To solve multiphysics problems, weak coupling of finite element calculations can be carried out: the subproblems of which the physical nature differs are solved separately on their own meshes. In this case, Galerkin projection provides useful tool to ensure the transfer of physical fields between different meshes. In terms of implementation, the Galerkin projection system can be either accurately assembled over the intersection of two meshes or approximately integrated over the target mesh. This paper describes and compares these two implementation techniques for the Galerkin projection
After introduction of the model problem we derive its weak formulation, show the existence and the u...
none5This paper provides an analysis of a projection method for the solution of the unsteady incompr...
Finite Element Methods are techniques for estimating solutions to boundary value problems for partia...
For coupled problems, two different coupling strategies, either direct or indirect, can be used. One...
Projecting discrete quantities from one mesh to another one is a critical operation which is usually...
International audienceProjecting discrete quantities from one mesh to another one is a critical oper...
In physical systems, interactions between phenomena of different nature, generally coupled to each o...
Interpolation of discrete FIelds arises frequently in computational physics. This thesis focuses on ...
There are two purposes of this research project. The first purpose is to compare two types of Galerk...
This study is concerned with defining the mathematical framework in which the finite element proced...
In finite element simulations, the handling of geometrical objects and their discrete representation...
Pour étudier les systèmes électromagnétiques, mécaniques ou thermiques, on a de plus en plus recours...
This series contains monographs of lecture notes type, lecture course material, and high-quality pro...
We introduce a hybrid method to couple continuous Galerkin finite element methods and high-order fin...
summary:Interpolation on finite elements usually occurs in a Hilbert space setting, which means that...
After introduction of the model problem we derive its weak formulation, show the existence and the u...
none5This paper provides an analysis of a projection method for the solution of the unsteady incompr...
Finite Element Methods are techniques for estimating solutions to boundary value problems for partia...
For coupled problems, two different coupling strategies, either direct or indirect, can be used. One...
Projecting discrete quantities from one mesh to another one is a critical operation which is usually...
International audienceProjecting discrete quantities from one mesh to another one is a critical oper...
In physical systems, interactions between phenomena of different nature, generally coupled to each o...
Interpolation of discrete FIelds arises frequently in computational physics. This thesis focuses on ...
There are two purposes of this research project. The first purpose is to compare two types of Galerk...
This study is concerned with defining the mathematical framework in which the finite element proced...
In finite element simulations, the handling of geometrical objects and their discrete representation...
Pour étudier les systèmes électromagnétiques, mécaniques ou thermiques, on a de plus en plus recours...
This series contains monographs of lecture notes type, lecture course material, and high-quality pro...
We introduce a hybrid method to couple continuous Galerkin finite element methods and high-order fin...
summary:Interpolation on finite elements usually occurs in a Hilbert space setting, which means that...
After introduction of the model problem we derive its weak formulation, show the existence and the u...
none5This paper provides an analysis of a projection method for the solution of the unsteady incompr...
Finite Element Methods are techniques for estimating solutions to boundary value problems for partia...