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2014 (Vol. 7, Issue: 6)
Article Information:

Nonlinear Vibration Study on the Gear System based on the Non-dimensional Differential Equation of Dynamic Model

Fan-Ping Qing, Song-Shao Fang, Xing-Yan Feng and Zhang-Song Yun
Corresponding Author:  Fan-Ping Qing 

Key words:  Gear system, nonlinear vibration, time-varying mesh stiffness, , , ,
Vol. 7 , (6): 1125-1132
Submitted Accepted Published
February 06, 2013 March 08, 2013 February 15, 2014
Abstract:

The study derives the kinetics equation of the system and analyzes vibration performance considering the nonlinear factors like time-varying mesh stiffness, gear back lash, mesh error. With the time-varying mesh stiffness of the gear increasing, the vibration of the gear system is more intense. The gear backlash has little effect on the aperiodic behaviour. However, with the clearance increasing, the system response quickly converts to chaos response from single frequency response with the increase of gap and the mesh impact is more serious. The excitation frequency is close to the resonance frequency of system, the system appears chaotic response and the vibration amplitude increases. When the frequency is far from the natural frequency, the response of the system tends to be steady. So it is easy to predict the dynamic performance in the design and make the system avoid the resonance frequency. In the following profile modification of gear, it also provides the data sources.
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  Cite this Reference:
Fan-Ping Qing, Song-Shao Fang, Xing-Yan Feng and Zhang-Song Yun, 2014. Nonlinear Vibration Study on the Gear System based on the Non-dimensional Differential Equation of Dynamic Model.  Research Journal of Applied Sciences, Engineering and Technology, 7(6): 1125-1132.
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ISSN (Online):  2040-7467
ISSN (Print):   2040-7459
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