BRACONNIER , Benjamin

We present a new numerical method to approximate the solutions of an Euler-Poisson model, which is inherent to astrophysical flows where gravity plays an important role. We propose a discretization of gravity which ensures adequate coupling of the Poisson and Euler equations, paying particular attention to the gravity source term involved in...

In this work we use the erodible model proposed by Tai and Kuo to investigate complex granular ows in which deposition and erosion are signicant. The initial motivation comes from experiments of granular collapse which exhibit both phenomena. A numerical model with a ux balanced scheme is developed, and the eigenstructure of its quasilinear...