshapes, and the energy of SH waves.
The third objective focuses on guided wave propagation in composites.
The transfer matrix method (TMM) has been used to calculate dispersion
curves of guided waves in composites. TMM suffers numerical instability
at high frequency-thickness values, especially in multilayered
composites. A method of using stiffness matrix method was investigated
to overcome instability. A procedure of using combined stiffness
transfer matrix method (STMM) was presented and coded in MATLAB. This
was followed by a comparative study between commonly used methods for
the calculation of ultrasonic guided waves in composites, e.g. global
matrix method (GMM), semi–analytical finite element (SAFE).
The last part of this dissertation addresses three SHM applications:
(1) using the SH-PWAS for case studies on composites, (2) testing of SHM
industrial system for damage detection in an aluminum aerospace-like
structure panel, and (3) measuring dispersion wave propagation speeds in
a variable stiffness CFRP plate.