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理想粗糙表面的滑动接触问题的研究 被引量:1

A Study on Sliding Contact of the Ideal Rough Surface
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摘要 以理想粗糙表面同刚性平面的滑动弹性接触为研究对象,通过对求解域及第一种Fredholm积分方程的离散求解,得出了不同摩擦系数下的接触参量,并与无摩擦时的数值解及经典Hertz解作了比较. s Sliding contact of the ideal rough surface has been investigated by numerical method.The results obtained show that the friction coefficient has a little effect on the normal contact.The major conclusions are summarized as follows:1)Friction will make the asperity contact area increase,while the peak normal stress is on the contrary.2)The maximun separation of two surface is greater than that of zero friction .
出处 《河北工业大学学报》 CAS 1998年第4期102-105,共4页 Journal of Hebei University of Technology
关键词 理想粗糙表面 滑动接触 摩擦系数 弹性接触 Ideal rough surface, Friction coefficient, Sliding contact
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参考文献4

  • 1冷永胜,清华大学学报,1994年,34卷,增3期
  • 2冷永胜,清华大学学报,1992年,32卷,5期
  • 3蒋桐,固体力学学报,1990年,11卷,3期
  • 4温诗铸,摩擦学原理,1990年

同被引文献36

  • 1V. Brizmer,Y. Kligerman,I. Etsion.Elastic–plastic spherical contact under combined normal and tangential loading in full stick[J]. Tribology Letters . 2007 (1)
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  • 5WANG S,KOMVOPOULOS K.A fractal theory of the interfacial temperature distribution in the slow sliding regime:part 2 multipledo-mains,elastoplastic contacts and applications. Journal of Tribology Transactions of the ASME . 1994
  • 6NELIAS D,ANTALUCA E,BOUCLY V,et al.A three-dimensional semianalytical model for elastic-plastic sliding contacts. Journal of Tribology Transactions of the ASME . 2007
  • 7YININ X,KOMVOPOULOS K.An adhesive wear model of fractal surfaces in normal contact. International Journal of Solids andStructures . 2010
  • 8LISOWSKI Z,STOLARSKI T.An analysis of contact between a pair of surface asperities during sliding. Journal of Applied Mechanics . 1981
  • 9JAMARI J,ROOIJ M B,SCHIPPER D J.Plastic deterministic contact of rough surfaces. Journal of Tribology Transactions of the ASME . 2007
  • 10GREENWOOD J A,,TRIPP J H.The elastic contact of rough spheres. ASME Journal of Applied Mechanics . 1967

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