A numerical wave model based on the modified four-order nonlinear Schrdinger (NLS) equation in deep water is developed to simulate freak waves. A standard split
The study in this paper is focusing on trajectories of particles in the irrotational progressive water waves coexisting with uniform current.The parametric equa
New hyperbolic mild slope equations for random waves are developed with the inclusion of amplitude dispersion.The frequency perturbation around the peak frequen
In the paper,a weak coupling numerical model is developed for the study of the nonlinear dynamic interaction between water waves and permeable sandy seabed.The
A numerical model is developed by use of the boundary integral equation method to investigate the responses of a two-dimensional floating structure.The structur
Ice formation in the harbours in arctic region such as in Finland is a problem in winter times. The air bubblers are often used for controlling the growth of ic