制造工艺与装备

螺旋伞齿轮磨削残余应力分布规律及仿真分析

  • 梁志强 ,
  • 黄迪青 ,
  • 周天丰 ,
  • 李宏伟 ,
  • 刘心藜 ,
  • 王西彬
展开
  • 1. 北京理工大学先进加工技术国防重点学科实验室 北京 100081;
    2. 北京北方车辆集团有限公司 北京 100072
梁志强,男,1984年出生,博士,副教授,博士研究生导师。主要研究方向为难加工材料切削磨削、微细切削、微细刀具设计与制造。E-mail:liangzhiqiang@bit.edu.cn;黄迪青,男,1993年出生,硕士研究生。主要研究方向为螺旋伞齿轮磨削加工技术。E-mail:huangdiqingbit@outlook.com;王西彬,男,1958年出生,博士,教授,博士研究生导师。主要研究方向为先进切削磨削、精密微小型制造、绿色制造、生物加工与成形等。E-mail:cutting0@bit.edu.cn

收稿日期: 2017-11-11

  修回日期: 2018-06-01

  网络出版日期: 2018-11-05

基金资助

基础科研(A0920132008,JCKY2017208C005)和国家重点基础研究计划(973计划,2015CB059900)资助项目。

Distribution Characteristic and Simulation Analysis on Grinding Residual Stress of Spiral Bevel Gears

  • LIANG Zhiqiang ,
  • HUANG Diqing ,
  • ZHOU Tianfeng ,
  • LI Hongwei ,
  • LIU Xinli ,
  • WANG Xibin
Expand
  • 1. Key Laboratory of Fundamental Science for Advanced Machining, Beijing Institute of Technology, Beijing 100081;
    2. Beijing North Vehicle Group Corporation, Beijing 100072

Received date: 2017-11-11

  Revised date: 2018-06-01

  Online published: 2018-11-05

摘要

螺旋伞齿轮作为重型车辆传动系统的关键零部件,其表面完整性对整车机动性和可靠性起着关键作用。磨削作为齿轮最后一步加工工序,磨削过程产生的残余应力将直接影响齿轮疲劳性能。若残余应力控制不当,将导致齿轮在使用过程中过早发生疲劳失效,产生齿面疲劳点蚀和根部疲劳断裂等问题。针对重型车辆螺旋伞齿轮设计磨削试验,研究不同磨削参数下螺旋伞齿轮残余应力的分布规律;结合磨削前后齿轮残余应力的状态,获得实际磨削过程残余应力;基于力热耦合有限元仿真法计算螺旋伞齿轮磨削残余应力。研究结果表明:齿轮凸面平行磨削方向残余压应力最小,磨削过程使齿面产生拉应力而亚表层产生压应力,力热耦合有限元仿真法能有效用于螺旋伞齿轮磨削残余应力的预测和分析。

本文引用格式

梁志强 , 黄迪青 , 周天丰 , 李宏伟 , 刘心藜 , 王西彬 . 螺旋伞齿轮磨削残余应力分布规律及仿真分析[J]. 机械工程学报, 2018 , 54(21) : 183 -190 . DOI: 10.3901/JME.2018.21.183

Abstract

The spiral bevel gear is the key part of the transmission component of the heavy duty vehicles. Its surface integrity plays a key role in the maneuverability and reliability. As the last step of gear machining, grinding residual stress is one of the important factor of surface integrity. It leads to the early fatigue failure if the residual stress doesn't meet the requirements. The distribute characteristic of the gear's residual stress in different grinding parameters are investigated by grinding experiments. The effective residual stress caused by grinding is calculated according to the residual stress of the original gear. It also is calculated by the finite element method basing on thermo-mechanical coupling. The results show that, the residual stress of gear convexity parallel to the grinding direction is the smallest; the residual tensile stress is generated by the grinding process in the gear surface, while in the gear subsurface residual compressive stress is produced. The values of residual stress calculated by the finite element model are accordant with those calculated by the experiment, which shows that it is promising to analyse and predict the residual stress of spiral bevel gear by finite element method.

