A mixture formulation of relativistic two-phase flow.

In this paper compressible two-phase flow is investigated in the relativistic framework. The mixture variables are defined in terms of the relativistic variables rather than their classical counterparts. We consider the case of a single phase, common pressure as well as a mixture pressure. The equations are shown to reduce to their respective non-relativistic and single-phase limits for slow speeds and negligible pressure contribution. [ABSTRACT FROM AUTHOR]