most citedA decoupled staggered scheme for the shallow water equations

2 citations · 2 across the 1 of their papers we have counts for

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3 papers

math.NA2020

Modelling of a spherical deflagration at constant speed

D Grapsas, R Herbin, J. -C Latché +1

We build in this paper a numerical solution procedure to compute the flow induced by a spherical flame expanding from a point source at a constant expansion velocity, with an insta…

math.NA2020

A staggered pressure correction numerical scheme to compute a travelling reactive interface in a partially premixed mixture

D Grapsas, Raphaèle Herbin, J. -C Latché +1

We address in this paper a model for the simulation of turbulent deflagrations in industrial applications. The flow is governed by the Euler equations for a variable composition mi…

math.NA2019★ 2 cited

A decoupled staggered scheme for the shallow water equations

Raphaèle Herbin, Jean-Claude Latché, Youssouf Nasseri +1

We present a first order scheme based on a staggered grid for the shallow water equations with topography in two space dimensions, which enjoys several properties: positivity of th…