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基于信源估计和频域反卷积的滚动轴承故障特征分离与辨识
引用本文:张建宇,孟浩,胥永刚.基于信源估计和频域反卷积的滚动轴承故障特征分离与辨识[J].中国机械工程,2017,28(1):45.
作者姓名:张建宇  孟浩  胥永刚
作者单位:1. 北京工业大学先进制造技术北京市重点实验室,北京,100124 2.卧龙电气章丘海尔电机有限公司,章丘,250200 3. 北京市精密测控技术与仪器工程技术研究中心,北京,100124
基金项目:北京市教委科技计划资助项目(KM201410005027)
摘    要:针对轴承故障的振动特征由于受到强振源的抑制作用而增加了故障分离与辨识难度的问题,建立了基于信源估计和频域反卷积的故障诊断方法。利用小波包分解将信号分离成多个子带信号,并和奇异值分解相结合,解决欠定条件下的信号源数估计问题;根据估计的源数,选取相应维数的观测信号,通过短时傅里叶变换、复数域独立分量分析、相关排序、短时傅里叶逆变换,完成频域反卷积的分析过程,实现故障特征的分离与提取。仿真信号和实验数据均验证了该方法在故障特征分离与微弱特征辨识中的有效性。

关 键 词:小波包分解  奇异值分解  短时傅里叶变换  复数域独立分量分析  频域反卷积  

Fault Separation and Recognition of Rolling Bearings Based on Source Number Estimation and FDBD
ZHANG Jianyu,MENG Hao,XU Yonggang.Fault Separation and Recognition of Rolling Bearings Based on Source Number Estimation and FDBD[J].China Mechanical Engineering,2017,28(1):45.
Authors:ZHANG Jianyu  MENG Hao  XU Yonggang
Affiliation:1.Key Laboratory of Advanced Manufacturing Technology, Beijing University of Technology, Beijing, 100124 2.Zhangqiu Haier Motor Co. Ltd., Wolong Electrics, Zhangqiu, Shandong,250200 3. Beijing Engineering Research Center of Precision Measurement Technology and Instrument, Beijing, 100124
Abstract:According to the problems that the vibration features of bearing faults were hard to separate and recognize in strong vibration source inhibition, a diagnosis method was established based on source number estimation and FDBD algorithm. Wavelet packet decomposition was used to divide the signals into multiple sub band signals, and SVD was selected to estimate the signal source numbers in underdetermined conditions. The multiple dimension signals were constructed based on the source number estimation. The FDBD algorithm, which included STFT, fastICA in complex domain, relevance ranking and inverse STFT, was finally applied on fault feature separation and extraction. The effectiveness of the method was validated in fault feature separation and weak feature recognition  by the simulation signals and experimental data of rolling bearing faults.
Keywords:wavelet packet decomposition  singular value decomposition(SVD)  short time Fourier transform (STFT)  fastICA in complex domain  frequency domain blind deconvolution (FDBD)  
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