MS183A Cut-cell/Embedded Boundary Methods for Fluid and Solid Mechanics I
Main Organizer:
Prof.
Panos Papadopoulos
(
University of California, Berkeley
, United States
)
Chaired by:
Mr. Wim van Rees (Massachusetts Institute of Technology , United States) , Prof. Panos Papadopoulos (University of California, Berkeley , United States)
Mr. Wim van Rees (Massachusetts Institute of Technology , United States) , Prof. Panos Papadopoulos (University of California, Berkeley , United States)
Scheduled presentations:
-
Optimal Local Truncation Error Method for Solution of PDEs on Irregular Domains and Interfaces with Optimal Accuracy and Unfitted Cartesian Meshes. Comparison with Finite Elements.
-
Immersed boundary method for high Reynolds number turbulent flows and fluid-structure interactions
-
Cut Mesh Finite Volume and Discontinuous Galerkin Methods for Wetting and Drying
-
Stable high-order cut-cell boundary treatment for finite-difference schemes
-
AMHOEBA: Adaptive Mesh Higher-Order Embedded Boundary Algorithms
-
High-Fidelity Simulation Capabilities of Finite Volume Method with Walsh basis Function Verification via Supersonic Cavity Flow
