This review focuses on the most suitable form of hydrodynamic modeling for the next
generation wave energy converter (WEC) design tools. To design and optimize a WEC, it is …

The spectral/hp element method combines the geometric flexibility of the classical h-type
finite element technique with the desirable numerical properties of spectral methods …

A methodology for computing three‐dimensional interaction between waves and fixed
bodies is developed based on a fully non‐linear potential flow theory. The associated …

This paper presents a newly developed quasi arbitrary Lagrangian–Eulerian finite element
method (QALE-FEM) for simulating water waves based on fully nonlinear potential theory …

We present an arbitrary-order spectral element method for general-purpose simulation of
non-overturning water waves, described by fully nonlinear potential theory. The method can …

The work on sea wave problem I started many years ago when I had graduated from the
university. It was the time when all specialists in the earth sciences were impressed by the …

The aim of this work is to carry out numerical simulations in the time domain of seakee**
problems taking into account internal flow in tanks, including sloshing. To this aim, a Smooth …

A simple and exact numerical scheme for long-term simulations of 3D potential fully
nonlinear periodic gravity waves is suggested. The scheme is based on the surface …

Computational instabilities inherent in the solution of inviscid, incompressible free-surface
flow have been apparent for some time and different techniques have been used to …

The estimation of forces and responses due to the nonlinearities in ocean waves is vital in
the design of offshore structures, as these forces and responses would result in the extreme …