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An asymptotic theory of combined wave refraction and diffraction
Abstract A uniformly valid asymptotic theory for water waves is presented, which accounts for the combined effects of refraction due to slowly varying water depth and diffraction by a semi-infinite thin break water. The present theory is more rigorous and generical than the approximate solution developed by Liu and Mei, which becomes invalid near the edge and the tip of the breakwater. The effects of wave breaking are ignored.
An asymptotic theory of combined wave refraction and diffraction
Abstract A uniformly valid asymptotic theory for water waves is presented, which accounts for the combined effects of refraction due to slowly varying water depth and diffraction by a semi-infinite thin break water. The present theory is more rigorous and generical than the approximate solution developed by Liu and Mei, which becomes invalid near the edge and the tip of the breakwater. The effects of wave breaking are ignored.
An asymptotic theory of combined wave refraction and diffraction
Liu, Philip L.-F. (Autor:in) / Lozano, Carlos J. (Autor:in) / Pantazaras, Nick (Autor:in)
Applied Ocean Research ; 1 ; 137-146
01.01.1979
10 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
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