Volume 92, №5
ON HYPERBOLIZATION OF A NUMBER OF CONTINUUM MECHANICS MODELS
By using the Maxwell–Cattaneo approach, the equations of motion of a viscous heat conducting gas and of a heterogeneous medium are hyperbolized in one- and multivelocity approximations with relaxation laws of viscosity and thermal conductivity. The modifi ed Godunov method with a linearized Riemann solver intended for integration of nondivergent systems is described.
Author: V. S. Surov
Keywords: one- and multivelocity multicomponent mixtures, relaxation viscosity and thermal conductivity, hyperbolic systems of equations, Godunov′s method
Page: 1302
V. S. Surov.
ON HYPERBOLIZATION OF A NUMBER OF CONTINUUM MECHANICS MODELS //Journal of engineering physics and thermophysics.
. Volume 92, №5. P. 1302 .
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