FullSWOF: Full Shallow-Water equations for Overland Flow

In these balanced, i.e., waveless, flow regimes, gradients of the water height on scale L drive mean flows, which in conjunction with the short-range topography induce a

For general bottoms, the equations derived from (2.9) are not well-balanced and, therefore, the Lagrangian density (2.9) does not provide a suitable regularisation of the

In the present study, we propose a modified version of the Nonlinear Shal- low Water Equations (Saint-Venant or NSWE) for irrotational surface waves in the case when the

A new approach of high order well-balanced finite volume WENO schemes and discontinuous Galerkin methods for a class of hyperbolic systems with source terms. On the advantage

The experiment is conducted in a towing tank with a rectangular cross section (10m width and 0.4m water depth) at DST both for ship resistance and squat,

Abstract In this paper we present the regularized form of the shallow water equations for ideal magnetohydrodynamics, that allows its efficient numerical solution using

In the previous section, the numerical experiments show that our new model (2.4) with the additional friction coefficient to represent the furrows gives good results on the water

First we present the numerical method for the resolution of the Shallow Water equations integrated in FullSWOF 2D (Full Shallow Water for Overland Flow : an object ori- ented code