International audienceWe propose a new analysis for the PSPG method applied to the transient Stokes' problem. Stability and convergence are obtained under different conditions on the discretization parameters depending on the approximation used in space. For the pressure we prove optimal stability and convergence only in the case of piecewise affine approximation under the standard condition on the time-step. Finally, we show that the stability problems of the PSPG method can be circumvented using an appropriate discrete reconstruction of the Laplacian operator
The local projection stabilization (LPS) method in space is consid-ered to approximate the evolution...
A finite element error analysis of a local projection stabilization (LPS) method for the time-depen...
This paper studies non inf-sup stable nite element approximations to the evolutionary Navier{Stoke...
Optimal error estimates for the pressure stabilized Petrov--Galerkin (PSPG) method for the continuou...
Optimal error estimates for the pressure stabilized Petrov-Galerkin (PSPG) method for the continuous...
International audienceWe consider the stability and convergence analysis of pressure stabilized fini...
We introduce and analyze discontinuous Galerkin time discretizations coupled with continuous finite ...
Optimal error estimates for the pressure stabilized Petrov--Galerkin method for the evolutionary Sto...
We consider the stability and convergence analysis of pressure stabilized finite element approximati...
We consider the stability and convergence analysis of pressure stabilized finite element approximati...
We analyze pressure stabilized finite element methods for the solution of the generalized Stokes pro...
This article is concerned with the discretisation of the Stokes equations on time- dependent domains...
A finite element error analysis of a local projection stabilization (LPS) method for the time-depend...
The local projection stabilization (LPS) method in space is considered to approximate the evolutiona...
A finite element error analysis of a local projection stabilization (LPS) method for the time-depend...
The local projection stabilization (LPS) method in space is consid-ered to approximate the evolution...
A finite element error analysis of a local projection stabilization (LPS) method for the time-depen...
This paper studies non inf-sup stable nite element approximations to the evolutionary Navier{Stoke...
Optimal error estimates for the pressure stabilized Petrov--Galerkin (PSPG) method for the continuou...
Optimal error estimates for the pressure stabilized Petrov-Galerkin (PSPG) method for the continuous...
International audienceWe consider the stability and convergence analysis of pressure stabilized fini...
We introduce and analyze discontinuous Galerkin time discretizations coupled with continuous finite ...
Optimal error estimates for the pressure stabilized Petrov--Galerkin method for the evolutionary Sto...
We consider the stability and convergence analysis of pressure stabilized finite element approximati...
We consider the stability and convergence analysis of pressure stabilized finite element approximati...
We analyze pressure stabilized finite element methods for the solution of the generalized Stokes pro...
This article is concerned with the discretisation of the Stokes equations on time- dependent domains...
A finite element error analysis of a local projection stabilization (LPS) method for the time-depend...
The local projection stabilization (LPS) method in space is considered to approximate the evolutiona...
A finite element error analysis of a local projection stabilization (LPS) method for the time-depend...
The local projection stabilization (LPS) method in space is consid-ered to approximate the evolution...
A finite element error analysis of a local projection stabilization (LPS) method for the time-depen...
This paper studies non inf-sup stable nite element approximations to the evolutionary Navier{Stoke...