摘要
基于弹性动力学理论,针对槽轮机构的结构特性,应用有限单元法建立该机构的动力学微分方程,通过求解方程得到系统的各项动力学参数,包括机构的固有频率、机架受力大小、机构工作转矩等等,并分析了机构传动过程产生振动的原因。
Based on the theory of the elastodynamics and the structure characteristic of Geneva,the finite element method is used to establish the kinetic equation of the mechanism.Therefore,by solving the equations,all kinds of dynamic parameters are determined,including natural frequency,force status,working torque of the mechanism,and the vibration characteristic of the transmission process are analyzed.
出处
《机械传动》
CSCD
北大核心
2012年第2期71-74,80,共5页
Journal of Mechanical Transmission
关键词
动力学
槽轮
振动
有限元
Dynamic Geneva Vibration Finite element