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A novel weak fault signal detection approach for a rolling bearing using variational mode decomposition and phase space parallel factor analysis

机译:一种新的弱故障信号检测方法,用于使用变分模式分解的滚动轴承和相位空间并行因子分析

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摘要

Considering the difficulty of fault feature extraction from a rolling bearing under strong background noise, we present a novel approach based on variational mode decomposition (VMD) and phase space parallel factor analysis, for detecting the weak fault signal of a rolling bearing. In this scheme, the VMD method is first adopted to decompose the raw vibration signal into several intrinsic mode components. The selected intrinsic mode function component with maximal kurtosis is subsequently embedded into the high dimensional phase space by phase space reconstruction. Then, the independent components are estimated in the high dimensional phase space by parallel factor analysis. In addition, a new criterion combining kurtosis and feature energy factor (FEF) is proposed for the selection of the time delay and embedding dimension. Finally, the optimal independent component with the largest FEF is selected for envelope spectrum analysis, and the faint fault characteristic frequencies of the vibration signal can be extracted. The feasibility of the proposed scheme is demonstrated through simulation and experimental vibration signals. Results indicate that the proposed method has better capability in detecting a weak fault signal of a rolling bearing, compared with VMD-fast spectral kurtogram and phase space independent component analysis.
机译:考虑到在强大的背景噪声下从滚动轴承中提取的故障特征提取的难度,我们提出了一种基于变分模式分解(VMD)和相空行并行因子分析的新方法,用于检测滚动轴承的弱故障信号。在该方案中,首先采用VMD方法来将原始振动信号分解为几个内在模式组件。随后通过相位空间重建嵌入具有最大峰度的所选内在模式功能组分。然后,通过并行因子分析在高尺寸相空间中估计独立组分。此外,提出了一种结合Kurtosis和特征能量因子(FEF)的新标准,用于选择时间延迟和嵌入尺寸。最后,选择具有最大FEF的最佳独立组分用于包络频谱分析,并且可以提取振动信号的微弱故障特性频率。通过仿真和实验振动信号证明了所提出的方案的可行性。结果表明,该方法在检测滚动轴承的弱故障信号方面具有更好的能力,与VMD快速谱克尔科特图和相空间独立分量分析相比。

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