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Optimum impedance in the presence of an inviscid sheared flow

机译:剪切流不粘稠时的最佳阻抗

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In recent years, much effort has been devoted to find the "optimum impedance" i.e. the impedance that results in the maximum modal decay rate in flow duct acoustics. Although such analysis can be carried out by means of numerical simulations, analytical expressions can also be derived in order to predict the optimum impedance. Previous works have been concerned over the optimum impedance of higher order modes in rectangular ducts with uniform flow. In this work, the analysis is expanded to circular and rectangular ducts for both uniform and sheared inviscid flows. Focus is given on a typical aero-engine intake and flight conditions. It is shown that, in certain conditions, the optimum impedance is affected even by the presence of a small boundary layer thickness. It is also noted that for low Helmholtz numbers the optimum impedance may have a negative resistance.
机译:近年来,为找到“最佳阻抗”,即在流管声学中导致最大模态衰减率的阻抗,人们付出了很多努力。尽管可以通过数值模拟进行这种分析,但是也可以导出分析表达式以预测最佳阻抗。以前的工作一直在关注具有均匀流动的矩形管道中高阶模的最佳阻抗。在这项工作中,将分析扩展到圆形和矩形管道,以得到均匀的和剪切的无粘性流。重点介绍了典型的航空发动机进气和飞行条件。结果表明,在某些情况下,即使存在较小的边界层厚度,也会影响最佳阻抗。还应注意,对于低亥姆霍兹数,最佳阻抗可能具有负电阻。

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