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IS26 -
Structure-preserving discretization methods for Coupled Problems
Corresponding Organizer:
Prof. Peter Betsch (Karlsruher Institut für Technologie (KIT))
Tue, 06/06/2023
16:30 - 18:30
Imperial - Hall III
IS26 -
Chaired by:
Prof.
P.
Peter
Betsch
(Karlsruher Institut für Technologie (KIT)
, Germany
)
Scheduled presentations:
Keynote
A preserving scheme for phase-change with sharp interface using the extreme mesh deformation approach (X-MESH)
N. Moes*
, J. Remacle, J. Lambrechts, B. Le, N. Chevaugeon
Continuous and hybrid finite elements for port-Hamiltonian systems
A. Brugnoli*
, R. Rashad, S. Stramigioli
High-Order Summation-By-Parts Finite Differences for the Second-Order Wave Equation with Piecewise Smooth Wave Speed
G. Eriksson*
A structure-preserving approach to simulating Hamiltonian systems with dissipation
S. Jeyakumar*
, M. Kraus, D. Pfefferlé, M. Hole
Multi-block High-order Finite Difference Method for the Incompressible Navier-Stokes Equations in Complex Geometry
D. Niemelä*
A Polyconvexity-Inspired Mixed Formulation and Structure-Preserving Discretization for Coupled Nonlinear Electro-Thermo-Elastodynamics
M. Hille*
, M. Franke, F. Zähringer, R. Ortigosa, P. Betsch, A. Gil
Home
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