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Efficacy of Hilbert and wavelet transforms for time-frequency analysis

机译:希尔伯特和小波变换在时频分析中的功效

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摘要

Two independently emerging time-frequency transformations in Civil Engineering, namely, the wavelet transform and empirical mode decomposition with Hilbert transform (EMD+HT), are discussed in this study. Their application to a variety of nonstationary and nonlinear signals has achieved mixed results, with some comparative studies casting significant doubt on the wavelet's suitability for such analyses. Therefore, this study shall revisit a number of applications of EMD+HT in the published literature, offering a different perspective to these commentaries and highlighting situations where the two approaches perform comparably and others where one offers an advantage. As this study demonstrates, much of the differing performance previously observed is attributable to EMD+HT representing nonlinear characteristics solely through the instantaneous frequency, with the wavelet relying on both this measure and the instantaneous bandwidth. Further, the resolutions utilized by the two approaches present a secondary factor influencing performance.
机译:本文讨论了土木工程中两个独立出现的时频变换,即小波变换和基于希尔伯特变换的经验模态分解(EMD + HT)。它们在各种非平稳和非线性信号中的应用取得了混合的结果,一些比较研究对小波是否适合这种分析提出了极大的怀疑。因此,本研究将重新审视已出版文献中的EMD + HT应用,为这些评论提供了不同的观点,并着重介绍了两种方法可比拟而另一种方法具有优势的情况。正如本研究表明的那样,以前观察到的许多不同性能可归因于EMD + HT仅通过瞬时频率代表非线性特征,而小波既依赖于此度量,也依赖于瞬时带宽。此外,两种方法使用的分辨率是影响性能的第二个因素。

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