Add to ORKGAbstract. This work presents a numerical solution of the two-dimensional diffusion equation in comparison with the analytical solution. The norms L2 and L ∞ of the error are evaluated for two variants of the finite element method: the Galerkin Finite Element Method (GFEM) and the Least-Squares Finite Element Method (LSFEM). Two applications are presented and discussed
In the present thesis it is shown that the most natural choice for a norm for the analysis of the Ga...
The diffusion equation or known as heat equation is a parabolic and linear type of partial different...
In this paper, we apply the characteristic finite volume method (CFVM) for solving a convection-diff...
A finite element Galerkin method for a diffusion equation with constrained energy and nonlinear boun...
An a priori error analysis of the finite volume element method, a locally conservative, Petrov-Galer...
Abstract. In classical mixed finite element method, the choice of the finite element approximating s...
In this work, we present a novel error analysis for recovering a spatially dependent diffusion coeff...
AbstractA least squares finite element scheme for a boundary value problem associated with a second-...
The present work explores an error analysis of Galerkin finite element method (GFEM) for computing s...
In the present numerical study, the two dimensional diffusion equations are converted to a system of...
Abstract In this paper, we prove uniform optimal-order error estimates for characteristics-mixed fin...
International audienceThis article is a review on basic concepts and tools devoted to a posteriori e...
summary:So far optimal error estimates on Bakhvalov-type meshes are only known for finite difference...
A Finite Element numerical method has been developed to simulate the fluid flow over two dimensional...
Various initial and boundary value problems for a 2-dimensional reaction-diffusion equation are stud...
In the present thesis it is shown that the most natural choice for a norm for the analysis of the Ga...
The diffusion equation or known as heat equation is a parabolic and linear type of partial different...
In this paper, we apply the characteristic finite volume method (CFVM) for solving a convection-diff...
A finite element Galerkin method for a diffusion equation with constrained energy and nonlinear boun...
An a priori error analysis of the finite volume element method, a locally conservative, Petrov-Galer...
Abstract. In classical mixed finite element method, the choice of the finite element approximating s...
In this work, we present a novel error analysis for recovering a spatially dependent diffusion coeff...
AbstractA least squares finite element scheme for a boundary value problem associated with a second-...
The present work explores an error analysis of Galerkin finite element method (GFEM) for computing s...
In the present numerical study, the two dimensional diffusion equations are converted to a system of...
Abstract In this paper, we prove uniform optimal-order error estimates for characteristics-mixed fin...
International audienceThis article is a review on basic concepts and tools devoted to a posteriori e...
summary:So far optimal error estimates on Bakhvalov-type meshes are only known for finite difference...
A Finite Element numerical method has been developed to simulate the fluid flow over two dimensional...
Various initial and boundary value problems for a 2-dimensional reaction-diffusion equation are stud...
In the present thesis it is shown that the most natural choice for a norm for the analysis of the Ga...
The diffusion equation or known as heat equation is a parabolic and linear type of partial different...
In this paper, we apply the characteristic finite volume method (CFVM) for solving a convection-diff...