非线性波中的多体系统

R. Kral, E. Kreuzer, V. Schlegel
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引用次数: 0

摘要

几乎所有的海上结构都必须建模为多体系统。只有船舶或单个浮桥可以被建模为单个刚体。流固耦合对多体系统的动力学行为有重要影响。到目前为止,分析这些相互作用的大多数可用方法仅限于单个物体,小波振幅和身体运动,或两者兼而有之。本文采用在自由表面上具有完全非线性边界条件的二维边界积分方法,模拟了重力波中弹性耦合漂浮多体系统的行为。该方法将用于分析两个浮体系泊在码头上的动力学。给出了所选结构的数值模拟结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multibody Systems in Nonlinear Waves
Almost all offshore structures have to be modeled as multibody systems. Only ships or single pontoons can be modeled as a single rigid body. The dynamic behavior of the multibody system is significantly influenced by fluid-structure interactions. So far, most available methods for analyzing these interactions are restricted to single bodies, small wave amplitudes and body motions, or both. In the present paper a two-dimensional boundary integral approach with fully nonlinear boundary conditions on the free surface is used to simulate the behavior of elastically coupled floating multibody systems in gravity waves. This method will be applied to analyze the dynamics of two floating bodies moored to a quay. The results of numerical simulations for selected configurations are shown.
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