Conservative scheme for two-fluid compressible flows without pressure oscillations

In sections 3–5 we present examples of laboratory studies of granular and fractured materials illustrating the effects of interfaces on the geophysical properties which have been

This study focuses on the development of a pressure based method able to capture compressibility effects and phase change in turbulent two-phase flow DNS, using the Coupled

We consider here the mechanical contact problem between a periodic elastic wavy surface and a flat rigid plane (the case which was historically the starting point in the study

From left to right, time step size, number of Krylov spaces used by the GMRES solver, average time required for a single time step, average of the GMRES linear iterations and

A partir d’investigations dans des cas de maladies respiratoires, Friend, Thomson, Wilkie et Barnum (1977) démontrèrent que ces cas étaient dus à des infections

Even if these two papers are dedicated to systems of conservation laws, the analysis relies on the use of the entropy (and equivalently in the conservation case, upon the symmetric

The present paper is devoted to the computation of two-phase flows using the two-fluid approach. The overall model is hyperbolic and has no conservative form. No instanta- neous

On propose ´egalement une voie de mod´elisation alternative pour le terme de pression interfaciale, qui permet ´egalement de fermer le probl`eme aux relations de saut dans tous