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Research of Two Phase Flow Signal Denoising Based on Fractional Wavelet Transform

机译:基于分数小波变换的两相流信号降噪研究

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The wavelet transform(WT) is only limited to the time-frequency analysis of the signal, and denoising method based on WT will ignore the details of the signal, which can result in the loss of useful components in the signal. Although the fractional Fourier transform(FRFT) breaks through the limitation of the time-frequency domain, that is it can analyze the signal in the fractional domain, it cannot represent the local characteristics of the signal. In this paper, we propose a method of fractional wavelet transform(FRWT), which not only retains the advantages of multi-resolution analysis of wavelet analysis, but also retains the function of FRFT signal in the fractional order domain, in addition, the method can make up for the defects of FRFT which can not characterize the local information of the signal. We apply this method to the denoising of two-phase flow signals and find that achieve a better performance.
机译:小波变换(WT)仅限于信号的时频分析,而基于WT的去噪方法会忽略信号的细节,从而导致信号中有用成分的丢失。尽管分数阶傅立叶变换(FRFT)突破了时频域的局限性,即它可以分析分数域中的信号,但不能表示信号的局部特征。本文提出了分数小波变换(FRWT)方法,该方法不仅保留了小波分析的多分辨率分析的优点,而且还保留了分数阶域中FRFT信号的功能。可以弥补无法表征信号本地信息的FRFT缺陷。我们将该方法应用于两相流信号的去噪,发现实现了更好的性能。

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