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基于承载传动误差幅值最小的斜齿轮齿面修形优化设计

蒋进科 方宗德 苏进展

蒋进科, 方宗德, 苏进展. 基于承载传动误差幅值最小的斜齿轮齿面修形优化设计[J]. 航空动力学报, 2013, 28(7): 1637-1643.
引用本文: 蒋进科, 方宗德, 苏进展. 基于承载传动误差幅值最小的斜齿轮齿面修形优化设计[J]. 航空动力学报, 2013, 28(7): 1637-1643.
JIANG Jin-ke, FANG Zong-de, SU Jin-zhan. Optimal design of modified helical gear tooth surfaces based on minimum amplitude of loaded transmission error[J]. Journal of Aerospace Power, 2013, 28(7): 1637-1643.
Citation: JIANG Jin-ke, FANG Zong-de, SU Jin-zhan. Optimal design of modified helical gear tooth surfaces based on minimum amplitude of loaded transmission error[J]. Journal of Aerospace Power, 2013, 28(7): 1637-1643.

基于承载传动误差幅值最小的斜齿轮齿面修形优化设计

基金项目: 国家自然科学基金(51175423)

Optimal design of modified helical gear tooth surfaces based on minimum amplitude of loaded transmission error

  • 摘要: 为了减小振动与噪声,提出了以承载传动误差幅值最小为优化目标的修形齿面设计方法:通过两段曲线与一段直线分别设计齿廓、齿向、三维修形(齿廓与齿向修形的叠加)修形曲线,通过三次B样条拟合了相应的修形曲面,与理论齿面叠加构造了斜齿轮修形齿面,推导了其法矢,将斜齿轮修形技术与承载接触分析技术结合起来,采用遗传算法对修形曲线参数进行优化,编制了一套齿面修形优化分析程序,能对修形后的斜齿轮副进行齿面接触分析(TCA)、承载接触分析(LTCA).结果表明:无修形齿轮副的传动误差幅值随载荷增加而增大,修形后随载荷的增加重合度逐渐增大,幅值会产生波动,然后保持稳定,为斜齿轮修形齿面优化设计提供了新的方法.

     

  • [1] 袁野.齿轮噪声与齿轮修形[J].机械研究与应用,2006,19(5):7-8. YUAN Ye.The study of gear yawps and gear profiling[J].Mechanical Research and Application,2006,19(5):7-8.(in Chinese)
    [2] QI Fan.Computerized design of new type spur,helical,spiral bevel and hypoid gear drives [D].Chicago:University of Illinois at Chicago,2002.
    [3] Litvin F L.Design,generation and stress analysis of face gear drive with helical pinion[J].Computer Methods in Aplied Mechanics and Engineering,2005,194(36/37/38):3870-3901.
    [4] Litvin F L.Modified involute helical gears computerized design,simulation of meshing and stress analysis[J].Computer Methods in Applied Mechanics and Engineering,2003,192(33/34):3619-3655.
    [5] Litvin F L,QI Fan.Computerized generation and simulation of meshing of modified spur and helical gears manfactured by shaving[J].Computer Methods in Applied Mchanics and Engineering,2001,190(39):5037-5056.
    [6] Fuentes A,Nagamoto H,Litvin F L,et al.Computerized design of modified helical gears finished by plunge shaving[J].Computer Methods in Applied Mechanics and Engineering,2010,199(25/26/27/28):1677-1690.
    [7] 方宗德.修形斜齿轮的轮齿接触分析[J].航空动力学报,1997,12(3):247-250. FANG Zongde.Tooth contact analysis of modification of helical gears[J].Journal of Aerospace Power,1997,12(3):247-250.(in Chinese)
    [8] 方宗德,沈允文.斜齿轮三维修形的优化设计[J].机械工程学报,1992,28(6):57-60. FANG Zongde,SHEN Yunwen.Optimal design of 3-D modification of helical gear[J].Chinese Journal of Mechanical Engineering,1992,28(6):57-60.(in Chinese)
    [9] 方宗德,杨宏斌,邓效忠.弧齿锥齿轮齿面优化修正及计算机仿真[J].航空动力学报,2002,17(1):140-143. FANG Zongde,YANG Hongbin,DENG Xiaozhong.Optimal tooth surface correction of spiral bevel gears and computerized simulation[J].Journal of Aerospace Power,2002,17(1):140-143.(in Chinese)
    [10] 王成,方宗德,贾海涛,等.人字齿轮修形优化设计[J].航空动力学报.2009,24(6):1433-1436. WANG Cheng,FANG Zongde,JIA Haitao,et al.Modification optimization of double helical gears[J].Journal of Aerospace Power,2009,24(6):1433-1436.(in Chinese)
    [11] 赵宁,康士朋,郭辉,等.基于遗传算法的弧齿锥齿轮动态特性优化设计[J].航空动力学报,2010,25(10):2396-2402. ZHAO Ning,KANG Shipeng,GUO Hui,et al.Optimization design of spiral bevel gears dynamic characteristicsbased on genetic algorithm[J].Journal of Aerospace Power,2010,25(10):2396-2402.
    [12] 唐增宝,钟毅芳,陈久荣.修形齿轮的最佳修形量和修形长度的确定[J].华中理工大学学报,1995,23(2):125-128. TANG Zengbao,ZHONG Yifang,CHEN Jiurong.Determination of the optimum modifieative number and length for gear profile[J].Journal of Huazhong University of Science and Technology,1995,23(2):125-128.
    [13] 林腾蛟,蒋仁科,李润方,等.船用齿轮箱动态响应及抗冲击性能数值仿真[J].振动与冲击,2007,26(12):14-20. LIN Tengjao,JIANG Renke,LI Runfang.Numerial simulation of dynamic response and shock resistance of marine gearbox[J].Journal of Vibration and Shock,2007,26(12):14-20.(in Chinese)
    [14] 那日萨.三次B样条插值曲面及其实现[J].小型微型计算机系统,1995,16(3):23-28. NA Risa.Cubic spline interpolation surface and its realization[J].Mini-Micro Systems,1995,16(3):23-28.(in Chinese)
    [15] 李敏强,寇纪淞,林丹.遗传算法的基本理论与应用[M].北京:科学出版社,2002.
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出版历程
  • 收稿日期:  2012-07-09
  • 刊出日期:  2013-07-28

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