This article presents a novel finite element formulation for the Biot equation using low-order elements. Additionally, an extra degree of freedom is introduced to treat the volumetric locking steaming from the effective response of the medium; its balance equation is also stabilized. The accuracy of the proposed formulation is demonstrated by means of numerical analyses.Peer ReviewedPostprint (author's final draft
We propose a new formulation along with a family of finite element schemes for the approximation of ...
The solution of problems in which coupling occurs between the displacement of the soil skeleton and ...
In this work, we consider two discretizations of the three-field formulation of Biot’s consolidation...
This article presents a novel finite element formulation for the Biot equation using low-order eleme...
A stable finite element scheme that avoids pressure oscillations for a three-field Biot’s model in p...
Dynamic problems of fluid-saturated soils have to be assessed through a complete formulation where d...
An adaptively stabilized monolithic finite element model is proposed to simulate the fully coupled t...
A mathematical formulation for finite strain elasto plastic consolidation of fully saturated soil me...
This is the peer reviewed version of the following article: [de-Pouplana, I., and Oñate, E. (2017) A...
An adaptively stabilized finite element scheme is proposed for a strongly coupled hydro-mechanical p...
This paper deals with the stabilization of the poroelasticity system, in the incompressible fully dy...
This paper presents a computational framework for the numerical analysis of fluid-saturated porous m...
We are developing a finite element program for oil and gas reservoir simulation based on Biot's poro...
In this work, we are interested in efficiently solving the quasi‐static, linear Biot model for poroe...
In this paper, an efficient and robust methodology to simulate saturated soils subjected to low-medi...
We propose a new formulation along with a family of finite element schemes for the approximation of ...
The solution of problems in which coupling occurs between the displacement of the soil skeleton and ...
In this work, we consider two discretizations of the three-field formulation of Biot’s consolidation...
This article presents a novel finite element formulation for the Biot equation using low-order eleme...
A stable finite element scheme that avoids pressure oscillations for a three-field Biot’s model in p...
Dynamic problems of fluid-saturated soils have to be assessed through a complete formulation where d...
An adaptively stabilized monolithic finite element model is proposed to simulate the fully coupled t...
A mathematical formulation for finite strain elasto plastic consolidation of fully saturated soil me...
This is the peer reviewed version of the following article: [de-Pouplana, I., and Oñate, E. (2017) A...
An adaptively stabilized finite element scheme is proposed for a strongly coupled hydro-mechanical p...
This paper deals with the stabilization of the poroelasticity system, in the incompressible fully dy...
This paper presents a computational framework for the numerical analysis of fluid-saturated porous m...
We are developing a finite element program for oil and gas reservoir simulation based on Biot's poro...
In this work, we are interested in efficiently solving the quasi‐static, linear Biot model for poroe...
In this paper, an efficient and robust methodology to simulate saturated soils subjected to low-medi...
We propose a new formulation along with a family of finite element schemes for the approximation of ...
The solution of problems in which coupling occurs between the displacement of the soil skeleton and ...
In this work, we consider two discretizations of the three-field formulation of Biot’s consolidation...