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Generalized power law for predicting the air flow resistivity of thermocompressed fibrous materials and open cell foams

机译:用于预测热压纤维材料和开孔泡沫的空气流动阻力的通用幂律

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摘要

The compression of sound absorbing materials can change significantly their acoustical properties. It is commonly admitted that the air flow resistivity is the main parameter governing the acoustical efficiency. Several authors propose empirical laws to predict the resistivity as function of the compression rate. The models are based on a power function with a power related to the kind of material. In this paper, we propose a generalized power law to calculate the air flow resistivity of compressed porous materials with high porosity (= 0.9). The power is here related to the material initial porosity. The influence of fibres orientation distribution is also addressed. The proposed formula shows a good agreement with the measurements performed on several types of porous materials (four fibrous materials and two open cell foams). (C) 2018 Elsevier Ltd. All rights reserved.
机译:吸声材料的压缩会显着改变其声学特性。通常公认的是,气流阻力是控制声学效率的主要参数。一些作者提出了经验定律,以预测电阻率随压缩率的变化。这些模型基于幂函数,并且幂与材料的种类有关。在本文中,我们提出了广义幂律来计算具有高孔隙率(> = 0.9)的压缩多孔材料的空气流动阻力。此处的功率与材料的初始孔隙率有关。还解决了纤维取向分布的影响。提议的公式与对几种类型的多孔材料(四种纤维材料和两种开孔泡沫)进行的测量显示出良好的一致性。 (C)2018 Elsevier Ltd.保留所有权利。

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