A system of equations of the two-velocity hydrodynamics without pressure
Ulugbek Turdiyev)Tashkent University of Information Technologies Karshi branch, UzbekistanKholmatzhon Imomnazarov)Institute of Computational Mathematics and Mathematical Geophysics, SA RAS, Russia
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ABI
Annotatsiya
We have obtained systems of equations of the Burgers and the Hopf types from the system of non-stationary equations of the two-velocity hydrodynamics. Account must be taken of the fact that the energy dissipation occurs due to the viscosities of subsystems and the coefficient of inter-component friction. For a Hopf-type model, the analysis of the system of differential equations reduces in the form of traveling waves to solving a system of nonlinear ordinary differential equations. The effect of the kinetic coefficients on the propagation of nonlinear waves is clarified.
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