We consider equations for the three-dimensional unsteady motion of mixtures of viscous compressible heat-conducting fluids in the multi-velocity approach. We prove the existence, globally in time and the input data, of a generalized (dissipative) solution of the initial-boundary value problem corresponding to flows in a bounded domain.
- Global existence theorem
- Homogeneous mixture with multiple velocities
- Multidimensional flow
- Unsteady boundary-value problem
- Viscous compressible heat-conducting fluid
- 1.01 MATHEMATICS