In this paper, the development of a class of depth-integrated, phase-resolving models for
surface wave propagation, known as Boussinesq-type models (BTMs), is reviewed. This …

Despite the increasing use of non-hydrostatic models in the study of wave processes in
coastal regions, there is still limited understanding of the non-linear properties of the …

In the present work the evolution of a sandy beach in the lee of a permeable submerged
breakwater was studied both experimentally and numerically. Three-dimensional laboratory …

The present paper aims to incorporate nonlinear amplitude dispersion effects in parabolic
and hyperbolic approximation models. First, an explicit and analytical method for …

A two-dimensional high-order Boussinesq-type model was derived to simulate wave
propagation and relevant processes in the nearshore zone. Because of its enhanced …

A new Hamiltonian formulation for the fully nonlinear water-wave problem over variable
bathymetry is derived, using an exact, vertical series expansion of the velocity potential, in …

A set of Boussinesq-type wave equations with enhanced dispersion characteristics is
presented for accurate, efficient, and robust numerical treatment. New arrangement uses …

A two horizontal dimensional compound model is developed to simulate coastal sediment
transport and bed morphology evolution due to wave action. The wave module is a higher …

In the present work a previously presented high-order Boussinesq-type model is extended to
account for wave propagation over porous beds. The resulting wave solver is coupled with a …

The Hamiltonian coupled-mode theory (HCMT), recently derived by Athanassoulis and
Papoutsellis [Proceeding of 34th International Conference on Ocean Offshore Arctic …