A model of relativistic compressible two-phase mixture endowed with an equation of state (EOS) of general form is formulated. An interface-capturing approach is adopted in order to deduce the governing equations, i.e., the relativistic Euler equations of the flow field and a transport equation for the volume fraction at the interface. The two fluid components are assumed to have the same pressure and the same 4-velocity. Using a Mie-Gruneisen–type EOS, the thermodynamic properties of the mixture and the weak discontinuity waves are investigated.

A model of relativistic compressible two-phase flows with a general equation of state

CONFORTO, Fiammetta;GIAMBO', Sebastiano
2011

Abstract

A model of relativistic compressible two-phase mixture endowed with an equation of state (EOS) of general form is formulated. An interface-capturing approach is adopted in order to deduce the governing equations, i.e., the relativistic Euler equations of the flow field and a transport equation for the volume fraction at the interface. The two fluid components are assumed to have the same pressure and the same 4-velocity. Using a Mie-Gruneisen–type EOS, the thermodynamic properties of the mixture and the weak discontinuity waves are investigated.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11570/1918043
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