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Application of power spectrum, cepstrum, higher order spectrum and neural network analyses for induction motor fault diagnosis

机译:功率谱,倒谱,高阶谱和神经网络分析在感应电动机故障诊断中的应用

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The power spectrum is defined as the square of the magnitude of the Fourier transform (FT) of a signal. The advantage of FT analysis is that it allows the decomposition of a signal into individual periodic frequency components and establishes the relative intensity of each component. It is the most commonly used signal processing technique today. If the same principle is applied for the detection of periodicity components in a Fourier spectrum, the process is called the cepstrum analysis. Cepstrum analysis is a very useful tool for detection families of harmonics with uniform spacing or the families of sidebands commonly found in gearbox, bearing and engine vibration fault spectra. Higher order spectra (HOS) (also known as polyspectra) consist of higher order moment of spectra which are able to detect non-linear interactions between frequency components. For HOS, the most commonly used is the bispectrum. The bispectrum is the third-order frequency domain measure, which contains information that standard power spectral analysis techniques cannot provide. It is well known that neural networks can represent complex non-linear relationships, and therefore they are extremely useful for fault identification and classification. This paper presents an application of power spectrum, cepstrum, bispectrum and neural network for fault pattern extraction of induction motors. The potential for using the power spectrum, cepstrum, bispectrum and neural network as a means for differentiating between healthy and faulty induction motor operation is examined. A series of experiments is done and the advantages and disadvantages between them are discussed. It has been found that a combination of power spectrum, cepstrum and bispectrum plus neural network analyses could be a very useful tool for condition monitoring and fault diagnosis of induction motors.
机译:功率谱定义为信号的傅立叶变换(FT)幅度的平方。 FT分析的优势在于它可以将信号分解为单独的周期频率分量,并确定每个分量的相对强度。它是当今最常用的信号处理技术。如果将相同的原理应用于傅立叶频谱中的周期性分量的检测,则该过程称为倒频谱分析。倒谱分析对于检测具有均匀间距的谐波系列或齿轮箱,轴承和发动机振动故障频谱中常见的边带系列非常有用。高阶频谱(HOS)(也称为多频谱)由频谱的高阶矩组成,这些矩能够检测频率分量之间的非线性相互作用。对于居屋,最常用的是双光谱。双频谱是三阶频域度量,其中包含标准功率谱分析技术无法提供的信息。众所周知,神经网络可以表示复杂的非线性关系,因此对于故障识别和分类非常有用。本文介绍了功率谱,倒谱,双谱和神经网络在感应电动机故障模式提取中的应用。检查了使用功率谱,倒谱,双谱和神经网络作为区分健康和故障感应电动机运行的方法的潜力。进行了一系列实验,并讨论了它们之间的优缺点。已经发现,功率谱,倒谱和双谱以及神经网络分析的组合可能是用于感应电动机的状态监测和故障诊断的非常有用的工具。

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