CFC2023

Student

Interior Penalty Method for a Cartesian Discontinuous Galerkin Solver with Immersed Boundaries

Levaux, Nayan (Université de Liège)
Bilocq, Amaury (Université de Liège)
Schrooyen, Pierre (Cenaero)
Terrapon, Vincent (Université de Liège)
Hillewaert, Koen (Université de Liège)

In session: MS5-04B - Toward robust and efficient embedded and immersed method for fluid dynamics: stable and very high order formulations

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This work will present a rigorous framework to study the trace inverse inequality for cut-cells and the tensor function space, and then apply it to a discontinous Galerkin/immersed boundary approach on Cartesian meshes. The immersed boundary approach will be compared to body-fitted computations on selected fluid dynamics problems.