The Establishment and Numerical Calculation of Thin Film Lubrication Model

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Abstract:

Thin film lubrication (TFL) and elasto-hydrodynamic lubrication (EHL) are different lubrication states, their lubrication mechanisms are different, but the transition from EHL to TFL is a continuous process at the aspect of film thickness change, it is important to establish a physical-numerical model that can be suited for both EHL and TFL. Based on rheological, the change of micro thickness is expressed by the change of viscosity, then the micro problem of TFL can be turn to macro problem. The adsorption layer is divided into two parts formatted by static contact and shear force in the calculation. In a given static adsorption film, other oil film parts will be comprehensive consideration, modified formula of the overall average equivalent viscosity is gained by the method of combining numerical calculation and experiment, then numerical model is established for both EHL and TFL. TFL and EHL typical characteristics and the effectiveness of the model can be obviously shown by the results.

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1194-1197

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December 2011

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Shizhu Wen. Lubrication Theory Research Progress and Thinking[J]. Journal of Tribology, 2007, 27, (6), 497-502.

Google Scholar

[2] Homola A M,Israelachvili J N,Gee M L, et al. Measurements of and Relation Between the Adhesion and Friction of Two Surfaces Separated by Molecularly Thin Liquid Films[J ] . Trans ASME Journal of Tribology, 1989, 111 (4) : 675-682.

DOI: 10.1115/1.3261994

Google Scholar

[3] Jianbin Luo, Shizhu Wen, Ping Huang. The Film Lubrication Mechanism Study [J]. Journal of Tsinghua University, 1994, 34 (3) : 9-14.

Google Scholar

[4] Huyuanzhong, Wanghui, Guoyan. Molecular Dynamics Simulation for Lubrication Film Rheological Properties [C]. Nano Tribological Progress, Beijing: Tsinghua University Press, 1996, 62-80.

Google Scholar

[5] Tichy J. A Porous Media Model for Thin Film Lubrication [J]. Trans ASME Journal of Tribology, 1995, 117 (1): 16-21.

DOI: 10.1115/1.2830595

Google Scholar

[6] Ping Huang. Nanometer Thin Film Lubrication Physical-mathematical Model and Numerical analysis [J]. Journal of tribology. 2003, 23 (1) : 64.

Google Scholar

[7] Qingwen Qu. Thin Film Lubrication Theory [M]. Beijing: Science Press, (2006).

Google Scholar

[8] Granick S. Motion and relaxation of confined liquid [J]. Science. 1991, 253 (8) : 1374-1379.

Google Scholar

[9] Shizhu Wen, Peiran Yang. Elastic Hydrodynamic Lubrication [M], Beijing, Tsinghua University Press, (1998).

Google Scholar

[10] Shizhu Wen. Nano Tribology [M], Beijing, Tsinghua University Press, (1998).

Google Scholar