摘要
非圆齿轮行星系打纬机构构造了理想的打纬摇轴运动学曲线,建立了由理想运动学曲线反求非圆齿轮节曲线的数学模型。研究表明非圆齿轮行星系打纬机构能够满足打纬工艺要求。
The non-circular planetary gears train beating-up mechanism constructs the ideal kinematic curve of beating-up rockshaft and the mathematic model by which the pitch curve of non-circular gears was reversely solved by the ideal kinematic curve. The study has shown that the non-circular planetary gears train beating-up mechanism can meet the requirements of the beating-up craft.
引文
[1]朱苏康,高卫东.机织学[M].北京:中国纺织出版社, 2004.
[2]梁海顺,胡巧娥,王贯超,等.四连杆打纬机构的Fuzzy优化设计[J].机械设计与研究, 2005,21(2):72-75.
[3]马世平.基于MATLAB的六连杆打纬机构优化设计及仿真[J].纺织学报, 2006,27(3):40-43.
[4]Xue Wen-Liang, Chen Guo-Zhen, Chen Ge, etc.Dynamic Analysis of Four-bar Beating-up Mechanism with Joint Clearance[J]. Journal of Donghua University(English Edition), 2010, 27(4):559-565.
[5]顾叶琴,赵雄,陈建能,赵匀.一种新型打纬机构的设计与分析[J].浙江理工大学学报,2007,24(5):525-528.
[6]隋鹏举,姚立纲,苏同克,等.给定运动轨迹的齿轮—凸轮组合机构解析法设计[J].机械设计与研究,2009,25(5):10-12.
[7]Chen Jian-Neng, Zhao Xiong, Hu Yu-Long etc.Reverse Design and Test of Non-circular Gear&Crank-rocker&Gear Trains Weft Iinsertion Mechanism[J]. Journal of Donghua University(English Edition), 2011, 28(3):243-247.
[8]林万焕,王英,赵雄,陈建能.基于Hermite多项式的打纬运动学方程及其应用[J].纺织学报,2011,32(3):127-132.
[9]陈建能,赵雄,徐宾,赵匀.椭圆齿轮—曲柄摇杆引纬机构的运动学建模与特性分析[J].中国机械工程,2007,18(19):2294-2297.
[10]吴序堂,王贵海.非圆齿轮及非匀速传动[M].北京:机械工业出版社, 1997:20-100.