Non-Equilibrium Two-Phase Flow Computations by a Mixture Model
Résumé
This work presents an assessment of the capabilities of mixture processes to solve two-phase flows developing shocks and discontinuities. The mixture equations are based on a two-phase flow model with full non-equilibrium processes expressed in conservative form. This mixture model is computed by using Godunov-type finite volume methods. A four shock waves test problem is simulated to highlight the performance of the proposed mixture model for one-dimensional compressible two-phase flows. The results from the simulations appear to be qualitatively in agreement with those available in literature.