结合面接触特性检测模型振动响应
Vibration Response of Detection Model for Detecting Contact Characteristics of Joint Surface
DOI: 10.12677/MET.2019.85048, PDF,   
作者: 石远豪*, 陈泽平:中国电子产品可靠性与环境试验研究所,广东 广州;佛山赛宝信息产业技术研究院有限公司,广东 佛山
关键词: 二自由度接触阻尼接触刚度振动响应Two Degrees of Freedom Contact Damping Contact Stiffness Vibration Response
摘要: 本文的研究是在二自由度振动模型基础上展开的,通过数学推导和实验研究获得接触刚度k和接触阻尼c部分影响规律,从而确立研究目标为探索一种基于二自由度振动系统的结合面接触特性参数检测方法,为后续研究结合面的接触特性提供一定的理论支持和实验基础。
Abstract: The research of this paper is based on two degree of freedom vibration model, through mathe-matical derivation and experimental research to obtain the law of partial influence of contact stiffness k and contact damping c, so the aim of research is to explore a kind of combination surface contact parameter detection method based on the two degree of freedom vibration system, which will provide the certain theoretical support and experimental basis for the subsequent research in contact feature of combination surface. 
文章引用:石远豪, 陈泽平. 结合面接触特性检测模型振动响应[J]. 机械工程与技术, 2019, 8(5): 416-422. https://doi.org/10.12677/MET.2019.85048

参考文献

[1] Schofield, R.E. and Thornley, R.H. (1972) Calculating the Elastic and Plastic Components of Deflection of Plane Joints Formed from Machined Surfaces. In: Koenigsberger, F. and Tobias, S.A., Eds, Proceedings of the Twelfth International Machine Tool Design and Research Conference, Palgrave, London, 89-95.
[2] Connolly, R. and Thornley, RH. (1968) Determining the Normal Stiffness of Joint Faces. Journal of Engineering for Industry, 90, 97-106. [Google Scholar] [CrossRef
[3] Greenwood, J.A. and Williamson, J.B.P. (1970) Contact of Nominally Flat Surfaces. Proceedings of the Royal Society of London, A316, 97-121.
[4] 温诗铸, 黄平. 摩擦学原理[M]. 第二版. 北京: 清华大学出版社, 2002.
[5] 朱育权, 马保吉, 姜凌彦. 粗糙表面接触的弹性、弹塑性、塑性分形模型[J]. 西安工业学院学报, 2001(2): 150-157.
[6] 张学良, 黄玉美, 傅卫平, 王效岳, 温淑华. 机械结合面阻尼参数识别的一种方法[J]. 西安理工大学学报, 1999(1): 100-102.