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由声学黑洞板包围的板-腔系统中振动声学解耦和噪声衰减的波数域分析。

Wavenumber domain analyses of vibro-acoustic decoupling and noise attenuation in a plate-cavity system enclosed by an acoustic black hole plate.

作者信息

Wang Xiaodong, Ji Hongli, Qiu Jinhao, Cheng Li

机构信息

State Key Laboratory of Mechanics and Control of Mechanical Structures, Nanjing University of Aeronautics and Astronautics, Nanjing, 210016, China.

Department of Mechanical Engineering, The Hong Kong Polytechnic University, Kowloon, Hong Kong, 999077, China.

出版信息

J Acoust Soc Am. 2019 Jul;146(1):72. doi: 10.1121/1.5114821.

Abstract

The acoustic black hole (ABH) effect is realized in thin plate structures with a decreasing thickness according to a power-law function, and offers potential applications for structure vibration damping enhancement and free-field noise radiation suppression. In this paper, a wavenumber domain method (WNDM) is proposed for the analysis of vibro-acoustic coupling and internal noise reduction mechanism of a pentahedral cavity enclosed by a flexible plate with a two-dimensional ABH indentation, subject to a point force excitation. The system response of the ABH plate-cavity is computed by a validated finite element model. The relationship between the space-averaged sound energy inside the cavity and the spectra of the structural displacement and the acoustic mode of the cavity is established. This allows revealing a dual physical mechanism behind the observed noise reduction: amplitude reduction and mismatching between the wavenumber spectra of the plate displacement and the acoustic field, which results in a weakened vibro-acoustic coupling. An additional configuration with an ABH embedded in an irregular pentagonal wall of the cavity is examined. Despite the increasing complexity in the geometry of the coupling interface and its coupling with the cavity, numerical analyses confirm the generality of the observed physical phenomena and the applicability of the proposed WNDM to more complex system configurations.

摘要

声学黑洞(ABH)效应是在厚度按幂律函数减小的薄板结构中实现的,并为增强结构振动阻尼和抑制自由场噪声辐射提供了潜在应用。本文提出了一种波数域方法(WNDM),用于分析由具有二维ABH凹痕的柔性板包围的五面体腔在点力激励下的振动声学耦合和内部降噪机制。通过验证的有限元模型计算ABH板腔的系统响应。建立了腔内空间平均声能与结构位移谱和腔的声学模态之间的关系。这使得能够揭示观察到的降噪背后的双重物理机制:板位移和声场的波数谱之间的幅度减小和失配,这导致振动声学耦合减弱。研究了一种在腔的不规则五边形壁中嵌入ABH的附加配置。尽管耦合界面的几何形状及其与腔的耦合越来越复杂,但数值分析证实了观察到的物理现象的普遍性以及所提出的WNDM对更复杂系统配置的适用性。

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