Interference Study of Gear Form Grinding Based on Induced Normal Curvature

  • DING Guolong ,
  • ZHANG Song ,
  • ZHAO Daxing ,
  • ZHAO Dongxiong
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  • College of Mechanical Engineering, Hubei University of Technology,Wuhan 430068

Received date: 2015-02-09

  Revised date: 2015-11-01

  Online published: 2016-02-05

Abstract

How to avoid and decrease interference is one of the key technology for improving efficiency and accuracy of gear form grinding. On the basis of differential geometry theory and the space mesh theory, grinding wheel profile of a cogging is solved by non-instantaneous section envelope machining principle. Induced normal curvature theory of meshing surface is studied, grinding interference is judged through computing induced normal curvature which is the point of contact line that between grinding wheel surface and gear surface, on the meanwhile, changing rules that induced normal curvature follow setting parameters and character of interference point emerged around contact line, finally, getting a set of integrated way to judge, avoid and decrease interference theory of gear form grinding;value range of setting parameter of grinding wheel is obtained under grinding without interference by program of Matlab software. The example’s analysis manifested that unreasonable adjusting grinding wheel setting parameter or dressing will lead to grinding interference, offering non-interference range of setting parameter for the actual grinding, from the deeper point, this avoiding grinding interference theory make a practical guiding significance for enhancing efficiency and accuracy of gear form grinding.

Cite this article

DING Guolong , ZHANG Song , ZHAO Daxing , ZHAO Dongxiong . Interference Study of Gear Form Grinding Based on Induced Normal Curvature[J]. Journal of Mechanical Engineering, 2016 , 52(3) : 197 -204 . DOI: 10.3901/JME.2016.03.197

References

[1] KOBAYASHI Y,NISHIDA N,OUGIYA Y,et al. Tooth trace modification processing of helix gear by form grinding method[J]. The Japan Society of Mechanical Engineers,1995,61 (590):284-28.
 [2] YOSHINO H,IKENO K. Tooth-trace crowning in form grinding of helical gears[J]. The Japan Society of Mechanical Engineers,1991,57 (538):2144-2184.
 [3] SRINIVASAN N,SHUNMUGAM M S. Relieving interference in internal gear shaping [C]// Advances in Machine Tool Design and Manufacturing Technology,Proceedings of the 10th All India Machine Tool Design and Research Conference,1982,142-147.
 [4] COLBOURNE J R. Gear-tooth interference[C]// Design and Production Engineering Technical Conference,1982.
 [5] CHI Jungchiang,ZHANG Huafong. Undercutting and interference for thread form grinding with a tilt angle[J]. Mechanism and Machine Theory,2009,44:2066-2078.
 [6] CHEN Xinchun,LI Jia,LOU Benchao,et al. Effect of the cutter parameters and machining parameters on the interference in gear slicing[J]. Chinese Journal of Mechanical Engineering,2013,26(6):1118- 1126.
 [7] 陈世平,侯智. 数控加工中的干涉现象浅析[J]. 组合机床与加工自动化技术,2004(11):65-67.  CHEN Shiping,HOU Zhi. Analysis for interference in CNC machining[J]. Modular Machine Tool & Automatic Manufacturing Tehnique,2004(11):65-67.
 [8] 李剑,王文,谢金,等. 数控加工中自由曲面干涉区域求取算法的研究[J]. 组合机床与加工自动化技术,2001(9):41-44. LI Jian,WANG Wen,XIE Jin,et al. Research on the interference areas determination algorithm of freeform surface in NC machining[J]. Modular Machine Tool & Automatic Manufacturing Tehnique,2001(9):41-44.
 [9] 高军,司马中文,王小椿. 数控加工干涉检验的新算法[J]. 山东工程学院学报,2001,15(3):22-24. GAO Jun,SIMA Zhongwen,WANG Xiaochun. A new algorithm on gouge-detection in NC machining[J]. Shandong Institute of Engineering,2001,15(3):22-24.
 
[10] 张瑞乾,毛世民,吴序堂. 齿轮成形磨齿齿根过渡曲线的合理确定[J]. 工具技术,1996,30(8):10-12. Zhang Ruiqian,MAO Shiming,WU Xutang. Determining the transient curves of tooth roots in form gear grinding[J]. Tool Engineering,1996,30(8):10-12.
[11] 郭二廓,黄筱调,袁鸿,等. 斜齿轮成形磨削接触线优化研究[J]. 机械科学与技术,2012,31(8):1320-1324. GUO Erkuo,HUANG Xiaodiao,YUAN Hong,et al. Optimization of contact line for form grinding involute helical gears[J]. Mechanical Science and Technology for Aerospace Engineering,2012,31(8):1320-1324.
[12] 傅则绍. 微分几何与齿轮啮合原理[M]. 东营:石油大学出版社,1999. FU Zeshao. Differential geometry and gear meshing principle[M]. Dongying:University of Petroleum Press,1999.
[13] 邢家省. 法曲率最值的直接求法[J]. 吉首大学学报,2012,33(4):11-15. XING Jiasheng.Direct method of findigthe extreme value of normal curvature[J]. Journal of Jishou University,2012,33(4):11-15.
[14] 姚齐水,李常义,潘存云. 渐开线环形齿球传动中齿面曲率及曲率半径研究[J]. 机械传动,2005,29(6):8-10. YAO Qishui,LI Changyi,PAN Cunyun. Study of curvature and curvature radious of tooth surface on the ring involute teeth spherical transmission[J]. Journal of Mechanical Transmission,2005,29(6):8-10.
[15] 沈云波,方宗德,丁文强. 面齿轮传动整个啮合过程相对法曲率干涉检验的方法[J]. 兰州理工大学报,2013,39(1):25-28. SHEN Yunbo,FANG Zongde,DING Wenqiang. Checking method of relative normal curvature interference during entire meshing process of face-gear-drive [J]. Journal of Lanzhou University of Technology,2013,39(1):25-28.
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