In rivers, coastal seas and transitional waters, sediment transport processes involve a variety
of interacting factors that dynamically vary over time and space. The flow dynamics within …

Mechanistic modeling of water resources systems is a broad field with abundant challenges.
We consider classes of model formulations that are considered routine, the focus of current …

Discontinuous Galerkin (DG) spatial discretizations are often used in a method-of-lines
approach with explicit strong-stability-preserving (SSP) Runge–Kutta (RK) time steppers for …

The non-linear interactions of tides, waves and sediment transport in shallow coastal waters
require coupled modelling of waves and currents, as well as the consideration of feedbacks …

This paper presents a coupling of an ensemble Kalman filter (EnKF) with a discontinuous
Galerkin-based, two-dimensional circulation model (DG ADCIRC-2DDI) to improve the state …

This paper presents a continuous finite element model for shallow water equations coupled
with a bedload sediment conservation law. The model incorporates a sign-preserving …

Abstract A one-dimensional (1D) discontinuous Galerkin morphodynamic model has been
devised with application to simulate of dam-break flows over erodible beds with suspended …

In this paper we study explicit peer methods with the strong stability preserving (SSP)
property for the numerical solution of hyperbolic conservation laws in one space dimension …

In this paper, we present the development and application of a new multidimensional,
unstructured-mesh model for simulating coupled overland/open-channel flows in the …

This work presents a new finite volume Godunov-type model for predicting morphological
changes under the rapidly varying flood conditions with wetting and drying. The model …