About the Self-Similar Solutions of Some Magnetohydrodynamic Problems.
Some known self-similar solutions to the equations of a viscous incompressible conducting fluid flow in the presence of the magnetic field are considered by methods of Power Geometry. Some properties of the flows and the forms of the self-similar solutions are obtained automatically without any a priori assumptions because of the application of the Power Geometry unlike previous approaches.
Publication language:russian, страниц:27
Mathematical problems and theory of numerical methods