声学线性阻抗衰减中轴波数和平均流不确定性的评估

D. Nark, Michael G. Jones, E. Piot
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引用次数: 17

摘要

为了实现当前和未来的降噪目标,设计和评估先进宽带声学衬垫的一个关键参数是衬垫所呈现的声阻抗。该参数是特定衬管结构固有的参数,取决于声压级和掠流速度。一般来说,电流阻抗消除方法提供了良好的效果,并继续在整个声学衬垫界中使用。然而,最近的一些应用表明,推导出的阻抗可能依赖于入射波相对于平均流的方向。本研究的目的是研究基于Pridmore-Brown方程和转换亥姆霍兹方程的各种阻抗诱导方法的这种意外行为。具体地说,研究了流型和轴向波数不确定性对上游和下游源的减小阻抗的影响。均匀流动的结果表明,设置正确的马赫数值对于获得上游和下游源一致的导出阻抗的重要性。事实上,通过对均匀流马赫数的轻微修改,大大提高了两个源位置上结果的一致性。此外,导出轴向波数的不确定性也与导出阻抗的差异密切相关,甚至与修正的均匀流马赫数有关。最后,虽然不像均匀流动情况那样简单,但当包括剪切流动时,对平均流动剖面的修改似乎也可以提高上游和下游结果的一致性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Assessment of Axial Wave Number and Mean Flow Uncertainty on Acoustic Liner Impedance Eduction
A key parameter in designing and assessing advanced broadband acoustic liners to achieve the current and future noise reduction goals is the acoustic impedance presented by the liner. This parameter, intrinsic to a specific liner configuration, is dependent on sound pressure level and grazing flow velocity. Current impedance eduction approaches have, in general, provided excellent results and continue to be employed throughout the acoustic liner community. However, some recent applications have indicated a possible dependence of the educed impedance on the direction of incident waves relative to the mean flow. The purpose of the current study is to investigate this unexpected behavior for various impedance eduction methods based on the Pridmore-Brown and convected Helmholtz equations. Specifically, the effects of flow profile and axial wavenumber uncertainties on educed impedances for upstream and downstream sources are investigated. The uniform flow results demonstrate the importance of setting a correct Mach number value in obtaining consistent educed impedances for upstream and downstream sources. In fact, the consistency of results over the two source locations was greatly improved by a slight modification of the uniform flow Mach number. In addition, uncertainty in educed axial wavenumber was also illustrated to correlate well with differences in the educed impedances, even with modified uniform flow Mach number. Finally, while less straightforward than in the uniform flow case, it appears that modification of the mean flow profile may also improve consistency of results for upstream and downstream results when shear flow is included.
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