We present the solutions for displacements and stresses subjected to a vertical point load in
a continuously inhomogeneous transversely isotropic half-space with Young's and shear …

In this article, a semi-analytical three-dimensional modeling of dynamic behavior of the
multilayered magnetoelectroelastic plates under simply supported edges boundary …

A boundary element model of a tunnel running through horizontally layered soil with
anisotropic material properties is presented. Since there is no analytical fundamental …

The solution of an impermeable penny-shaped crack subjected to a concentrated thermal
load (prescribed point temperature) applied arbitrarily at the crack surfaces is derived using …

Line integral forms for the elastic field of dislocations in anisotropic, multilayer materials are
developed and utilized in Parametric Dislocation Dynamics (PDD) computer simulations …

Utilizing Fourier transforms, the elastic field of three-dimensional dislocation loops in
anisotropic multilayer materials is developed. Green's functions and their derivatives …

This paper presents Green's functions for transversely isotropic piezoelectric and layered
half-spaces. The surface of the half-space can be under general boundary conditions and a …

Three-dimensional Green's functions (GFs) of steady-state motion in linear anisotropic
elastic half-space and bimaterials are derived within the framework of generalized Stroh …

Abstract By applying discrete Fast Fourier Transformation (FFT), semi-analytical solutions
are developed to calculate the interface elastic fields of anisotropic bimaterial systems with …

In recent years, carbon nanotubes (CNTs) have been widely employed to build advanced
composites. In this work, a Boundary Element Method (BEM) is applied to 3D representative …