In this paper we discuss nonlinear anisotropic anelasticity formulated based on the two
multiplicative decompositions F= F e F a and F= F a F e. Using the Bilby–Kröner–Lee …

This paper addresses the need of rapid thermomechanical simulation of metal additive
manufacturing by presenting a fully vectorized implementation of predicting the …

Most of the underground rock formations are anisotropic, and the study of the dynamic
response of anisotropic geology containing internal defects is necessary for the …

For a given class of materials, universal deformations are those deformations that can be
maintained in the absence of body forces and by applying solely boundary tractions. For …

Universal deformations of an elastic solid are deformations that can be achieved for all
possible strain–energy density functions and suitable boundary conditions. They play a …

In this paper, we present a large-deformation formulation of the mechanics of remodeling.
Remodeling is anelasticity with an internal constraint—material evolutions that are mass and …

An analytical solution is presented for spherically symmetric growth of a fluid-saturated,
poroelastic inhomogeneity inclusion embedded within a compressible elastoplastic matrix. A …

In this study, the anti-plane dynamic response of an elastic half-space anisotropic medium
containing surface semi-cylindrical depressions and internal cylindrical cavity and type-III …

Ericksen's problem consists of determining all equilibrium deformations that can be
sustained solely by the application of boundary tractions for an arbitrary incompressible …

For elastic contact, an exact analytical solution for the stresses and strains within two
contacting bodies has been known since the 1880s. Despite this, there is no similar solution …