Publikasjoner og ansvarsområder
A Multimesh Finite Element Method for the Stokes Problem
The multimesh finite element method enables the solution of partial dif- ferential equations on a computational mesh composed by multiple arbitrarily over- lapping meshes. The discretization is based on a continuous–discontinuous function space with interface conditions enforced by means of Nitsche’...
Topology optimization for additive manufacturing using isogeometric analysis
Shape Optimization Using the Finite Element Method on Multiple Meshes with Nitsche Coupling
Multimesh Finite Element Methods for Arbitrarily Many Intersecting Meshes: Applications to Fluid Flow
MultiMesh Finite Element Methods: Solving PDEs on Multiple Intersecting Meshes
We present a new framework for expressing finite element methods on multiple intersecting meshes: multimesh finite element methods. The framework enables the use of separate meshes to discretize parts of a computational domain that are naturally separate; such as the components of an engine, the dom...