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斜齿面齿轮几何传动误差的设计 被引量:18

Design of geometry transmission errors of helical face-gear drive
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摘要 主要对沿齿高方向修形的斜齿面齿轮副几何传动误差进行了设计.为了避免边缘接触,提高面齿轮传动的连续性和稳定性,采用了一种沿齿高方向曲线修形的面齿轮副齿面结构,对仅有小轮齿面修形的面齿轮副和大、小轮齿面均修形的面齿轮副的几何传动误差进行了设计比较.结果表明,仅小轮沿齿高方向曲线修形的斜齿面齿轮副传动误差为非对称的抛物线,装配误差影响传动误差幅值;沿齿高方向两轮均修形的面齿轮副,恰当的设计齿条刀具抛物线修形因数a1,as和抛物线顶点的位置参数u0,不论是否对准安装,几何传动误差均为连续的对称抛物线型. The geometry transmission errors of modified helical face-gear drive was investigated in the paper. A new version of face-gear drive geometry was proposed as envelopes of two parabolic racks of the pinion and shaper in the profile to improve the continuity and stability. The results show the transmission errors of helical face-gear drive with only modified helical pinion is an asymmetric one, and symmetric function parabolic transmission errors, no matter alignment or misalignment, were caused by the new geometry with tooth surfaces modified, while the factors of parabolic a1 ,as and parameter u0 of parabola apex were designed.
出处 《航空动力学报》 EI CAS CSCD 北大核心 2008年第11期2147-2152,共6页 Journal of Aerospace Power
基金 国家自然科学基金(50675176) 航空科技创新基金(07B53004)
关键词 面齿轮 传动误差 斜齿轮 齿面修形 face-gear transmission errors helical gear modification
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参考文献8

  • 1Hendrik K, Emmeloord N. Face gear transmission[D]. United States Patent,No. 4744263, May 17, 1998.
  • 2Paydor L I., Alfonso F, Claudio Z, et ah Design, generation, and stress Analysis of two versions of geometry of face-gear drives[J]. Mechanism and Machine Theory, 2002 (37) :1179- 1211.
  • 3Paydor L L, Alfonso F, Matt H. Design, generateon and TCA of new type of asymmetric face gear drive with modi fled geometry[J]. Comput. Methods Appl. Mech. Engrg, 2001,(190) : 5837-5865.
  • 4塔静宁,邓效忠,张春玲,田树芹.渐开线斜齿轮全齿高修形的轮齿接触区参数研究[J].矿山机械,2001,29(7):53-55. 被引量:4
  • 5魏冰阳,方宗德,周彦伟,邓效忠.基于变性法的高阶传动误差设计与分析[J].西北工业大学学报,2003,21(6):757-760. 被引量:18
  • 6沈云波,方宗德,赵宁,郭辉.斜齿面齿轮齿宽的设计[J].航空动力学报,2008,23(4):754-758. 被引量:28
  • 7LItvin F L, Ignacio Gonzalez Perez,Alfonso F, et al. De sign, generation and stress analysis of face gear drive with helical pinion[J].Comput. Methods Appl. Mech. Engrg, 2005,(194) :3870-3901.
  • 8Litvin F L. Gear geometry and applied theory[M]. Prentice Hall, Inc. , Englewood Cliffs, NJ : 1991.

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