期刊文献+

齿轮副端面重合度统一定义及其计算式 被引量:4

Common Definition and Calculation Formula of Transerse Contact Ratio for Gear Pair
在线阅读 下载PDF
导出
摘要 针对各种齿轮传动提出端面重合度的统一定义,并且推导其计算表达式,进一步讨论了渐开线齿轮副、微线段齿轮副和正弦齿廓齿轮副的端面重合度的计算问题。齿轮副的端面重合度定义为齿轮作用角(即一对轮齿从进入啮合到脱离啮合过程中齿轮所转过的角度)与齿轮的齿距转角的比值。根据齿轮啮合原理,由基本齿条的轮廓曲线能够获得其啮合线方程。根据所获得的啮合线方程,以及给定的齿轮副齿顶线方程,就能够根据本文的计算式得到齿轮副的重合度。对于渐开线齿轮副,该定义与众所周知的“啮合线长度与基节之比”的结果相同。该定义同样适用于非渐开线齿轮副,例如微线段齿轮副、正弦齿廓齿轮副等,而且计算结果更可靠。 Common definition and calculation formula of transerse contact ratio for all types of gears are put forward.The calculation formulae for involute gear,micro-segments profile gear,and sine-curved profile gear are discussed.The transerse contact ratio of gear pair is defined as the ratio of the action angle (the rotation angle of gear from gear-in to gear-out for one pair of teeth) to the rotation angle per pitch(or central angle per tooth).According to the theory of gearing,equation of the meshing line can be deduced from the tooth profile of basic rack.According to the equation of the meshing line and the addendum outline of the gear,the contact ratio can be calculated with the calculation formulae in this paper.For the involute gear,this definition has same effect as the well-known definition-ratio of the contact line to the base pitch.This definition of contact ratio is also suitable to other non-involute gear,such as micro-segments profile gear,sine-curved profile gear.
作者 谭伟明
出处 《机械传动》 CSCD 北大核心 2005年第6期40-42,共3页 Journal of Mechanical Transmission
基金 佛山市科技发展专项基金资助(03030091)
关键词 齿轮副 重合度 作用角 齿距转角 微线段齿轮 正弦齿廓齿轮 Gear pair Contact ratio Action angle Rotation angle per pitch Micro-segments gears Sine-curved profile gears
  • 相关文献

参考文献8

二级参考文献13

  • 1陈安适,邹慧君,梁锦华,赵韩.逻辑齿轮的重合度及滑动系数研究[J].机械设计与研究,1996,12(3):28-30. 被引量:9
  • 2华大年.机械原理(第二版)[M].高等教育出版社,1997..
  • 3吴序堂,齿轮啮合原理,1984年
  • 4团体著者,圆弧齿轮,1980年
  • 5Litvin F L.Theory of gearing [M].Washington:NASA Publication,1989.
  • 6Komori T, Nagata S. A new gear profile of relative curvature being zero at contact points[C]. In: Proc of Inter Conf on Gearing.China, CMES, 1988(1): 39-42.
  • 7Komori T, Ariga Y, Nagata S. A new gear profile having zero relative curvature at many contact points [J]. Trans of the AMES, 1990, 12(3): 430-436.
  • 8Litvin F L. Theory of gearing [M]. NASA Publication, Washington DC, 1989.
  • 9孙桓 傅则绍.机械原理(第四版)[M].高等教育出版社,1995..
  • 10[日]窪田忠彦 著,任世钟.齿轮几何学[M]机械工业出版社,1985.

共引文献61

同被引文献71

引证文献4

二级引证文献105

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部