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Sound absorption characteristics of a honeycomb-backed microperforated panel absorber: revised theory and experimental validation

机译:蜂窝背板微孔板式吸声器的吸声特性:修正理论和实验验证

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A microperforated panel (MPP) absorber is known as one of the most promising alternatives of the next-generation sound absorbers. However, MPPs are usually made of thin limp materials and need to be reinforced by a supporting element. The authors proposed to use a honeycomb attached behind an MPP for this purpose, and have shown that the honeycomb in the back cavity of an MPP absorber is not only useful to stiffen the MPP but improves its sound absorption performance, particularly at low frequencies. In the authors' previous studies an electro-acoustical circuit model was used to analyse its sound absorption characteristics, however, the model inevitably includes an approximation, and more exact theory needs to be established for better prediction of its characteristics. In this paper, the absorber is analysed with the wave theory based on Helmholtz-Kirchhoff integral equations. First, the formalism based on the Helmholtz-Kirchhoff integral is presented. Next, an experiment is made to validate the theory. Finally, a parametric study is made to discuss the effect of the parameters of the sound absorbing system on its sound absorption characteristics.
机译:微孔板(MPP)吸收器是下一代吸声器最有希望的替代品之一。但是,MPP通常是由薄的柔软材料制成,需要通过支撑元件进行加固。作者建议为此目的使用附着在MPP后面的蜂窝,并显示出MPP吸收器后腔中的蜂窝不仅可用于使MPP变硬,而且可改善其吸声性能,尤其是在低频时。在作者先前的研究中,使用电声电路模型分析其吸声特性,但是,该模型不可避免地包含近似值,需要建立更精确的理论以更好地预测其特性。本文利用基于Helmholtz-Kirchhoff积分方程的波动理论对吸收器进行了分析。首先,提出了基于亥姆霍兹-基尔霍夫积分的形式主义。接下来,进行实验以验证该理论。最后,进行了参数研究,讨论了吸声系统的参数对其吸声特性的影响。

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