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有限元法在非线性波浪与结构物相互作用中的应用(英文)
引用本文:王赤忠,吴国雄.有限元法在非线性波浪与结构物相互作用中的应用(英文)[J].船舶与海洋工程学报,2011,10(2):127-138.
作者姓名:王赤忠  吴国雄
作者单位:Department of Ocean Science and Engineering, Zhejiang University;Department of Mechanical Engineering, University College London, Torrington Place
摘    要:We review recent advances in the finite element method (FEM) simulations of interactions between waves and structures. Our focus is on the potential theory with the fully nonlinear or second-order boundary condition. The present paper has six sections. A review of previous work on interactions between waves and ocean structures is presented in Section one. Section two gives the mathematical formulation. In Section three, the finite element discretization, mesh generation and the finite element linear system solution methods are described. Section four presents numerical methods including time marching schemes, computation of velocity, remeshing and smoothing techniques and numerical radiation conditions. The application of the FEM to the wave-structure interactions are presented in Section five followed by the concluding remarks in Section six.

关 键 词:finite  element  method  mesh  generation  nonlinear  water  waves  wave-structure  interactions
收稿时间:18 April 2008

A brief summary of finite element method applications to nonlinear wave-structure interactions
Chizhong Wang,Guoxiong Wu.A brief summary of finite element method applications to nonlinear wave-structure interactions[J].Journal of Marine Science and Application,2011,10(2):127-138.
Authors:Chizhong Wang  Guoxiong Wu
Institution:(1) Department of Aeronautics, Imperial College London, South Kensington Campus, London, SW7 2AZ, UK
Abstract:We review recent advances in the finite element method (FEM) simulations of interactions between waves and structures. Our focus is on the potential theory with the fully nonlinear or second-order boundary condition. The present paper has six sections. A review of previous work on interactions between waves and ocean structures is presented in Section one. Section two gives the mathematical formulation. In Section three, the finite element discretization, mesh generation and the finite element linear system solution methods are described. Section four presents numerical methods including time marching schemes, computation of velocity, remeshing and smoothing techniques and numerical radiation conditions. The application of the FEM to the wave-structure interactions are presented in Section five followed by the concluding remarks in Section six.
Keywords:
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