In the present study, a comparison of pure, three-point, four-point and cantilever beam
bending problems in the frame of the theory of elastic materials with voids (micro-dilatational …

Micro-dilatation theory of elasticity is the simplest special case of the micromorphic theory,
assuming that the micro-deformation tensor has the spherical form. Recently, it was shown …

The paper deals with the assessment of CO2 storage capacity in cement concrete using
reactive transport modelling of the accelerated carbonation, ie 15 Vol% and experiments. To …

In this paper, we present certain complete solutions in the dilatation theory of elasticity. This
model can be derived as a special case of Eringen's linear theory of microstretched elastic …

In the present paper, mathematical modeling and numerical solution for the 3D carbonation
phenomenon on cement mortars involving aggregates have been investigated for the first …

In the present paper, the modeling of the filtrate drilling fluid as long as near well-bore
damage has been taken into account. The damage experiments have been achieved to …

The paper deals with the understanding of the CO 2 capacity of adsorption through the
anhydrite cement compound, ie, CaO· SiO 2 structure. The Wollastonite structure is prepared …

A meshless local Petrov-Galerkin (MLPG) model of porous elastic materials based on micro-
dilatation theory by Cowin and Nunziato (1983) is developed.. This theory describes …

The paper is concerned with the equilibrium theory of elastic materials with voids. The theory
was introduced by Nunziato and Cowin in order to describe the effects of voids or empty …

The most popular method for computing the matrix logarithm is a combination of the inverse
scaling and squaring method in conjunction with a Padé approximation, sometimes …