A flexible genuinely nonlinear approach for nonlinear wave propagation, breaking and run-up
In this paper we evaluate hybrid strategies for the solution of the Green–Naghdi system of
equations for the simulation of fully nonlinear and weakly dispersive free surface waves. We …
equations for the simulation of fully nonlinear and weakly dispersive free surface waves. We …
Numerical simulations of a non-hydrostatic shallow water model
MO Bristeau, N Goutal, J Sainte-Marie - Computers & fluids, 2011 - Elsevier
For geophysical flows, the Saint-Venant system is often a good approximation of the Navier–
Stokes equations and so it is widely used for the simulations of shallow water flows and …
Stokes equations and so it is widely used for the simulations of shallow water flows and …
[HTML][HTML] An operational discontinuous Galerkin shallow water model for coastal flood assessment
AG Filippini, L Arpaia, V Perrier, R Pedreros… - Ocean Modelling, 2024 - Elsevier
Hydrodynamic modeling for coastal flooding risk assessment is a highly relevant topic. Many
operational tools available for this purpose use numerical techniques and implementation …
operational tools available for this purpose use numerical techniques and implementation …
On the numerical solution of sparse linear systems emerging in finite volume discretizations of 2D Boussinesq-type models
This work supplements the realization and validation of a higher-order well balanced finite
volume (FV) scheme developed for numerically simulating, on triangular meshes, weakly …
volume (FV) scheme developed for numerically simulating, on triangular meshes, weakly …