参考文献

[1] 乔治,梁志强,赵文祥,等. 齿轮钢30CrMnTi磨削强化试验[J]. 中国表面工程,2017,30(1):26-32. QIAO Zhi,LIANG Zhiqiang,ZHAO Wenxiang,et al. Grinding hardening of 30CrMnTi gear steel[J]. China Surface Engineering,2017,30(1):26-32.
[2] 覃孟扬,叶邦彦,贺爱东. 基于热力耦合分析的预应力切削残余应力研究[J]. 华南理工大学学报,2012,40(1):47-52. QIN Mengyang,YE Bangyan,HE Aidong. Thermal coupling analysis and experiment of residual stress for pestress hard machining[J]. Journal of South China University of Technology,2012,40(1):47-52.
[3] 潘勤学,刘帅,肖定国,等. 基于超声技术的齿轮残余应力测量方法研究[J]. 兵工学报,2015(9):1757-1765. PAN Qinxuel,LIU Shuai,XIAO Dingguo,et al. The method of gear residual stress measurement based on ultrasonic technology[J]. Acta Armamentarii,2015(9):1757-1765.
[4] SONG Wentao,XU Chunguang,PAN Qinxue,et al. Nondestructive testing and characterization of residual stress field using an ultrasonic method[J]. Chinese Journal of Mechanical Engineering,2016,29(2):365-371.
[5] SALLEM H,HAMDI H. Analysis of measured and predicted residual stresses induced by finish cylindrical grinding of high speed steel with CBN wheel[J]. Procedia Cirp,2015,31:381-386.
[6] SALONITIS K,KOLIOS A. Experimental and numerical study of grind-hardening-induced residual stresses on AISI 1045 steel[J]. The International Journal of Advanced Manufacturing Technology,2015,79(9):1443-1452.
[7] MIKKOLA E,REMES H,MARQUIS G. A finite element study on residual stress stability and fatigue damage in high-frequency mechanical impact(HFMI)-treated welded joint[J]. International Journal of Fatigue,2017,94:16-29.
[8] 明兴祖,严宏志,陈书涵,等. 3D力热耦合磨齿模型与数值分析[J]. 机械工程学报,2008,44(5):17-24. MING Xingzu,YAN Hongzhi,CHEN Shuhan,et al. 3D models of thermo-mechanical coupling of grinding tooth and numerical analysis[J]. Chinese Journal of Mechanical Engineering,2008,44(5):17-24.
[9] 张修铭,刘莉娟,修世超,等. 基于热-力耦合磨削表层残余应力的仿真分析[J]. 东北大学学报,2014,35(12):1758-1762. ZHANG Xiuming,LIU Lijuan,XIU Shichao,et al. Simulation analysis of ground surface residual stress with thermal mechanical coupling principle[J]. Journal of Northeastern University,2014,35(12):1758-1762.
[10] 张雪萍,王和平,高二威. 单粒磨削过程仿真与工件表面残余应力的离散度分析[J]. 上海交通大学学报,2009(5):717-721. ZHANG Xueping,WANG Heping,GAO Erwei. Simulation of single abrasive particle grinding process and analysis on the residual stresses scatter[J]. Journal of Shanghai Jiaotong University,2009,43(5):717-721.
[11] 王贵成,刘菊东,裴宏杰. 磨削淬硬加工技术[M]. 北京:国防工业出版社,2015. WANG Guicheng,LIU Judong,PEI Hongjie. Grind-harding technology[M]. Beijing:National Defense Industry Press,2015.
[12] 任敬心,华定安. 磨削原理[M]. 北京:电子工业出版社,2011. Ren Jinxin,HUA Dingan. Grinding principle[M]. Beijing:Publishing House of Electronics Industry,2011.
[13] 王西彬,李相真. 结构陶瓷磨削表面的残余应力[J]. 金刚石与磨料磨具工程,1997(6):18-22. WANG Xibing,LI Xiangzhen. Residual stress of ground surface of structure ceramics[J]. Diamond and Grind Tools Engineering,1997(6):18-22.
[14] 明兴祖. 螺旋锥齿轮磨削界面力热耦合与表面性能生成机理研究[D]. 长沙:中南大学,2010. MING Xingzu. Research on mechanism of thermos-mechanical coupling on grinding interface and surface performance generating of spiral bevel gears[D]. Changsha:Central South University,2010.
[15] 李德海,翟乃庆. 结合剂粒度对低温陶瓷结合剂SG砂轮性能的影响[J]. 金刚石与磨料磨具工程,2014(2):62-64. LI Dehai,ZHAI Naiqing. Influence of bond particle size on performance of low-temperature vitrified bond SG grinding wheel[J]. Diamond and Grind Tools Engineering,2014(2):62-64.
[16] MALKIN S. 磨削技术理论与应用[M]. 沈阳:东北大学出版社,2002. MALKIN S. Theory and application of grinding technology[M]. Shenyang:Northeastern University Press,2002.
[17] JIN T,CAI G Q. Analytical thermal models of oblique moving heat source for deep grinding and cutting[J]. Journal of Manufacturing Science and Engineering Transactions of the ASME,2001,123(2):185-190.
文章导航

/