About the Asymptotic Analysis of the Viscous Heat Conductive Gas Flow Equations.
Abstract:
Power geometry is applied here for the first time to the system of partial differential equations. It was established that the Newton polyhedra for the given system of the equations lie in 3D subspace of the original 5D space which essentially simplifies the study. The boundary layer equations for the compressible gas flow were considered in detail.
Publication language:russian
Research direction:
Mathematical problems and theory of numerical methods
