摘要
为通过振动信号识别轴承的工作状态,结合小波包变换和矩阵特征值理论,提出了一种新的轴承信号特征提取方法。引入了能量值方法,对小波包分解信号进行分层分段能量计算,组成能量特征矩阵,求得矩阵特征值;定义基于特征值的振动信号特征参数,并探讨了特征参数与轴承运行状态间的联系。最后在特征提取基础上,提出了故障早期模式识别的对应系数相乘方法。结果表明:最大值特征参数能够敏感的反映轴承工作性能的变化,可作为轴承状态监测特征量;对应系数相乘法可以作为故障部位诊断的有效方法。
In order to recognize the operating states of bearings, a new approach for extracting features of vibration signals was proposed using the theory of wavelet transformation and matrix eigenvalues. The method of energy was introduced and calculated using segmented datas, then a energy matrix was built and the matrix eigenvalues were gained. Characteristic parameters of bearing vibration signals were defined based on the matrix eigenvalues. The relationship between the characteristic parameters and the operating states of bearing were discussed. At last, a method of early-age fault diagnosis multiplying the wavelet coefficients was proposed on the basis of feature extraction. It was shown that the max characteristic parameters can sensitively reflect the variation of working performance of bearings, therefore, they can be taken as parameters to inspect the conditions of bearings ; multiplying wavelet coefficients can be an efficient method of bearing fault diagnosis.
出处
《振动与冲击》
EI
CSCD
北大核心
2013年第21期107-111,共5页
Journal of Vibration and Shock
基金
国家863高技术研究发展计划资助项目(2009AA04Z122)
关键词
故障诊断
能量矩阵
小波包变换
矩阵特征值
特征参数
fault diagnose
energy matrix
wavelet transformation
matrix eigenvalues
characteristic parameters