Modelling of gear stochastic vibration considering non-white noise errors  

作　　者：Yong Wang Wenjun Zhang 

机构地区：[1]City Univ Hong Kong, Dept Mfg Engn, Hong Kong, Hong Kong

出　　处：《Chinese Science Bulletin》1999年第4期375-378,共4页

摘　　要：A model to simulate the non-Gaussian non-white-noise random errors of gears is developed with the influence of rotational speed considered. The gear transmission errors is first decomposed into harmonic and random components based on the spectral analysis. Then, a second-order Markov process with time-variant parameters is used to simulate the non-Gaussian non-white-noise random component of gears. The second-order Markov process is used as a shaping filter. The input of the filter is a white Gaussian noise process, and the output is the random erros of gears. Furthermore, a new dynamic and stochastic simulation model for the rotational bivration of gear transmission system is proposed. The influences of the random errors on vibration acceleration are examined by use of the developed simulation system.A model to simulate the non-Gaussian non-white-noise random errors of gears is developed with the influence of rotational speed considered. The gear transmission errors is first decomposed into harmonic and random components based on the spectral analysis. Then, a second-order Markov process with time-variant parameters is used to simulate the non-Gaussian non-white-noise random component of gears. The second-order Markov process is used as a shaping filter. The input of the filter is a white Gaussian noise process, and the output is the random erros of gears. Furthermore, a new dynamic and stochastic simulation model for the rotational bivration of gear transmission system is proposed. The influences of the random errors on vibration acceleration are examined by use of the developed simulation system.

关 键 词：GEAR RANDOM ERROR MARKOV process STOCHASTIC vibration. 

分 类 号：O324[理学—一般力学与力学基础]