In this note, we propose and analyse a method for handling interfaces between non-matching grids based on an approach suggested by Nitsche (1971) for the approximation of Dirichlet boundary conditions. The exposition is limited to self-adjoint elliptic problems, using Poisson's equation as a model. A priori and a posteriori error estimates are given. Some numerical results are included
We consider a coupling of Finite element (FEM) and Boundary element (BEM) methods for the solution o...
Summary In this note we introduce a method for handling general boundary conditions based on an appr...
In this paper we propose a Lagrange multiplier method for the finite element solution of multi-domai...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
Abstract. In this note, we propose and analyse a method for handling interfaces between non-matching...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
The present paper deals with a finite element approximation of partial differential equations when t...
The present paper deals with a finite element approximation of partial differential equations when t...
In this work, we propose a method to prescribe essential boundary conditions in the finite element a...
In this paper, we introduce a domain decomposition method with non-matching grids for solving Dirich...
In this Note we consider the Lagrange multiplier method proposed in [9] for the ¯nite element soluti...
Generating matching meshes for problems with complex boundaries is often an intricate process, and t...
We consider a coupling of Finite element (FEM) and Boundary element (BEM) methods for the solution o...
Summary In this note we introduce a method for handling general boundary conditions based on an appr...
In this paper we propose a Lagrange multiplier method for the finite element solution of multi-domai...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
Abstract. In this note, we propose and analyse a method for handling interfaces between non-matching...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
In this note, we propose and analyse a method for handling interfaces between non-matching grids bas...
The present paper deals with a finite element approximation of partial differential equations when t...
The present paper deals with a finite element approximation of partial differential equations when t...
In this work, we propose a method to prescribe essential boundary conditions in the finite element a...
In this paper, we introduce a domain decomposition method with non-matching grids for solving Dirich...
In this Note we consider the Lagrange multiplier method proposed in [9] for the ¯nite element soluti...
Generating matching meshes for problems with complex boundaries is often an intricate process, and t...
We consider a coupling of Finite element (FEM) and Boundary element (BEM) methods for the solution o...
Summary In this note we introduce a method for handling general boundary conditions based on an appr...
In this paper we propose a Lagrange multiplier method for the finite element solution of multi-domai...