Add to ORKGAbstract. In this paper we present a reformulation of the poroelasticity system and a decoupled algorithm for the numerical solution. This reformulation enables us to construct a highly efficient multigrid method, confirmed by a realistic experiment.
A multigrid method is described that can solve history dependent, material nonlinear solid mechanics...
Traditional models of poroelastic deformation in porous media assume relatively homogeneous material...
The quasi-static multiple network poroelastic theory (MPET) model, first introduced in the context o...
In this paper we present a reformulation of the poroelasticity system and a decoupled algorithm for ...
In this work, we present a robust and efficient multigrid solver for a reformulated version of the s...
them y of for In this paper, we present a robust and efficient multigrid solver for a transformed ve...
In this work, a multigrid waveform relaxation method is proposed for solving a collocated finite dif...
In this study, a nonlinear multigrid method is applied for solving the system of incompressible por...
The interaction between fluid flow and a deformable porous medium is a complicated multi-physics pro...
In this paper, we present a multigrid method with problem-dependent prolongation and restriction for...
In this paper, we present problem–dependent prolongation and problem–dependent restriction for a mul...
International audienceMultiphysics phenomena and coupled-field problems usually lead to analyses whi...
Traditional models of poroelastic deformation in porous media assume relatively homogeneous material...
This work contains some of the more relevant results obtained by the author regarding the numerical ...
In this work, we consider the coupled systems of linear unsteady partial differential equations, whi...
A multigrid method is described that can solve history dependent, material nonlinear solid mechanics...
Traditional models of poroelastic deformation in porous media assume relatively homogeneous material...
The quasi-static multiple network poroelastic theory (MPET) model, first introduced in the context o...
In this paper we present a reformulation of the poroelasticity system and a decoupled algorithm for ...
In this work, we present a robust and efficient multigrid solver for a reformulated version of the s...
them y of for In this paper, we present a robust and efficient multigrid solver for a transformed ve...
In this work, a multigrid waveform relaxation method is proposed for solving a collocated finite dif...
In this study, a nonlinear multigrid method is applied for solving the system of incompressible por...
The interaction between fluid flow and a deformable porous medium is a complicated multi-physics pro...
In this paper, we present a multigrid method with problem-dependent prolongation and restriction for...
In this paper, we present problem–dependent prolongation and problem–dependent restriction for a mul...
International audienceMultiphysics phenomena and coupled-field problems usually lead to analyses whi...
Traditional models of poroelastic deformation in porous media assume relatively homogeneous material...
This work contains some of the more relevant results obtained by the author regarding the numerical ...
In this work, we consider the coupled systems of linear unsteady partial differential equations, whi...
A multigrid method is described that can solve history dependent, material nonlinear solid mechanics...
Traditional models of poroelastic deformation in porous media assume relatively homogeneous material...
The quasi-static multiple network poroelastic theory (MPET) model, first introduced in the context o...