Dissociated gas flow in the boundary layer along bodies of revolution of a porous contour

This paper studies the ideally dissociated gas flow in the so-called frozen boundary layer on bodies of revolution. The contour of the body of revolution is porous. The governing boundary layer equations are brought to a generalized form. The obtained equations are numerically solved using the finite differences method. Based on the obtained solutions, distributions of physical quantities in the boundary layer are presented in the form of diagrams. Conclusions on behaviour of these quantities are also made.