计算船体水下辐射噪声的有限元方法与解析方法的比较

Gyde Andresen-Paulsen, R. U. F. von Bock und Polach, Matthias Donderer
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引用次数: 0

摘要

船舶的水下辐射噪声(URN)严重影响海洋野生动物,可能是一个实质性的但不希望的特征。由主机运动引起的结构噪声和空气噪声导致船体振动并辐射出水下声音。然而,直到今天,还没有完全了解哪些结构参数影响船体引起的水下噪声辐射,以及影响到什么程度。声学测试的准备时间长,需要付出很大的努力,例如,成本高昂的测量系统,以及设置和进行测量、过滤背景噪声等方面的高人力成本。此外,它们不适合系统研究,例如,变化的几何参数。数值模拟可以作为一种经济有效和通用的替代方法,但由于缺乏可用和合适的实验数据,其有效性受到阻碍。在这里,第一步提出了验证数值模拟,以研究每个结构参数的影响以及它们与URN的耦合。对无限大板的水声辐射进行了有限元模拟,并与解析解进行了比较。仿真结果与解析解吻合较好。尽管如此,两种方法之间的一致程度在很大程度上取决于边界条件以及数值模型的设置。解析解对无限平板和无约束流体域是有效的,通过在数值模型中设置边界条件可以包含这些假设。基于验证的无限大板数值模型,可以采用自下而上的方法,进一步研究更复杂结构的各种参数对URN的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Comparison of Finite Element Computations and an Analytical Approach for Determining Hull-Induced Underwater-Radiated Noise
Underwater-radiated noise (URN) of shipping significantly affects marine wildlife and can be a substantial but unwanted signature. Structure- and air-borne noise induced by motions of the main engine lead to a vibrating ship hull that radiates underwater sound. However, until today it is not yet fully understood which structural parameters influence the hull-induced underwater noise radiation, and to what extent. Acoustic tests suffer from long lead times and require high effort, i.e., cost-intensive measuring systems and high personnel costs for setting up and conducting measurements, filtering out background noises, etc. Additionally, they are not well-suited for systematic studies, e.g., for varying geometry parameters. Numerical simulations can serve as a cost-efficient and versatile alternative but their validation is impeded by a lack of available and suitable experimental data. Here, a first step is presented towards validated numerical simulations for investigating the impact of each structural parameter as well as their coupling to URN. Finite element simulations are conducted comparing results with an analytical solution for underwater sound radiation of an infinite plate. The simulations show a good agreement with the analytical solution. Nonetheless, the degree of agreement between the two approaches depends significantly on the boundary conditions as well as on the setup of the numerical model. The analytical solution is valid for an infinite plate and an unconfined fluid domain, by setting boundary conditions in a numerical model these assumptions can be included. Based on the validated numerical model of an infinite plate, a bottom-up approach can be applied, for further investigations of various parameters of more complex structures regarding their influence on URN.
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