TheWhithamEquationasamodelforsurfacewaterwaves PhysicaD

From the spectra it was found that the spectral contribution of the free waves deviated from the linear dispersion relation above the spectral peak due to nonlinear evolution

and Alber [34], based on the Nonlinear Schrödinger (NLS) equation, demonstrated theoretically that for deep water waves, a nearly Gaussian random wave fields is stable only if

For an adequate choice of the water bag parameters a and A the dispersion relation (2.5) for Langmuir waves in a collisionless electrostatic plasma can then be exactly

We have performed laboratory experiments designed to have sufficient resolution in space and time to measure the dispersion relation for random surface gravity waves and confirmed

Using a nonlinear evolution equation we examine the dependence of the dispersion of directional surface gravity waves on the Benjamin-Feir index (BFI) and crest length1. A parameter

presented three clusters of students’ understanding of wave-particle duality: “(1) Classical description, in which students describe quantum objects exclusively as particles or

The relation (44) constitutes a conservation equation for the mean wave momentum in a single wave,

By modelling the dispersion relation of gravity waves propagating in slicks of frazil and grease ice, the effect on the radar backscatter is investigated as a function of