The capability of a homogeneous model to simulate steady and unsteady two-phase flows is
investigated. The latter is based on the Euler set of equations supplemented by a complex …

The NEPTUNE project constitutes the thermal-hydraulic part of the long-term Electricité de
France and Commissariat à l'Energie Atomique joint research and development program for …

In this work we study the solution of the Riemann problem for the barotropic version of the
conservative symmetric hyperbolic and thermodynamically compatible (SHTC) two-phase …

We investigate the Riemann problem for the shallow water equations with variable and
(possibly) discontinuous topography and provide a complete description of the properties of …

We are interested in the numerical approximation of the solutions of the compressible seven-
equation two-phase flow model. We propose a numerical srategy based on the derivation of …

The paper deals with the numerical modeling of two-phase flows while using Baer–Nunziato
type models. Focus is given here on the numerical treatment of source terms that involve …

We study here a model of conservative nonlinear conservation law with a flux function with
discontinuous coefficients, namely the equation ut+(k (x) u (1-u)) x= 0. It is a particular …

A deep understanding of the internal ballistic process and the factors affecting it is of primary
importance to efficiently design a gun system and ensure its safe management. One of the …

We present here a three-fluid three-pressure model to describe three-field patterns or three-
phase flows. The basic ideas rely on the counterpart of the two-fluid two-pressure model …

The cornerstone of multiphase flow applications in engineering practice is a scientific
construct that translates the basic laws of fluid mechanics into a set of governing equations …