General Theory of Electrically Conducting Perfect Gas Flow past a Three-Dimensional Thin Body

抄録

General theory of electrically conducting gas past a three-dimensional thin body is presented. Fundamental equation for a parametric function is derived. The magnetic field, the flow velocity and the pressure are all connected to the parametric function, and so the boundary conditions for the fundamental equation can be written explicitly. The flow over a wavy wall is treated as an application of the present theory in which the applied magnetic field may be in an arbitrary direction.