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 …

Elastodynamics of a half-space coated by a thin soft layer with a clamped upper face is
considered. The focus is on the analysis of localized waves that do not exist on a clamped …

Near-surface resonance phenomena often arise in semi-infinite solids. For instance, when a
moving load with a speed v close to the surface wave speed v R is applied to the surface of …

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 …

This paper is concerned with elucidation of the general properties of the bending edge wave
in a thin linearly elastic plate that is supported by a Winkler foundation. A homogeneous …

We derive explicit asymptotic formulations for surface, interfacial and edge waves in elastic
solids. The effects of mixed boundary conditions and layered structure are incorporated. A …

In this paper, we study the propagation of Rayleigh waves in a nonlocal orthotropic elastic
half-space subject to impedance boundary conditions using the weakly nonlocal elasticity …

Due to the fact that anisotropic medium model is much common in earthquake engineering,
dynamic response of a circular cavity and a crack in anisotropically elastic half-space under …

This paper deals with the Rayleigh wave, propagating on a nonlocally elastic, linearly
isotropic half-space, excited by a prescribed surface loading. The consideration develops …

This thesis deals with surface wave propagation in elastic solids. It develops further the
methodology of asymptotic hyperbolic-elliptic models for the surface elastic waves, aiming at …