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Enhanced Frequency Analysis Using Wavelets

机译:使用小波增强频率分析

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摘要

An enhanced frequency analysis method is introduced using a phase shift wavelet representation to analyse individual frequency components and to reveal features of a given signal. The frequency representation provides details at each time location without the loss caused by local orthogonality between the wavelet basis functions and the given signal which occurs when a normal wavelet decomposition is employed. Movement of the local orthogonality locations, corresponding to the phase shift of the wavelet basis functions, are studied and it is shown that these movements are important and can be used to reveal features of the signal in the frequency domain, such as continuities, smoothness and trends. Several examples are presented to illustrate the method and an application to a permanent magnet synchronous drive system is provided to demonstrate the approach.
机译:引入了一种增强的频率分析方法,该方法使用相移小波表示来分析各个频率分量并揭示给定信号的特征。频率表示提供了每个时间位置的详细信息,而不会因小波基函数和给定信号之间的局部正交性而造成损失,而这种损失是在采用常规小波分解时出现的。研究了与小波基函数的相移相对应的局部正交位置的移动,结果表明这些移动很重要,可用于揭示频域中信号的特征,例如连续性,平滑度和趋势。给出了几个示例来说明该方法,并提供了在永磁同步驱动系统上的应用以演示该方法。

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