An Interface-Preserving Moving Mesh in Multiple Space Dimensions
Maria Alkämper,
Jim Magiera,
Christian Rohde
Abstract:An interface preserving moving mesh algorithm in two or higher dimensions is presented. It resolves a moving (
d
− 1)-dimensional manifold directly within the
d
-dimensional mesh, which means that the interface is represented by a subset of moving mesh cell-surfaces. The underlying mesh is a conforming simplicial partition that fulfills the Delaunay property. The local remeshing algorithms allow for strong interface deformations. We give a proof that the given al… Show more
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