This paper applied the multiscale boundary element method for the numerical solution of the Poisson equation. The multiscale technique coupling with boundary element method will be used to solve the problem of Poisson equation efficiently and faster. Numerical example is given to illustrate the efficiency of the propose method. The solution of proposed method will be compared with boundary element method and the former method show less iteration in computation
In this paper we present the adaptive variational multiscale method for solving the Poisson equation...
The paper is concerned with the homogenization problem for the Poisson equation in a domain, a part ...
This expository book surveys the main concepts and recent advances in multiscale finite element meth...
This paper applied the multiscale boundary element method for the numerical solution of the Poisson ...
This paper deals with the efficient 3D multidomain boundary element method (BEM) for solving a Poiss...
Abstract. An abstract framework for constructing finite element multiscale methods is pre-sented. Us...
In numerical methods, boundary element method has been widely used to solve acoustic problems. Howev...
Persamaan Poisson-Boltzmann (PBE) digunakan untuk memodelkan elektrolit simetris dalam dua piring be...
An efficient method has been developed for the fast solution of the boundary problems of Poisson's e...
Poisson's equation is very important in electrostatics, mechanical engineering and theoretical physi...
A general technique to develop arbitrary-sided polygonal elements based on the scaled boundary finit...
Poisson equation is a very important partial differential equation in physics and engineering applic...
.ABSTRACT: A fast multigrid boundary element MBE method for solving the Poisson equation for macromo...
Homotopy perturbation method HPM and boundary element method BEM for calculating the exact and num...
We present a new framework for expressing finite element methods on multiple intersecting meshes: mu...
In this paper we present the adaptive variational multiscale method for solving the Poisson equation...
The paper is concerned with the homogenization problem for the Poisson equation in a domain, a part ...
This expository book surveys the main concepts and recent advances in multiscale finite element meth...
This paper applied the multiscale boundary element method for the numerical solution of the Poisson ...
This paper deals with the efficient 3D multidomain boundary element method (BEM) for solving a Poiss...
Abstract. An abstract framework for constructing finite element multiscale methods is pre-sented. Us...
In numerical methods, boundary element method has been widely used to solve acoustic problems. Howev...
Persamaan Poisson-Boltzmann (PBE) digunakan untuk memodelkan elektrolit simetris dalam dua piring be...
An efficient method has been developed for the fast solution of the boundary problems of Poisson's e...
Poisson's equation is very important in electrostatics, mechanical engineering and theoretical physi...
A general technique to develop arbitrary-sided polygonal elements based on the scaled boundary finit...
Poisson equation is a very important partial differential equation in physics and engineering applic...
.ABSTRACT: A fast multigrid boundary element MBE method for solving the Poisson equation for macromo...
Homotopy perturbation method HPM and boundary element method BEM for calculating the exact and num...
We present a new framework for expressing finite element methods on multiple intersecting meshes: mu...
In this paper we present the adaptive variational multiscale method for solving the Poisson equation...
The paper is concerned with the homogenization problem for the Poisson equation in a domain, a part ...
This expository book surveys the main concepts and recent advances in multiscale finite element meth...