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- W1646785085 abstract "Institute of Mathematics and Computer Science,University of Latvia, Rain¸a bulv. 29, R¯iga, LV-1459, LATVIA(Dated: 2nd February 2008)We use the integral form of the Boltzmann equation which allows us to take into account thememory effects using the initial condition that selects the solutions going to the local equilibriumMaxwell distribution in the t → −∞ limit. Implementing the relaxation-time approximation forthe collision integral (BGK-equation) we present the derivation of the hyperbolic Navier-Stokes andthe hyperbolic heat conduction equations in the first order approximation. It is shown that therelaxation time in the obtained hyperbolic equations is the Maxwellian relaxation time. As specialcase we obtain the telegraph equation for the heat propagation in static medium and estimate therelaxation time for the heat conduction in some materials." @default.
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- W1646785085 date "2008-01-01" @default.
- W1646785085 modified "2023-09-27" @default.
- W1646785085 title "Derivation of Hyperbolic Transfer Equations from BGK-Equation" @default.
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