网站首页期刊简介编委会过刊目录投稿指南广告合作征订与发行联系我们English
发动机连杆盖锻造上模使用寿命
英文标题:Service life of forging upper die for engine connecting rod cap
作者:黄河 王培安 张迎春 陆元三 
单位:湖南财经工业职业技术学院 商丘工学院 湖南财经工业职业技术学院 
关键词:发动机连杆盖 磨损量 响应面法 Archard磨损模型 使用寿命 
分类号:TG376.2
出版年,卷(期):页码:2021,46(11):68-73
摘要:

 为预测发动机连杆盖锻造上模的使用寿命,结合数值模拟技术﹑响应面法和Archard修正磨损模型,建立了二阶响应面回归分析模型,以上模预热温度﹑上模硬度和摩擦因数为目标参数,对连杆盖上模磨损量进行优化分析。模拟结果表明:回归模型的拟合系数为99.88%。采用响应面法优化后,连杆盖上模最大磨损量的预测值为5.2×10-6 mm,对应的最优参数组合为上模预热温度为250 ℃、上模初始硬度为58 HRC、摩擦因数为0.30。以最优参数组合进行数值模拟,得到连杆盖上模最小磨损量为5.31×10-6 mm。与优化前相比,抗磨损能力提高了6.5%。以0.08 mm作为许用磨损量值,采用响应面模型和数值模拟结果计算得到的连杆盖上模使用寿命分别为15384和15065次,实际生产加工中连杆盖上模使用寿命为15272次,满足生产不小于14500次的要求,磨损量预测准确,模型数据选取合理。 

 In order to predict the service life of forging upper die for engine connecting rod cap, a second-order response surface regression analysis model was established by combining numerical simulation technology, response surface method and Archard modified wear model, and the wear amount of upper die for connecting rod cap was optimized and analyzed by taking preheating temperature of upper die, hardness of upper die and friction coefficient as the target parameters. The simulation results show that the fitting coefficient of the regression model is 99.88%. After the response surface method is optimized, the maximum wear of upper die for connecting rod cap is predicted to be 5.2×10-6 mm, and the corresponding optimal parameters combination is the preheating temperature of upper die for 250 ℃, the intial hardness of upper die for 58 HRC and the friction coefficient of 0.30. The numerical simulation with the optimal parameters combination shows that the minimum wear of upper die for the connecting rod cap is 5.31×10-6 mm, and compared with that before optimization, the wear resistance is increased by 6.5%. In addition, taking 0.08 mm as the allowable wear amount value, the service lives of upper die calculated by the response surface model and the simulation are 15384 times and 15065 times respectively, and in the actual production and processing, the service life of upper die for connecting rod cap is 15272 times, which meets the production requirements of no less than 14500 times. Thus, the wear amount is predicted accurately, and the model data is selected reasonably.

基金项目:
湖南省自然科学科教联合基金项目(2019JJ70091);湖南省教育科学研究项目(15C0152)
作者简介:
作者简介:黄河(1986-),男,硕士,讲师,E-mail:huanghelm@126.com
参考文献:

 [1]何伟, 董万鹏,孙礼宾,.基于响应面法的齿轮轴模具磨损目标参数优化[J].锻压技术,2020,45(9):166-170.


He W,Dong W P,Sun L B,et al.Optimization on wear target parameters for gear shaft mold based on response surface method[J].Forging & Stamping Technology,2020,45(9):166-170.


[2]陈鑫, 王匀,张太良,.基于数值模拟和响应面法的CVT带轮轴终锻成形优化研究[J].塑性工程学报,2020,27(12):30-36.


Chen X,Wang Y,Zhang T L,et al.Research on optimization of final forging forming of CVT pulley shaft based on numerical simulation and response surface method[J].Journal of Plasticity Engineering,2020,27 ( 12):30-36.


[3]Yang Y H,Liu D,He Z,et al.Optimization of preform shapes by RSM and FEM to improve deformation homogeneity in aerospace forgings[J].Chinese Journal of Aeronautics,2010,23(2):260-267.


[4]Box G E P,Wilson K B.On the experimental attainment of optimum conditions[J].Journal of the Royal Statistical Society Series BMethodological,1951,13(1):1-45.


[5]林高用, 冯迪,郑小燕,.基于Archard理论的挤压次数对模具磨损量的影响分析[J].中南大学学报:自然科学版,2009,40(5):1245-1251.


Lin G Y,Feng D,Zheng X Y,et al.Analysis of influence of extrusion times on total die wear based on Archard theory[J].Journal of Central South UniversityScience and Technology,2009,40(5):1245-1251.


[6]Lee R S,Jou J L.Application of numerical simulation for wear analysis of warm forging die[J].Journal of Materials Processing Technology, 2003, 140(1-3):43-48.


[7]Jahamir S,Suh N P.The delamination theory of wear and the wear of a composite surface[J]. Wear, 1975, 32(1): 33-49.


[8]Kang J H,Park I W, Jae J S,et al.A study on die wear model considering thermal softening (Ⅱ): Application of the suggested wear model[J].Journal of Materials Processing Technology, 1999, 94(2-3): 183-188.


[9]Lee G A,Im Y T.Finiteelement investigation of the wear and elastic deformation of dies in metal forming[J].Journal of Materials Processing Technology, 1999, 89-90(10): 123-127.


[10]Eriksen M.The influence of die geometry on tool wear in deep drawing[J].Wear,1997,207(1-2):10-15.


[11]丁旭辉, 宋岩,杨孝享,.减少锻模过早失效的方法[J].锻造与冲压,2019(23):64-66.


Ding X H,Song Y,Yang X H,et al.How to control earlier failure of forging die [J].Forging & Metalforming,2019(23):64-66.


[12]任露泉. 实验优化设计与分析[M].2. 北京:高等教育出版社,2003.


Ren L Q.Optimum Design and Analysis of Experiments[M]. The 2nd Edition. Beijing:Higher Education Press,2003.

服务与反馈:
文章下载】【加入收藏
《锻压技术》编辑部版权所有

中国机械工业联合会主管  中国机械总院集团北京机电研究所有限公司 中国机械工程学会主办
联系地址:北京市海淀区学清路18号 邮编:100083
电话:+86-010-82415085 传真:+86-010-62920652
E-mail: fst@263.net(稿件) dyjsjournal@163.com(广告)
京ICP备07007000号-9