Space Velocity Vector Model of Real-time Non-clearance Ball Precise Transmissions
DUAN Liying1;AN Zijun1;FU Zhiqiang2
1.College of Mechanical Engineering, Yanshan University, Qinhuangdao,Hebei,066004
2.College of Packaging and Printing Engineering,Tianjin University of Science&Technology,Tianjin,300222
Online:2018-05-10
Published:2018-05-09
Supported by:
National Natural Science Foundation of China(No. 51275440)
DUAN Liying1;AN Zijun1;FU Zhiqiang2. Space Velocity Vector Model of Real-time Non-clearance Ball Precise Transmissions[J]. China Mechanical Engineering.
[1]王国彪,赖一楠,范大鹏,等.新型精密传动机构设计与制造综述[J].中国机械工程,2010,21(16):1891-1897.
WANG Guobiao,LAI Yinan,FAN Dapeng,et al.Summary of New Type Precision Transmission Design and Manufacture[J].China Mechanical Engineering,2010,21(16):1891-1897.
[2]HIDETSUGU T.The Development of Gearless Reducers with Rolling Balls[J].Journal of Mechanical Science and Technology,2010,24:189-195.
[3]AN Zijun,YI Yali.Force Analysis and Stress Calculation of Non-clearance Cycloid Ball Transmission[C]//Proceedings of IEEE International Conference on Mechatronics and Automation.Takamatsu,2008:1089-1093.
[4]宜亚丽,安子军,王海侠.无隙钢球精密传动啮合副滑动特性研究[J].中国机械工程,2014,25(23):3206-3211.
YI Yali,AN Zijun,WANG Haixia.Research on Sliding Property of No-backlash Ball Precision Transmission Meshing Pair[J].China Mechanical Engineering, 2014,25(23):3206-3211.
[5]张鹏,安子军,杨作梅.摆线钢球行星传动啮合副非线性力学性能研究[J].工程力学,2010,27(3):186-192.
ZHANG Peng,AN Zijun, YANG Zuomei.Research on Nonlinear Mechanical Properties for Engagement Pair of Cycloid Ball Planetary Transmission[J].Engineering Mechanics,2010,27(3):186-192.
[6]张鹏,安子军.摆线钢球行星传动动力学建模与固有特性分析 [J].中国机械工程,2014,25(2):157-162.
ZHANG Peng,AN Zijun.Dynamics Model and Natural Characteristics of Cycloid Ball Planetary Transmission [J].China Mechanical Engineering,2014,25(2):157-162.
[7]杨荣刚,安子军.基于谐波平衡法的摆线钢球行星传动等速输出机构非线性动态特性研究[J].振动与冲击,2017,36(2):153-158.
YANG Ronggang,AN Zijun.Nonlinear Dynamic Characteristics of the Equal Speed Output Mechanism of Cycloid Ball Planetary Transmission Based on Harmonic Balance Method[J].Journal of Vibration and Shock,2017,36(2):153-158.
[8]孙鹏飞,安子军,刘向辉.精密钢球传动减速机构的瞬时接触热特性分析[J].中国机械工程,2017,28(9):1009-1015.
SUN Pengfei,AN Zijun,LIU Xianghui.Analysis on Instantaneous Contact Thermal Characteristics of Reducing Mechanisms for Precision Ball Transmissions[J].China Mechanical Engineering,2017,28(9):1009-1015.
[9]甘屹,王均垒,孙福佳.基于给定工作空间的6R 型机器人D-H参数优化设计[J].中国机械工程,2014,25(22):3003-3007.
GAN Yi,WANG Junlei,SUN Fujia.Optimal Design of D-H Parameters of a 6R Robot for a Prescribed Workspace[J].China Mechanical Engineering,2014,25(22):3003-3007.
[10]CONTE J,SANTOLARIA J,MAJARENA A C,et al.Laser Tracker Kinematic Error Model Formulation and Subsequent Verification under Real Working Conditions[J].Procedia Engineering,2015,132:788-795.
[11]LI Z,SCHICHO J.A Technique for Deriving Equational Conditions on the Denavit-Hartenberg Parameters of 6R Linkages that Are Necessary for Movability[J].Mechanism & Machine Theory,2015,94:1-8.
[12]DUAN Liying,AN Zijun,YANG Ronggang,et al.Mechanical Model of Coupling Rolling and Sliding Friction in Real-time Non-clearance Precision Ball Transmission[J].Tribology International,2016,103:218-227.
[13]吴序堂.齿轮啮合原理[M].北京:机械工业出版社,1982:145-163.
WU Xutang.The Principle of Gear Engagement[M].Beijing:Mechanical Industry Press,1982:145-163.