A generalized weak-scatterer approximation for nonlinear wave–structure interaction in marine hydrodynamics

In this paper, a generalized weak-scatterer (GWS) approximation is proposed for solving nonlinear wave–structure interaction problems. In contrast to the original weak-scatterer (OWS) theory, where the approximated free surface boundary conditions (FSBCs) are Taylor-expanded in the vertical directio...

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Vydané v:	Marine structures Ročník 86; s. 103292
Hlavní autori:	Tong, Chao, Shao, Yanlin, Bingham, Harry B., Hanssen, Finn-Christian W.
Médium:	Journal Article
Jazyk:	English
Vydavateľské údaje:	Elsevier Ltd 01.11.2022
Predmet:	Adaptive harmonic polynomial cell method Generalized weak-scatterer approximation Immersed boundary method Nonlinear wave-body interaction Potential flow Stability analysis Stability analysis Adaptive harmonic polynomial cell method Immersed boundary method Nonlinear wave-body interaction Generalized weak-scatterer approximation Potential flow
ISSN:	0951-8339, 1873-4170
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