A multidomain spectral collocation scheme is proposed for the approximation of the two-dimensional Stokes problem. It is shown that the discrete velocity vector field is exactly divergence-free and we prove error estimates both for the velocity and the pressure
A new and detailed analysis of the basic Uzawa algorithm for decoupling of the pressure and the velo...
The aim of this work is to present a new spectral method without spurious modes for the Stokes syste...
The MAC discretization of fluid flow is analyzed for the stationary Stokes equations. It is proved t...
The method of Moser, Moin, and Leonard (1983) for the approximation of the three-dimensional Navier-...
The method of Moser, Moin, and Leonard (1983) for the approximation of the three-dimensional Navier-...
The method of Moser, Moin, and Leonard (1983) for the approximation of the three-dimensional Navier-...
The aim of the paper is to study a collocation spectral method to approximate the Navier-Stokes equa...
Spectral collocation methods have proven to be efficient discretization schemes for many aerodynamic...
In this paper, we consider different possibilities of using divergence-free discontinuous Galerkin m...
AbstractA conforming spectral domain decomposition technique is described for the solution of Stokes...
We consider the Stokes problem provided with non standard boundary conditions which involve the norm...
Abstract. We analyze a new formulation of the Stokes equations in three-dimensional axisymmetric geo...
We analyze a new formulation of the Stokes equations in three-dimensional axisymmetric geometries, r...
Abstract: The Stokes problem in a tridimensional axisymmetric domain results into a countable family...
This review covers the theory and application of spectral collocation methods. Section 1 describes t...
A new and detailed analysis of the basic Uzawa algorithm for decoupling of the pressure and the velo...
The aim of this work is to present a new spectral method without spurious modes for the Stokes syste...
The MAC discretization of fluid flow is analyzed for the stationary Stokes equations. It is proved t...
The method of Moser, Moin, and Leonard (1983) for the approximation of the three-dimensional Navier-...
The method of Moser, Moin, and Leonard (1983) for the approximation of the three-dimensional Navier-...
The method of Moser, Moin, and Leonard (1983) for the approximation of the three-dimensional Navier-...
The aim of the paper is to study a collocation spectral method to approximate the Navier-Stokes equa...
Spectral collocation methods have proven to be efficient discretization schemes for many aerodynamic...
In this paper, we consider different possibilities of using divergence-free discontinuous Galerkin m...
AbstractA conforming spectral domain decomposition technique is described for the solution of Stokes...
We consider the Stokes problem provided with non standard boundary conditions which involve the norm...
Abstract. We analyze a new formulation of the Stokes equations in three-dimensional axisymmetric geo...
We analyze a new formulation of the Stokes equations in three-dimensional axisymmetric geometries, r...
Abstract: The Stokes problem in a tridimensional axisymmetric domain results into a countable family...
This review covers the theory and application of spectral collocation methods. Section 1 describes t...
A new and detailed analysis of the basic Uzawa algorithm for decoupling of the pressure and the velo...
The aim of this work is to present a new spectral method without spurious modes for the Stokes syste...
The MAC discretization of fluid flow is analyzed for the stationary Stokes equations. It is proved t...