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FRF Measurements on Slowly Time-Varying Systems Using Multisines with Non-Uniformly Spaced Harmonics

机译:使用具有非均匀间隔次谐波的多区的缓慢时变量的FRF测量

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摘要

Recently [1] a method has been developed to detect and quantify the influence of time-variation in frequency response function measurements using random excitations. This method can also be applied to random phase multisine excitations, provided uniformly spaced excited harmonics. However, in quite some applications a non-uniform harmonic spacing is required, for example, a quasi logarithmic spacing to cover a large frequency range, and a random spacing to detect and quantify nonlinear distortions. In this paper we extend the results of [1] to random phase multisines with non-uniformly spaced harmonics.
机译:最近,已经开发了一种方法来使用随机激发来检测和量化时间变化的时间变化的影响。该方法也可以应用于随机相位多语激励,提供均匀间隔的激发谐波。然而,在相当的应用中,需要非均匀的谐波间隔,例如,以覆盖大频率范围的准对数间隔,以及用于检测和量化非线性失真的随机间距。在本文中,我们将[1]的结果扩展到随机相多数,具有非均匀间隔的谐波。

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