Sparse Frequency Representation Using Autocorrelation of Variational Mode Functions to Detect Compound Fault in Rotating Machines
摘要
A gearbox is a torque transmitting unit, in other words, a non-linear dynamic system consisting of gear pairs, bearings, and shafts. In a vibration signal, the effects of gear tooth faults reflect modulations and appear as sidebands in the frequency spectrum. Similarly, bearing faults exhibit modulations, too.
PurposeThus, when multiple faults co-occur in bearing, the compounding effect is termed compound faults. The sidebands in the resulting vibration signal will be difficult to investigate due to interference, and hence, specialized techniques are required to solve such problems.
Approach and ResultsAn investigation considering the compound fault occurring in a rotating machine is presented in this work. This paper proposes a fault detection approach based on variational mode decomposition and autocorrelation for compound faults. VMD demodulates the vibration signal, thereby attenuating the effect of spurious noise; however, the low-frequency component related to individual faults is unidentifiable. Therefore, autocorrelation analysis and estimation of the correlation coefficient of the extracted variational mode functions (VMFs) was performed, followed by the sparsity analysis using the Hoyer Index and
It was noted that the proposed approach attempts to solve the problem of complex oscillation characteristics and mutual interference between multiple bearing faults. The result suggests that the proposed approach is practical in diagnosing the compound fault.