Abstract
A series of the differential identities connecting velocities, pressure and body force in the two-velocity hydrodynamics equations with equilibrium of pressure phases are found. Some of these identities have a divergent form and can be considered to be certain conservation laws. It is detected that the flow functions for the plane motion satisfy the Monge-Ampere system of equations.
Keywords
File
imomnazarov2.pdf155.11 KB
Pages
35-43