Enhanced weight symplectic geometry decomposition based on maximum periodic kurtosis deconvolution

MEASUREMENT SCIENCE AND TECHNOLOGY(2023)

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摘要
To enhance the periodic impact component and improve the accuracy of planetary gear fault detection, an enhanced weighted symplectic geometry decomposition based on maximum periodic kurtosis deconvolution (MPKD-EWSGD) is proposed in the paper. On the one hand, MPKD-EWSGD adopts the MPKD method for noise reduction preprocessing to highlight the periodic impulse component. On the other hand, MPKD-EWSGD introduces the periodic impulse intensity (PII) to choose components with fault information, avoiding the disadvantages of denoising methods that use the component energy as the measurement standard. Emulation and experimental signals show that MPKD-EWSGD can effectively reduce noise and is an effective method for planetary gearbox fault detection.
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关键词
enhanced weight symplectic geometry decomposition,maximum periodic kurtosis deconvolution,noise reduction,symplectic geometry similarity transformation,planetary gearbox
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