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.

Mohammed Sayyari

Postdoctoral Research Associate, Adjunct Assistant Professor

Mohammed is a systems thinker. His Mathematical interests are in Numerical Analysis and Modeling of Evolutionary PDEs. His Scientific interests are in the advancement of accurate, efficient, economic and enviromentally friendly technologies.