Accurate Calculation of Tooth Surface Deviation Based on Automobile Driving Axle Hypoid Gear

China Mechanical Engineering ›› 2012, Vol. 23 ›› Issue (12): 1502-1508.

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Accurate Calculation of Tooth Surface Deviation Based on Automobile Driving Axle Hypoid Gear

Deng Xiaozhong1;Li Tianxing1,2;Li Jubo3;Zhou Guangcai4

1.Henan University of Science and Technology,Luoyang,Henan,471003
2.Northwestern Polytechnical University,Xi'an,710072
3.Jiangsu University,Zhenjiang,Jiangsu,212013
4.Harbin Jingda Measuring Instruments Co., Ltd.,Harbin,150078

Online:2012-06-25 Published:2012-06-29
Supported by:

National Natural Science Foundation of China（No. 51075121）

汽车驱动桥准双曲面齿轮齿面测量误差精确计算

邓效忠1;李天兴1,2;李聚波3;周广才4

1.河南科技大学,洛阳,471003
2.西北工业大学,西安,710072
3.江苏大学,镇江,212013
4.哈尔滨精达测量仪器有限公司,哈尔滨,150078

基金资助:
国家自然科学基金资助项目（51075121）；河南省杰出人才创新基金资助项目（094200510007）
National Natural Science Foundation of China（No. 51075121）

Abstract

Abstract:

In order to obtain accurately the deviation of the
actual machined tooth surface and improve effectively the tooth surface
precision for the automobile driving axle gear,the kinematic relations of the
NC machining and the digital measurement were deeply analyzed by combining the superiority in gear transmission of automobile driving axle gear and
the particularity in the machine tool adjustment,the machining method and
the tooth surface detection so on.By means of the complexity of topological
structure of tooth surface of the automobile driving axle gear and the calculation principles of tooth surface deviation,an accurate calculation method was
put forward to determine the real tooth surface deviation of automobile driving axle gear on the basis of the measurement data of the actual tooth surface.
Finally,the correctness and effectiveness of the accurate calculation method of tooth surface deviation was verified by the comparisons of the machining and measuring results.

Key words: automobile driving axle gear, tooth surface precision, tooth surface deviation, accurate calculation

摘要：

为精确获取汽车驱动桥齿轮实际加工齿面的真实误差,改善汽车齿轮的齿面精度,结合汽车驱动桥齿轮在传动方面的优越性及其在机床调整计算、加工方法和齿面测量等方面的特殊性,对其齿面数控展成与数字化检测的运动关系进行了深入分析;鉴于汽车驱动桥齿轮齿面拓扑结构的复杂性，结合齿面误差计算原理，在实际加工齿面检测信息的基础上,提出了一种汽车驱动桥齿轮齿面误差的精确计算方法;最后，通过齿轮齿面加工测量结果的比对，验证了该齿面误差精确计算方法的正确性和有效性。


关键词: 汽车驱动桥齿轮, 齿面精度, 齿面误差, 精确计算

CLC Number:

TH132.4

DENG Xiao-Zhong-1, LI Tian-Xin-1, 2, LI Ju-Bei-3, ZHOU An-Cai-4. Accurate Calculation of Tooth Surface Deviation Based on Automobile Driving Axle Hypoid Gear[J]. China Mechanical Engineering, 2012, 23(12): 1502-1508.

邓效忠1, 李天兴1, 2, 李聚波3, 周广才4. 汽车驱动桥准双曲面齿轮齿面测量误差精确计算[J]. 中国机械工程, 2012, 23(12): 1502-1508.

References

[1]汪中厚[1],周晓玲[1].汽车驱动桥锥齿轮齿面检测与质量控制[J].现代零部件,2005(11):57-61.
[2]曾韬[1,2].汽车后桥螺旋锥齿轮制造的发展方向与对策[J].世界制造技术与装备市场,2006(6):79-83.
[3]石照耀[1],张万年[1],林家春[1].小模数齿轮测量：现状与趋势[J].北京工业大学学报,2008(2):113-119.
[4]石照耀[1],费业泰[2],谢华锟[3].齿轮测量技术100年——回顾与展望[J].中国工程科学,2003,5(9):13-17.
[5]刘慧玲[1],于水琴[2],曾韬[2].数字化闭环加工系统在螺旋锥齿轮制造中的应用[J].机械工程师,2008(4):103-105.
[6]郭晓东[1],张明德[1],张卫青[1],徐娟[1],孙秀文[2].锥齿轮齿距及齿形偏差测量与分析方法[J].工具技术,2009(11):80-83.
[7]樊奇[1],让·德福[1].格里森专家制造系统（GEMS）开创弧齿锥齿轮及双曲面齿轮数字化制造新纪元[J].世界制造技术与装备市场,2005(4):87-93.
[8]Tobisawa K, Kano M, Saiki K, et al. Real Tooth Contact Analysis of Loaded Hypoid Gear Directly Using Measured Tooth Surfaces[J]. Review of Au- tomotive Engineering, 2006,27 (2): 317-324.
[9]Litvin F L, Zhang Y, Kieffer J, et al. Identification and Minimization of Deviations of Real Gear Tooth Surfaces[J]. Journal of Mechanical Design, ASME, 1991,113(1) ~55-62.
[10]Litvin F L, Kuan C, Wang J C, et al. Minimization of Deviations of Gear Real Tooth Surfaces Deter- mined by Coordinate Measurements[J]. Journal of Mechanical Design, ASME, 1993, 115 (4): 995- 1001.
[11]李天兴[1],邓效忠[1],魏冰阳[1].基于一维测头准双曲面齿轮齿面偏差的测量[J].中国机械工程,2007,18(8):958-962.
[12]曾韬著.螺旋锥齿轮设计与加工[M],1989:382.
[13]Litvin F L,Fuentes A. Gear Geometry and Applied Theory[M]. Cambridge. Cambridge University Press, 2004.
[14]曹雪梅[1],王军[1],张海英[1].弧齿锥齿轮齿面误差检测与实验验证[J].中国机械工程,2009(15):1799-1801.
[15]石照耀,费业泰.复杂曲面测量模式与关键技术[J].工具技术,2000,34(11):31-34.

Accurate Calculation of Tooth Surface Deviation Based on Automobile Driving Axle Hypoid Gear

汽车驱动桥准双曲面齿轮齿面测量误差精确计算

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