Nitsche's method may be used to derive a systematic finite element formulation for problems with overlapping meshes that is stable and has optimal order. In this note, we formulate the method for a linear elastic model problem with discontinuous material properties. We discuss the implementation aspects, including computation of intersections of elements and integrals on the resulting polyhedra, and illustrate the method on a three dimensional test problem
Abstract. Overlapping Schwarz methods are extended to mixed finite element approxima-tions of linear...
Key words: discontinuous nite elements, crack propagation, Nitsche's method Summary. A disconti...
In this paper we propose a method for the finite element solution of elliptic interface problems, us...
Nitsche's method may be used to derive a systematic finite element formulation for problems with ove...
In recent years, a number of finite element methods have been formulated for the solution of partial...
In recent years, a number of finite element methods have been formulated for the solution of partial...
We develop a Nitsche-based formulation for a general class of stabilized finite element methods for ...
We develop a Nitsche-based formulation for a general class of stabilized finite element methods for ...
We propose and analyze a discontinuous finite element method for nearly incompressible linear elasti...
We propose and analyze a discontinuous finite element method for nearly incompressible linear elasti...
A finite element method for elasticity systems with discontinuities in the coefficients and the flux...
In this paper we propose a method for the finite element solution of elliptic interface problems, us...
A short introduction to the Nitsche method is given for the overlapping meshes case. Several algorit...
Abstract. We develop an overlapping mesh finite element method for fluid–structure interac-tion prob...
AbstractWe consider the extension of the Nitsche method to the case of fluid–structure interaction p...
Abstract. Overlapping Schwarz methods are extended to mixed finite element approxima-tions of linear...
Key words: discontinuous nite elements, crack propagation, Nitsche's method Summary. A disconti...
In this paper we propose a method for the finite element solution of elliptic interface problems, us...
Nitsche's method may be used to derive a systematic finite element formulation for problems with ove...
In recent years, a number of finite element methods have been formulated for the solution of partial...
In recent years, a number of finite element methods have been formulated for the solution of partial...
We develop a Nitsche-based formulation for a general class of stabilized finite element methods for ...
We develop a Nitsche-based formulation for a general class of stabilized finite element methods for ...
We propose and analyze a discontinuous finite element method for nearly incompressible linear elasti...
We propose and analyze a discontinuous finite element method for nearly incompressible linear elasti...
A finite element method for elasticity systems with discontinuities in the coefficients and the flux...
In this paper we propose a method for the finite element solution of elliptic interface problems, us...
A short introduction to the Nitsche method is given for the overlapping meshes case. Several algorit...
Abstract. We develop an overlapping mesh finite element method for fluid–structure interac-tion prob...
AbstractWe consider the extension of the Nitsche method to the case of fluid–structure interaction p...
Abstract. Overlapping Schwarz methods are extended to mixed finite element approxima-tions of linear...
Key words: discontinuous nite elements, crack propagation, Nitsche's method Summary. A disconti...
In this paper we propose a method for the finite element solution of elliptic interface problems, us...