Analysis on the oil film stiffness of rolling bearings based on multi parameter coupling
LEI Chunli1,2 ,LI Fuhong1,2 , GUO Junfeng1,2,YANG Xiaoyan1,2
1. Key Laboratory of Digital Manufacturing Technology and Application,The Ministry of Education, Lanzhou University of Technology,Lanzhou 730050,China;
2. School of Mechanical and Electronical Engineering, Lanzhou University of Technology , Lanzhou 730050, China
In view of the dynamic change of the oil film stiffness during the normal operation of rolling bearings is difficult to be accurately reflected by the traditional empirical formula,a rolling bearing oil film stiffness model based on multiparameter coupling was established, taking into account the nonNewton fluid elastohydrodynamic lubrication,rough surface morphology,thermal effect,timedependent effect and other factors. The changing rules of the oil film pressure,film thickness,temperature,and oil film stiffness in a complete cycle were obtained by numerical calculations.The results show that the oil film stiffness is nonlinear in a cycle,which increases with the increasing of load,viscosity,surface roughness,and decreases with the increasing of entrainment velocity.The oscillation frequency of oil film stiffness increases with the increasing of the wavelength of surface roughness,as well as the angle between the texture direction of rough surface and rolling direction of bearing.When the bearing running,the temperature rise of the oil film is the largest,the temperature rise of the inner ring is the second,and that of the rolling body is the minimum but should not be neglected.
雷春丽1,2,李復宏1,2,郭俊锋1,2,杨晓燕1,2. 基于多参数耦合的滚动轴承油膜刚度分析[J]. 振动与冲击, 2018, 37(10): 225-232.
LEI Chunli1,2,LI Fuhong1,2,GUO Junfeng1,2,YANG Xiaoyan1,2 . Analysis on the oil film stiffness of rolling bearings based on multi parameter coupling. JOURNAL OF VIBRATION AND SHOCK, 2018, 37(10): 225-232.
[1] ZHANG Wei-gang, GAO Shang-han, LONG Xin-hua, et al. Analysis of nonlinear dynamics on machine tool spindle-rolling bearing[J].Journal of Vibration and Shock,2008,27(9):72-75.
[2] 吴明星, 吴维, 胡纪滨, 苑士华, 魏超. 考虑自旋的高速角接触球轴承的油膜刚度计算[J].振动与冲击,2014,33(10):
38-42.
WU Ming-xing,WU Wei,HU Ji-bin,YUAN Shi-hua,et al.Oil film stiffness calculation of high speed angular contact ball bearings considering spinning[J]. Journal of Vibration and Shock,2014,33(10):38-42.
[3] 陈斌, 陈剑, 董玛莉, 鲁豫鑫. 基于点接触热弹流润滑的油膜刚度建模分析[J].润滑与密封, 2013,38(8):70-75.
CHEN Bin,CHEN Jian,DONG Ma-li,LU Yu-xin.Modeling method analysis for oil film stiffness calculation based on point contact TEHL theory[J].Lubrication Engineering,2013,
38(8):70-75.
[4] ZHANG Hao, ZHAI Jing-yu, HAN Qing-kai, SUN Wei.Dynamics of a geared parallel-rotor system subjected to changing oil-bearing stiffness due to external loads[J].Finite Elements in Analysis and Design, 2015,106:32-40.
[5] LI Song-sheng,SHAO Juan,YU Feng,LING Jie,et al. Research on modeling method for oil-film stiffness calculation of point contact based on EHL [J].Advanced Materials Research,2014,945-949:802-810.
[6] WU Hao,WANG Jian-wen,AN Qi.Vibratory behaviors of Jeffcott system on cylindrical roller bearings [J].Frontiers of Mechanical Engineering,2009,4(3):305-309.
[7] 杨静, 杨亮, 杨园鉴, 黄洪钟. 圆柱滚子轴承的刚度计算[J].中国科技论文, 2014,9(8):897-901.
YANG Jing,YANG Liang,YANG Yuan-jian,HUANG Hong-zhong.Stiffness calculation of cylinder roller bearing[J].Chi-
na Sciencepaper,2014,9(8):897-901.
[8] QIN Wen-jie, CHAO Jie, DUAN Lun-jing. Study on stiffness of elastonhydrodynamic line contact[J]. Mechanism and Machine Theory,2015,86,36-47.
[9] WANG Xiao-Li,ZHANG Yu-Yan,YAN Xiao-Liang.Dynam-ic behaviors of the Elastohydrodynamic lubricated contact for rolling bearings[J].Journal of Tribology,2013,2(135):1-8.
[10] 剡昌峰, 苑浩, 王鑫,等. 点接触弹流润滑条件下的深沟球表面局部缺陷动力学建模[J].振动与冲击,2016,35(14):61-70. YAN Chang-feng,YUAN Hao,WANG Xin,et al.Dynamics modeling on local defect of deep groove ball bearing under point contact elasto-hydrodynamic lubrication condition[J]. Journal of Vibration and Shock,2016,35(14):61-70.
[11] 周敏, 燕阳, 林颖,周松涛. 滚动轴承电化学机械光整加工[J].冶金设备, 2003,(6):51-53.
ZHOU Min,YAN Yang,LIN Yin,ZHOU Song-tao.Electroch- emical mechanical finishing of rolling bearing[J].Metallurgi-
cal Equipment,2003,(6):51-53.
[12] PATIR N, CHENG H S. Effect of surface roughness orientation on the central film thickness in EHD contacts[J].Proc.5th Leeds-Lyon Simposium on Tribology, 1978, 15-21.
[13] 郑学普, 邓四二, 周彦伟, 张慧,等.滚道表面粗糙度对高速滚子轴承弹流影响[J].轴承,2005,7:4-8.
ZHENG Xue-pu,DENG Si-er,ZHOU Yan-wei,ZHANG Hui,
et al.The raceway effect of surface roughness on the high-speed roller bearings[J].Bearing,2005,7:4-8.
[14] 冯燕, 俞小莉, 刘震涛. 基于热弹塑性理论的法向接触刚度分形模型[J]. 浙江大学学报(工学版),2015,49(8):1553-1558.
FENG Yan,YU Xiao-li,LIU Zhen-tao.Fratal model of normal contact stiffness based on thermal elasto-plastic theory[J].Jo-
urnal Zhejiang University,2015,49(8):1553-1558.
[15] 王正浩, 袁惠群, 范改燕,等. 轴承随机激励对转子系统随机响应的影响[J].振动与冲击,2013,32(17):452-457. WANG Zheng-hao, YUAN Hui-qun, FAN Gai-yan,et al. Influence of bearing random excitation on random response of rotor system[J].Journal of Vibration and Shock,2013,32 (17):452-457.
[16] 张柏林, 王飞, 许泽怀. 轴承油膜刚度非线性变化导致低频振动的研究[J].湖南电力, 2002,2(1):13-15.
ZHANG Bai-lin,WANG Fei,XU Ze-huai.The research of low frequency vibration caused by the nonlinear change of bearing oil film stiffness[J].2002,2(1):13-15.
[17] YANG Pei-ran,SHEN Jian-kun.On the theory of time-dependent Micro-THEL for a Non-Newtonian lubricant in line contact[J].Lubrication Science,1996,8(3):297-312.
[18] 张丽静, 王优强. 振动冲击对海水润滑塑料轴承时变热弹流润滑的影响[J].振动与冲击, 2013,15(32):203-208.
ZHANG Li-jing,WANG You-qiang.Influence of vibration and shock on transient thermal elastohydrodynamic