In this work, we consider a nonlinear strain-limiting elastic model in heterogeneous
domains. We investigate heterogeneous material with soft and stiff inclusions and …

Recent interest in develo** new constitutive models for the behavior of elastic materials
has led to a new nonlinear theory of elasticity, wherein the linearized strain bears a …

We study the crack-tip fields in a three-dimensional (3D) plate with a V-shaped crack
employing Rajagopal's theory of elasticity with the strain-limiting effect. The classical linear …

In this paper, the finite element solutions of crack-tip fields for an elastic porous solid with
density-dependent material moduli are presented. Unlike the classical linearized case in …

Experimental data for the strains and stresses is obtained for some classes of rock, for the
compression and tension of a cylindrical sample without lateral loads, and for the triaxial …

In this paper, we study the preferential stiffness and the crack-tip fields for an elastic porous
solid of which material properties are dependent upon the density. Such a description is …

In order to study the effects of pre‐crack inclination angle and filling material on granite,
uniaxial compression tests were performed on pre‐cracked granite specimens without filling …

Accurate triangulation of the domain plays a pivotal role in computing the numerical
approximation of the differential operators. A good triangulation is the one which aids in …

A theory for two-dimensional (2D) beams is presented for the case of considering new
constitutive equations, wherein the linearized (infinitesimal) strain tensor is assumed to be a …

A constitutive equation for a class of electro-elastic solid is proposed, neglecting dissipation
of energy, and assuming that the gradient of the displacement field is small (the above …