ABSTRACT A computationally efficient spectral Kirchhoff plate element is presented for time‐
domain analysis of wave propagation at high frequencies in thin isotropic plates. It employs …

In this paper, the numerical properties of a recently developed high‐order S pectral Euler‐
Bernoulli B eam E lement (SBE) featuring a C1‐continuous approximation of the …

A local-domain wave packet enriched multiphysics finite element (FE) formulation is
employed for accurately solving axisymmetric wave propagation problems in elastic and …

The aim of this series is to discuss the science of various waves. An emphasis is laid on
gras** the big picture of each subject without dealing formalism, and yet understanding …

Through rigorous studies of wave propagation in earlier work by pioneers, a few typical
wave modes with distinct features and solutions have been known as part of the theory and …

We present field solutions for the surface Rayleigh wave fields in a layered half-space with
transversely isotropic symmetry generated by a time-harmonic point load. The objective of …

With the advances of material processing technology and miniaturization of mechanical
devices and components, it is clear now that curvilinear coordinate systems in dealing with …

The model of horizontal layered structure in elastic solids has a wide range of applications in
our real-world scientific research. To explore the propagation characteristics of cylindrical …

The longitudinal waves guided by rods are widely used in broad engineering fields.
Approximate theories are required to improve the understanding of the longitudinal wave …

In elastic solids, there are many different waves propagating with special features and
conditions like the Rayleigh waves and Stoneley waves, to name just a few of the popular …