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基于自由场测试数据预测管道风扇辐射的声学旋转模式的数值逆方法。

Numerical inverse method predicting acoustic spinning modes radiated by a ducted fan from free-field test data.

作者信息

Lewy Serge

机构信息

CFD and Aeroacoustics Department, ONERA (National Aerospace Research Agency), MB 72, 92322 Chatillon, France.

出版信息

J Acoust Soc Am. 2008 Jul;124(1):247-56. doi: 10.1121/1.2931952.

Abstract

Spinning modes generated by a ducted turbofan at a given frequency determine the acoustic free-field directivity. An inverse method starting from measured directivity patterns is interesting in providing information on the noise sources without requiring tedious spinning-mode experimental analyses. According to a previous article, equations are based on analytical modal splitting inside a cylindrical duct and on a Rayleigh or a Kirchhoff integral on the duct exit cross section to get far-field directivity. Equations are equal in number to free-field measurement locations and the unknowns are the propagating mode amplitudes (there are generally more unknowns than equations). A MATLAB procedure has been implemented by using either the pseudoinverse function or the backslash operator. A constraint comes from the fact that squared modal amplitudes must be positive which involves an iterative least squares fitting. Numerical simulations are discussed along with several examples based on tests performed by Rolls-Royce in the framework of a European project. It is assessed that computation is very fast and it well fits the measured directivities, but the solution depends on the method and is not unique. This means that the initial set of modes should be chosen according to any known physical property of the acoustic sources.

摘要

在给定频率下,涵道涡轮风扇产生的旋转模式决定了声学自由场指向性。从测量得到的指向性图案出发的反演方法,在无需进行繁琐的旋转模式实验分析的情况下,就能提供关于噪声源的信息,这一点很有意思。根据之前的一篇文章,相关方程基于圆柱管道内部的解析模态分解,以及管道出口横截面处的瑞利积分或基尔霍夫积分,以得到远场指向性。方程的数量与自由场测量位置的数量相同,未知数是传播模式的振幅(通常未知数比方程数量多)。通过使用伪逆函数或反斜杠运算符,在MATLAB中实现了一个程序。由于模态振幅的平方必须为正,这就产生了一个约束条件,需要进行迭代最小二乘拟合。结合罗尔斯 - 罗伊斯公司在一个欧洲项目框架内进行的测试所举的几个例子,对数值模拟进行了讨论。评估结果表明,计算速度非常快,并且与测量得到的指向性拟合得很好,但解取决于方法,且不是唯一的。这意味着应该根据声源的任何已知物理特性来选择初始模式集。

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