液体静压电主轴轴心轨迹影响因素研究
Study on the Evolution Law of Spindle Trajectories of Hydrostatic Motorized Spindle under Cutting Load
DOI: 10.12677/MET.2018.76060, PDF,    国家自然科学基金支持
作者: 胡斌梁, 熊友平*, 康辉民, 陈 鹏, 彭灿兮:湖南科技大学机电工程学院,湖南 湘潭;湖南科技大学难加工材料高效精密加工湖南省重点实验室,湖南 湘潭
关键词: 液体静压滑动轴承电主轴轴心轨迹切削力学模型Hydrostatic Sliding Bearing Motorized Spindle Axis Trajectory Cutting Mechanics Model
摘要: 随着高速加工技术的发展,滑动轴承在高速加工的应用越来越广泛,滑动轴承-电主轴直接参与高速加工,其动态性能决定了高速机床的加工效率和加工质量,针对液体静压轴承的结构参数对主轴的动态性能影响规律,本文依据雷诺方程,联合流量连续性方程并采用数值法求解液体静压轴承的油膜力,以建立主轴转子–滑动轴承的动力学模型;然后根据欧拉方法求解主轴的轴心轨迹,并分析的液体静压轴承的宽径比、轴承间隙等结构参数对主轴轴心轨迹的影响规律,从而为优化电主轴结构设计的和提高高速加工质量与效率提供了切实可靠的依据。
Abstract: With the development of high-speed machining technology, sliding bearings are more and more widely used in high-speed machining. Sliding bearings and motorized spindles are directly involved in high-speed machining. Their dynamic performance determines the processing efficiency and quality of high-speed machine tools. Aiming at the unbalanced force of the spindle and external disturbance in the process of high-speed machining, knives are generated. Vibration affects the quality of workpiece. Based on Reynolds equation, flow continuity equation and numerical method, the oil film force of hydrostatic bearing is solved to establish the dynamic model of spindle ROTOR-SLIDING bearing. Then the spindle axis trajectory is solved by Euler method, and the influence of spindle speed and milling cutter blade number on the axis trajectory is analyzed. The systematic analysis method of vertical ROTOR-SLIDING bearing provides a practical and reliable basis for optimizing the structure design of motorized spindle and improving the quality and effi-ciency of high-speed machining.
文章引用:胡斌梁, 熊友平, 康辉民, 陈鹏, 彭灿兮. 液体静压电主轴轴心轨迹影响因素研究[J]. 机械工程与技术, 2018, 7(6): 487-498. https://doi.org/10.12677/MET.2018.76060

参考文献

[1] 马金奎. 滑动轴承非线性轴心轨迹的瞬态与周期特性研究[D]: [博士学位论文]. 济南: 山东大学, 2010.
[2] Hattori, H. (2008) Dynamic Analysis of a Rotor-Journal Bearing System with Large Dynamic Loads. Stiffness and Damping Coeffcient Variation in Bearing Oil Films. JSME International Journal, 36, 251-257.
[3] Ramesh, J., Majumdar, B.C. and Rao, N.S. (1997) Stability Cha-racteristics of Rough Submerged Oil Elliptical Bearings under Dynamic Load. Tribology International, 30, 857-863. [Google Scholar] [CrossRef
[4] Ene, N.M. and Dimofte Jr., F.T.G.K. (2007) A Stability Analysis for a Hydrodynamic Three-Wave Journal Bearing. Tribology International, 41, 434-442. [Google Scholar] [CrossRef
[5] Sinhasana, R. and Goyalb, K.C. (1995) Transient Response of a Two-Lobe Journal Bearing Lubricated with Non- Newtonian Lubricant. Tribology International, 28, 233-239. [Google Scholar] [CrossRef
[6] Meruane, V. and Pascual, R. (2008) Identification of Nonlinear Dynamic Coefficients in Plain Journal Bearings. Tribology International, 41, 743-754. [Google Scholar] [CrossRef
[7] Zhou, H., Zhao, S., Xu, H., et al. (2004) An Experimental Study on Oil-Film Dynamic Coefficients. Tribology International, 37, 245-253. [Google Scholar] [CrossRef
[8] 张洪, 李广明, 孟凡明. 分形参数对轴心轨迹的影响[J]. 润滑与密封, 2006(6): 118-120.
[9] 冯凯, 张优云. 低气压对发动机轴承性能的影响[J]. 润滑与密封, 2007, 32(3): 12-17.
[10] 朱汉华, 严新平, 刘正林, 等. 冲击载荷下船舶轴系转速与回旋振动间影响研究[J]. 武汉理工大学学报(交通科学与工程版), 2008, 32(6): 983-985.
[11] Tiwari, R. and Chakravarthy, V. (2006) Simultaneous Identi-fication of Residual Unbalances and Bearing Dynamic Parameters from Impulse Responses of Rotor-Bearing Systems. Mechanical Systems & Signal Processing, 20, 1590-1614. [Google Scholar] [CrossRef
[12] 何芝仙, 桂长林, 李震, 等. 冲击载荷作用下计入轴倾斜的轴–轴承系统动力学摩擦学行为研究[J]. 轴承, 2007(3): 17-21.
[13] Rho, B.H. and Kim, K.W. (2003) Acoustical Properties of Hydrodynamic Journal Bearings. Tribology International, 36, 61-66. [Google Scholar] [CrossRef