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The Stability Analysis of FOAM-X Software in Porous Fiber Absorption Material

机译:多孔纤维吸收材料泡沫-X软件的稳定性分析

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Five parameters are often used in acoustic modeling of porous absorption material, which are air flow resistivity σ, porosity Φ, tortuosity α∞, viscous and thermal characteristic lengths Λ and Λ′. These parameters are not easy to be directly tested, especially the latter three parameters. One software capable of identifying inversely these parameters from impedance tube test results becomes increasingly popular. However, its detail stability analysis is rarely reported till now. This paper studies its stability on those porous fiber materials generally applied in vehicle interior trim, such as PET fiber, shoddy, PP/PET mixed fiber. Some conclusions are obtained. (1) The identification of α∞, Λ and Λ′ is always stable when σ and Φ are assumed in advance. Furthermore, high correlation coefficient is obtained if σ and Φ are assumed reasonably, which means high precision of identification. (2) The identification of Φ, α∞, Λ and Λ′ is stable in most cases when σ is assumed in advance. However, the identified porosity is often 1.0 for high porosity material. In this case, it might as well assume Φ to be 0.99. (3) Given Φ only in advance, the identification of other parameters is sensitive to the fluctuation of frequency span, but insensitive to the fluctuation of vacuum bulk density. (4) Assumed that all parameters are unknown in advance, the identification becomes more sensitive. In the latter two cases, the identified parameters should be carefully checked combining with a prior knowledge about fibrous material, so as to meet high correlation coefficient.
机译:五个参数通常用于多孔吸收材料的声学建模,其是空气流动电阻率σ,孔隙率φ,曲折感αν,粘性和热特性长度λ和λ'。这些参数不易直接测试,尤其是后三个参数。一种能够从阻抗管测试结果识别这些参数的一个软件变得越来越受欢迎。然而,它的细节稳定性分析很少报告到目前为止。本文研究其稳定性对通常施用于车辆内部装饰的多孔纤维材料,例如PET纤维,脱晶,PP / PET混合纤维。获得了一些结论。 (1)当预先假定Σ和φ时,αν,λ和λ'的识别始终是稳定的。此外,如果合理地假设σ和φ,则获得高相关系数,这意味着高精度的识别。 (2)在大多数情况下,φ,αν,λ和λ'的识别是稳定的,当预先假定σ时。然而,对于高孔隙率材料,所识别的孔隙率通常为1.0。在这种情况下,它可能认为φ为0.99。 (3)仅给出φ只是预先,识别其他参数对频率跨度的波动敏感,但对真空堆积密度的波动不敏感。 (4)假设所有参数预先未知,识别变得更加敏感。在后两种情况下,应仔细检查所识别的参数与关于纤维材料的先验知识,以满足高相关系数。

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