Global solvability of 1D equations of viscous compressible multi-fluids

Abstract

We consider the model of viscous compressible multi-fluids with multiple velocities. We review different formulations of the model and the existence results for boundary value problems. We analyze crucial mathematical difficulties which arise during the proof of the global existence theorems in 1D case.

11 pages

References in corpus (2)

• Viscous compressible homogeneous multi-fluids with multiple velocities: barotropic existence theory
• Modeling viscous compressible barotropic multi-fluid flows

Cited by in corpus (1)

• Solvability of a steady boundary-value problem for the equations of one-temperature viscous compressible heat-conducting bifluids