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On the modelling of membrane-coupled Helmholtz resonator and its application in acoustic metamaterial system

机译:膜耦合亥姆霍兹共振器的建模及其在声学超材料系统中的应用

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摘要

In recent years, the Helmholtz resonator and membrane are two popular elements that have been vastly employed in the design of energy harvesters and metamaterials. In this paper, a theoretical study of the modelling of the membrane-coupled Helmholtz resonator is presented. The membrane is first represented with lumped parameters as a single-degree-of-freedom piston/centre-mass model. The physical meaning of the effective force-bearing area is explained. The membrane-coupled Helmholtz resonator is then modelled as a multiple-degree-of-freedom system. From the acoustic-mechanical interaction perspective, transformation coefficients are derived to bridge the acoustic and mechanical domains. Inspired by the fact that the membrane-coupled Helmholtz resonator exhibits multiple resonances in the low frequency regime, an acoustic metamaterial system is proposed by integrating the membrane-coupled Helmholtz resonators. A theoretical model of the proposed acoustic metamaterial is developed and multiple band gaps are predicted from the band structure analysis. All the theoretical models presented in this paper have been verified by corresponding finite element models.
机译:近年来,亥姆霍兹共振器和膜是在能量收集器和超材料的设计中广泛使用的两个流行元素。本文提出了膜耦合亥姆霍兹谐振器建模的理论研究。首先用集总参数将膜表示为单自由度活塞/中心质量模型。解释了有效承力区域的物理含义。然后将膜耦合的亥姆霍兹谐振器建模为多自由度系统。从声学-机械相互作用的角度出发,导出变换系数以桥接声学和机械域。受到膜耦合亥姆霍兹谐振器在低频状态下表现出多重谐振这一事实的启发,通过集成膜耦合亥姆霍兹谐振器,提出了一种声学超材料系统。建立了所提出的声学超材料的理论模型,并通过带结构分析预测了多个带隙。本文提出的所有理论模型均已通过相应的有限元模型进行了验证。

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