Explicit asymptotic formulations are derived for Rayleigh and Rayleigh-type interfacial and
edge waves. The hyperbolic–elliptic duality of surface and interfacial waves is established …

In this article, an elastic foundation is used to study the characteristics of flexural edge waves
propagating on a piezoelectric structure. The nonlocal elasticity theory is introduced to …

This study examines the propagation characteristics of flexural edge waves in a functionally
graded poroelastic plate within a thermal environment. A transversely isotropic, functionally …

On the basis of the smeared stiffener theory, the evolution of nonlinear axisymmetric
longitudinal waves in a nonlinear elastic cylindrical shell reinforced by internal stringers is …

We develop an explicit asymptotic model for the Rayleigh wave field arising in case of
stresses prescribed on the surface of an orthorhombic elastic half-plane. The model consists …

Dispersion of plane harmonic waves in an elastic layer interacting with a one-or two-sided
Winkler foundation is analyzed. The long-wave low-frequency polynomial approximations of …

The analysis consists of the dynamic behaviour of a thin semi-infinite functionally graded
plate under bending edge wave propagation. The plate is made of transversely isotropic …

An improved Fourier series method (IFSM) is applied to study the free and forced vibration
characteristics of the moderately thick laminated composite rectangular plates on the elastic …

This paper establishes a thin orthotropic rectangular fluid–structure coupled system which
effectively studies the sound-vibration behaviors. The established coupled system is made …

This paper is concerned with the analysis of bending edge waves travelling in a thick
Kirchhoff-type piezoelectric film resting on a Winkler–Fuss foundation. The …