Centrifugal pump fault diagnosis based on MEEMD-PE Time-frequency information entropy and Random forest

Yihan Wang, Hongmei Liu
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Abstract

In the process of fault diagnosis of centrifugal pump, according to the characteristics of large amount of information, non-stationary and nonlinear of vibration signal, a fault diagnosis method based on Modified Ensemble Empirical Mode Decomposition- Permutation Entropy (MEEMD-PE) time-frequency information entropy and Random forest is proposed in this paper. First, the intrinsic mode functions (IMFs) component from high frequency to low frequency is obtained by MEEMD-PE method, and the IMFs with noise components are determined by the permutation entropy, These IMFs are regarded as pseudo components and removed. The main remaining IMFs, which contain important fault information are retained; Second, the short-time Fourier transform is performed on a series of IMFs. Then the time-frequency matrix containing the fault feature information is obtained. In addition, entropy of time-frequency matrixis also calculated byinformation entropy, which regarded as feature vector. Meanwhile, the feature vector is removed redundant feature information by principal component analysis method. At the same time, wavelet entropy feature extraction method is used to compare MEEMD-PE time-frequency information entropy. Finally, the fault feature matrix after dimensionality reduction is classified by random forest. The experimental results show that the method can effectively diagnose the centrifugal pump.
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基于MEEMD-PE时频信息熵和随机森林的离心泵故障诊断
在离心泵故障诊断过程中,根据振动信号信息量大、非平稳、非线性的特点,提出了一种基于修正集合经验模态分解-排列熵(MEEMD-PE)时频信息熵和随机森林的故障诊断方法。首先,利用MEEMD-PE方法获得高频到低频的内禀模态函数分量,利用置换熵确定含有噪声分量的内禀模态函数分量,将其视为伪分量并去除;保留包含重要故障信息的主要剩余imf;其次,对一系列imf进行短时傅里叶变换。然后得到包含故障特征信息的时频矩阵。此外,还利用信息熵作为特征向量计算时频矩阵的熵。同时,利用主成分分析法去除特征向量中的冗余特征信息。同时,采用小波熵特征提取方法对MEEMD-PE的时频信息熵进行比较。最后,对降维后的故障特征矩阵进行随机森林分类。实验结果表明,该方法能有效地对离心泵进行故障诊断。
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