MS5-04B Toward robust and efficient embedded and immersed method for fluid dynamics: stable and very high order formulations
Chaired by:
Dr. Mario Ricchiuto (INRIA)
Dr. Mario Ricchiuto (INRIA)
Contributions in this session:
-
(Keynote)
The High-Order Shifted Boundary Method
N. Atallah*, C. Canuto, G. Scovazzi, V. Tomov, B. Lazarov -
High order sub-cell corrections for embedded and immersed boundaries via asymptotic expansion
L. Nouveau*, M. Ricchiuto, C. Poignard -
Interior Penalty Method for a Cartesian Discontinuous Galerkin Solver with Immersed Boundaries
N. Levaux*, A. Bilocq, P. Schrooyen, V. Terrapon, K. Hillewaert -
High order DG computations in curved domains on linear meshes via shifted boundary method flux corrections
M. Ciallella*, E. Gaburro, M. Lorini, M. Ricchiuto
