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2008-2009 Seminars by Visitors to the Department Breaking of two-dimensional waves in deep water. Alexander Babanin Friday, May 1, 2009 at 3:30pm Abstract Simulations of evolution of steep-to-very-steep waves to the point of breaking are undertaken by means of the fully-nonlinear Chalikov-Sheinin model. Particular attention is paid to evolution of nonlinear wave properties, such as steepness, skewness and asymmetry, in the physical, rather than Fourier space, and to their interplay leading to the onset of breaking. The role of superimposed wind is also investigated. Detailed laboratory study is subsequently described, the theoretical predictions are verified and quantified. Since these idealised two-dimensional results are ultimately intended for field applications, tentative comparisons with known field data are considered. Limitations which the modulational-instability mechanism can encounter in real broad-band three-dimensional environments are highlighted. Bio |
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