This paper presents the formulation and implementation of a numerical procedure based on
material point method (MPM) to solve fully coupled dynamic problems that undergo large …

The theory of linear poroelasticity describes the interaction between mechanical effects and
adding or removing fluid from rock. It is critical to the study of such geological phenomena as …

The coupling between subsurface flow and geomechanical deformation is critical in the
assessment of the environmental impacts of groundwater use, underground liquid waste …

We perform detailed stability and convergence analyses of sequential-implicit solution
methods for coupled fluid flow and reservoir geomechanics. We analyze four different …

The material coefficients of Biot's anisotropic poroelasticity are interpreted following
micromechanical considerations. The adoption of the micro-homogeneity and micro-isotropy …

Abstract Development of models and dedicated numerical methods for dynamics in fractured
rocks is an active research field, with research moving towards increasingly advanced …

A method is introduced to couple the thermal (T), hydrologic (H), and chemical precipitation/
dissolution (C) capabilities of TOUGHREACT with the mechanical (M) framework of FLAC3D …

In this paper, we formulate a finite element procedure for approximating the coupled fluid
and mechanics in Biot's consolidation model of poroelasticity. Here, we approximate the …

The numerical solution to the Biot equations of 3-D consolidation is still a challenging task
because of the ill-conditioning of the resulting algebraic system and the instabilities that may …

The paper deals with the numerical solution of Biot's equations of coupled consolidation
obtained by a mixed formulation combining continuous Galerkin finite‐element and …