Article ID Journal Published Year Pages File Type
565598 Mechanical Systems and Signal Processing 2013 17 Pages PDF
Abstract

Most of the existing time series methods of feature extraction involve complex algorithm and the extracted features are affected by sample size and noise. In this paper, a simple time series method for bearing fault feature extraction using singular spectrum analysis (SSA) of the vibration signal is proposed. The method is easy to implement and fault feature is noise immune. SSA is used for the decomposition of the acquired signals into an additive set of principal components. A new approach for the selection of the principal components is also presented. Two methods of feature extraction based on SSA are implemented. In first method, the singular values (SV) of the selected SV number are adopted as the fault features, and in second method, the energy of the principal components corresponding to the selected SV numbers are used as features. An artificial neural network (ANN) is used for fault diagnosis. The algorithms were evaluated using two experimental datasets—one from a motor bearing subjected to different fault severity levels at various loads, with and without noise, and the other with bearing vibration data obtained in the presence of a gearbox. The effect of sample size, fault size and load on the fault feature is studied. The advantages of the proposed method over the exiting time series method are discussed. The experimental results demonstrate that the proposed bearing fault diagnosis method is simple, noise tolerant and efficient.

► Singular spectrum analysis and ANN based bearing condition monitoring is proposed. ► Diagnosed using singular values (1st method) and energy features (2nd method). ► Evaluated using two experimental bearing vibration datasets. ► Methods work well in presence of noise and masking sources such as gears. ► The merits of proposed method over the existing time domain methods are outlined.

Related Topics
Physical Sciences and Engineering Computer Science Signal Processing
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