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A numerical method for the computation of the resonance frequencies and modes of a fluid-loaded plate: application to the transient response of the system

机译:一种计算流体板的共振频率和模态的数值方法:在系统瞬态响应中的应用

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摘要

In previous papers, we have shown that the time response of a fluid-loaded structure can be expressed in terms of the resonance modes of the fluid/structure system. We first show the efficiency of such a representation by comparing numerical predictions to experimental results. The main objective of this paper is to consider the numerical aspects of this representation, namely the computation of the coupling term in the variational equation and the computation of the resonance frequencies and modes. Three methods are proposed to compute the resonance frequencies: an iterative technique, a Warburton approximation and a perturbation technique (light fluid approximation). Numerical results are presented to compare these three methods, for air and water-loading. The last part of the paper discusses the choice of the number of resonance modes which is required to obtain a representation of the transient radiated pressure with a sufficient accuracy. (C) 2003 Elsevier Ltd. All rights reserved. [References: 17]
机译:在以前的论文中,我们已经表明,可以用流体/结构系统的共振模式来表示流体加载结构的时间响应。我们首先通过将数值预测与实验结果进行比较来显示这种表示的效率。本文的主要目的是考虑该表示法的数值方面,即变分方程中耦合项的计算以及共振频率和模式的计算。提出了三种计算共振频率的方法:迭代技术,沃伯顿近似和微扰技术(轻流体近似)。给出了数值结果以比较这三种方法对空气和水的加载。本文的最后一部分讨论了共振模式数的选择,这是获得足够准确的瞬态辐射压力表示所必需的。 (C)2003 Elsevier Ltd.保留所有权利。 [参考:17]

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