Entropy Stable No-Slip Wall Boundary Conditions for the Eulerian Model
Abstract
Nonlinear (entropy) stability analysis is used to derive entropy–stable no–slip wall boundary conditions at the continuous and semi–discrete levels for the Eulerian model. The spatial discretization is based on discontinuous Galerkin summation-by-parts operators of any order for unstructured grids.
Presentation at the AIAA Scitech 2021 Forum on entropy-stable no-slip wall boundary conditions for the Eulerian model for viscous and heat conducting compressible flows.
Mohammed Sayyari
Postdoc & Adjunct
Mohammed is a systems thinker. His Mathematical interests are in Numerical Analysis, HPC, entropy-stable high-order methods, and boundary conditions. His Scientific interests are in the development of robust and efficient numerical methods for fluid flow models relevant to our changing climate.