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Multi-stages helical gearbox fault detection using vibration signal and Morlet wavelet transform adapted by information entropy difference

机译:多级螺旋齿轮箱故障检测使用振动信号和Morlet小波变换进行了信息熵差异

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Although the wavelet analysis is a powerful tool and has been widely used for the vibration signal based gearbox fault diagnosis, there are some limitations that undermine its application. The results of the wavelet transform do not possess time invariant property, which may result in the loss of useful information and decrease the accuracy of fault diagnosis. Other limitations in wavelet transform are the selection of the suitable threshold and the wavelet function. A main challenge of wavelet analysis is the adaptability of the parameters of the mother wavelet to the time variance of the given signal. To overcome this deficiency, an adaptive Morlet wavelet transform method based on the information entropy optimization is proposed in this study. The proposed wavelet transform method is applied for analyzing the vibration signals to detect and diagnose the faults of a helical gearbox. A comparative study of the proposed method and the previous study which used the kurtosis maximization to adapt the wavelet parameters are also carried out to evaluate the proposed method
机译:虽然小波分析是一个强大的工具,并且已广泛用于基于振动信号的齿轮箱故障诊断,但存在一些局限性破坏其应用。小波变换的结果不具有时间不变的属性,这可能导致有用信息的丢失并降低故障诊断的准确性。小波变换的其他限制是选择合适的阈值和小波函数。小波分析的主要挑战是母小波对给定信号的时间方差的适应性。为了克服这种缺陷,在本研究中提出了一种基于信息熵优化的自适应Morlet小波变换方法。施加所提出的小波变换方法用于分析振动信号以检测和诊断螺旋变速箱的故障。还进行了对使用峰度最大化来调节小波参数的施经穴的方法和先前研究的对比研究,以评估所提出的方法

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