The torsional surface wave in a prestressed anisotropic intermediate poroelastic layer of varying heterogeneities

Abstract

The aim of this paper is to study the behavior of the torsional surface wave in a heterogeneous initially stressed vertical fluid-saturated anisotropic layer sandwiched between inhomogeneous and homogeneous porous half-spaces. It has been considered that the mass density and rigidity of the upper half-space and intermediate layer are space dependent. The proposed model is solved to obtain different dispersion relations for the torsional surface wave in a heterogeneous poroelastic medium lying between two half-spaces. The influence of compressive stress and heterogeneity on torsional surface wave dispersion is shown numerically. It has been observed that heterogeneity, porosity, initial stress of the layer and inhomogeneity of the upper and porosity of lower half-spaces affect the torsional wave speed much. The wave analysis further indicates that the torsional surface waves travel faster in elastic half-spaces in comparison than in the fluid-saturated porous layer.

Attenuation and dispersion phenomena of shear waves in anelastic and elastic porous strips

“…Kundu et al (2017) established a complex frequency equation for the SH-wave propagation in an anisotropic porous and viscoelastic layer. Kakar and Kakar (2018) studied the torsional waves in a varying heterogeneities anisotropic medium. Love waves in an inhomogeneous fluid saturated porous layered half-space with linearly varying properties examined by Ke et al (2006).…”