A Generalized Dynamic Model of Geared System: Establishment and Application

References

• Wuhong , Wang , Xiaobei , Jiang , Shuangcheng , Xia and Qi , Cao . 2010 . Incident tree model and incident tree analysis method for quantified risk assessment:an in-depth accident study in traffic operation . Safety Science , 48 ( 10 ) : 1248 – 1262 .
   Google Scholar
• Wuhong , Wang , Yan , Mao , Jin , g , Xiao , Wang , Hongwei , Guo , Xuemei , Ren and Ikeuchi , Katsushi . 2011 . Driver's various information process and muti-ruled decision-making mechanism:a fundamental of intelligent driving shaping model . International Journal of Computational Intelligence System , 4 ( 3 ) : 297 – 305 .
   Google Scholar
• Inalpolat , M. and Kahraman , A. 2008 . Dynamic modelling of planetary geas of automatic transmissions . Proc. ImechE , 222 : 229 – 242 .
   Google Scholar
• LI , Run-fang and WANG , Jian-jun . 1997 . “ Gear System Dynamics - Vibration, Impact ” . In Noise , Science Press .
   Google Scholar
• Smith , J. D. 1993 . Gears and their vibration: A basic approach to understanding gear noise , Marcel-Dekker,inc .
   Google Scholar
• WANG , Jianjun , LI , Runfang and PENG , Xianghe . 2003 . Survey of nonlinear vibration of gear transmission systems . Journal of Applied Mechanical , 56 ( 3 )
   Google Scholar
• KAHRAMAN , A. and BLANKENSHIP , G. W. 1997 . Experiments on nonlinear dynamic behavior of an oscillator with clearance and periodically time-varying parameters . Journal of Applied Mechanics , 64 : 217 – 226 .
   Google Scholar
• Kiracofe , Daniel R. and Parker , Robert G. 2007 . Structured vibration modes of general compound planetary . Journal of vibraton and acoustics , 129 : 1 – 16 .
   Google Scholar
• Miroslav , Byrtus and Vladimir , Zeman . 2011 . On modeling and vibration of gear drives influenced by nonlinear couplings . Mechanism and Machine Theory , 46 : 375 – 397 .
   Google Scholar
• Chen , Siyu , Tang , Jinyuan , Luo , Caiwang and Wang , Qibo . 2011 . Nonlinear dynamic characteristics of geared rotor bearing systems with dynamic backlash and friction . Mechanism and Machine Theory , 46 : 466 – 478 .
   Web of Science ®Google Scholar
• Cai-Wan , Chang-Jian . 2010 . Strong nonlinearity analysis for gear-bearing system under nonlinear suspensionbifurcation and chaos . Nonlinear Analysis:Real Word Applications , 11 : 1760 – 1774 .
   Google Scholar
• LI , Ming , SUN , Tao and HU , Haiyan . 2002 . Review on dynamic of geared rotor-bearing systems . Journal of vibration engineering , 15 ( 3 ) : 249 – 256 .
   Google Scholar
• WANG , Xiaosun , WU , Shijing , ZHOU , Xuhui and LI , Qunli . 2008 . Bifurcation and chaos in a nonlinear dynamic model of spur gear with backlash . Journal of vibration and shock , 27 ( 1 ) : 53 – 56 .
   Google Scholar
• SHEN , Yongjun , YANG , Shaopu , PAN , Cunzhi and XING , Haijun . 2005 . Nolinear dynamics of a spur gear pair to parametric and external excitation . Journal of Beijing jiaotong university , 29 ( 1 ) : 69 – 73 .
   Google Scholar
• LIU , Xiaoning , WANG , Sanmin and SHEN , Yunwen . 2004 . Nonlinear Vibrations of 3-DOF Geared Rotor- Bearing System . Mechanical science and technology , 23 ( 10 ) : 1191 – 1193 .
   Google Scholar
• SUN , Tiantian . 2009 . “ Bending-Torsional Coupled Vibration Characteristics Analysis of Vehicle Powertrain ” . In PHD Thesis at Beijing Institute of Technology Beijing , , P.R. China
   Google Scholar
• Cheon-Jae , Bahk and Parker , Robert G. 2011 . Analytical Solution for the Nonlinear Dynamics of Planetary Gears . Journal of Computational and Nonlinear Dynamics , 6 ( 4 ) : 021007 – 1-021007-15 .
   Google Scholar