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Numerical and analytical solutions for sound propagation and absorption in porous media at high sound pressure levels

机译:在高声压级下在多孔介质中传播和吸收声音的数值和解析解

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摘要

On the basis of the work of Wilson [J. Acoust. Soc. Am. 84, 350-359 (1988)], a more exact numerical approach was constructed for predicting the nonlinear sound propagation and absorption properties of rigid porous media at high sound pressure levels. The numerical solution was validated by the experimental results for sintered fibrous porous steel samples and its predictions were compared with the numerical solution of Wilson An approximate analytical solution was further put forward for the normalized surface acoustic admittance of rigid air-saturated porous materials with infinite thickness, based on the wave perturbation method developed by Lambert and McIntosh [J. Acoust. Soc. Am. 88, 1950-1959 (1990)]. Comparisons were made with the numerical results.
机译:基于威尔逊的工作[J. co Soc。上午。 84,350-359(1988)],构建了一种更精确的数值方法来预测高声压水平下刚性多孔介质的非线性声传播和吸收特性。烧结纤维多孔钢样品的实验结果验证了该数值解的正确性,并将其预测结果与Wilson的数值解进行了比较。为无限厚度的刚性空气饱和多孔材料的归一化表面声导率进一步提出了近似解析解。 ,是基于Lambert和McIntosh [J. co Soc。上午。 88,1950-1959(1990)]。与数值结果进行了比较。

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