On steady plane rotating hydromagnetic flows
We consider the steady plane rotating, constantly inclined magnetohydrodynamic flows of a viscous incompressible fluid when the velocity magnitude is constant on each individual stream line. Hodograph transformation is employed and resulting partial differential equations are used to obtain the solution and the geometries for these flows when \(J\neq 0\) and \(J=0\).
steady plane rotating, constantly inclined magnetohydrodynamic flows
scientific article; zbMATH DE number 4085333