Add to ORKGThis study investigates the Eulerian step of a split ALE nite element method for quadratic triangular elements. To solve the convection equation for integration point values, a new method is constructed, directly based on integration point values without using intermediate nodal values. The Molenkamp test and a so-called block test were executed to check the performance and stability of the convection scheme. From these tests it is concluded that the new convection scheme shows accurate results
Element results are in general discontinuous across element boundaries. In the ALE method and relate...
A new numerical-analytical Eulerian procedure is proposed for the solution of convection dominated p...
Abstract: The paper deals with difference schemes for 1D convection diffusion problems on ...
The arbitrary Lagrangian-Eulerian (ALE) finite element method is applied to the simulation of formin...
This paper is devoted to the study of the Eulerian-Lagrangian method (ELM) for convection-diffusion ...
ABSTRACT: Element result data are in general discontinuous across element boundaries. In the ALE met...
The modelling of typical engineering problems such as water-jet cooling of hot-rolled steel strip pr...
This paper provides an analysis on the effects of exact and inexact integrations on stability, conve...
A direct solution method was used, for the solution of the set of difference equations, requiring on...
A conservative semi-Lagrangian finite volume method is presented for the numerical solution of conve...
Abstract. In this paper we analyze a stabilized finite element method to approximate the convection-...
AbstractA new family of Petrov-Galerkin finite element methods on triangular grids is constructed fo...
Abstract. The numerical solution of the convection-diusion-reaction problem is considered in two and...
In this paper a number of distinct issues that are of concern in the construction of an Eulerian or ...
A generic numerical scheme for solution of the convection-diffusion equation using the nodal integra...
Element results are in general discontinuous across element boundaries. In the ALE method and relate...
A new numerical-analytical Eulerian procedure is proposed for the solution of convection dominated p...
Abstract: The paper deals with difference schemes for 1D convection diffusion problems on ...
The arbitrary Lagrangian-Eulerian (ALE) finite element method is applied to the simulation of formin...
This paper is devoted to the study of the Eulerian-Lagrangian method (ELM) for convection-diffusion ...
ABSTRACT: Element result data are in general discontinuous across element boundaries. In the ALE met...
The modelling of typical engineering problems such as water-jet cooling of hot-rolled steel strip pr...
This paper provides an analysis on the effects of exact and inexact integrations on stability, conve...
A direct solution method was used, for the solution of the set of difference equations, requiring on...
A conservative semi-Lagrangian finite volume method is presented for the numerical solution of conve...
Abstract. In this paper we analyze a stabilized finite element method to approximate the convection-...
AbstractA new family of Petrov-Galerkin finite element methods on triangular grids is constructed fo...
Abstract. The numerical solution of the convection-diusion-reaction problem is considered in two and...
In this paper a number of distinct issues that are of concern in the construction of an Eulerian or ...
A generic numerical scheme for solution of the convection-diffusion equation using the nodal integra...
Element results are in general discontinuous across element boundaries. In the ALE method and relate...
A new numerical-analytical Eulerian procedure is proposed for the solution of convection dominated p...
Abstract: The paper deals with difference schemes for 1D convection diffusion problems on ...