Computational fluid dynamics and full elasticity model for sliding line thermal elastohydro dynamic contacts

Tribology International

Volumn 46, Issue 1, 2012, Pages 3-13

  Bruyere, V ^a   Fillot, N ^a   Morales Espejel, G E ^a,b   Vergne, P ^a  

^a UNIVERSITÉ DE LYON   (France)

^b SKF ENGINEERING AND RESEARCH CENTRE   (Netherlands)

Author keywords

Dimple; Elastohydrodynamic lubrication; Fluid mechanics; Thermal effects

Indexed keywords

COMPUTATIONAL FLUID DYNAMICS; ELASTICITY; ELASTOHYDRODYNAMIC LUBRICATION; FILM THICKNESS; FINITE ELEMENT METHOD; FLUID MECHANICS; FLUID STRUCTURE INTERACTION; FRICTION; HEAT CONDUCTION; NON NEWTONIAN FLOW; THERMAL EFFECTS; VELOCITY;

DEFORMATION EQUATIONS; DIMPLE; FRICTION COEFFICIENTS; MATHEMATICAL FORMULATION; NON-NEWTONIAN RHEOLOGY; PHYSICAL QUANTITIES; PRESSURE AND TEMPERATURE; SLIDE-TO-ROLL RATIO;

NAVIER STOKES EQUATIONS;

EID: 84857057992     PISSN: 0301679X     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.triboint.2011.04.013     Document Type: Article

References (39)

1. Habchi W, Eyheramendy D, Vergne P, Morales-Espejel G. A full-system approach of the elastohydrodynamic line/point contact problem. ASME Journal of Tribology 2008;130(2):1-10.
2. Dowson D, Higginson GR. Elastohydrodynamic lubrication: The fundamentals of roller and gear lubrication. Pergamon Press; 1966.
3. Venner CH, Lubrecht AA. Multilevel methods in lubrication. Tribology Series 2000;37.
4. Hsiao H-SS, Hamrock BJ, Tripp JH. Finite element system approach to EHL of elliptical contacts:parti-isothermal circularnon-Newtonianformulation. ASME JournalofTribology1998;120(4):695-704.
5. Hsiao H-SS, Hamrock BJ, Tripp JH. Finite element system approach to EHL of elliptical contacts:partii-isothermal resultsandperformanceformulas. ASME Journal of Tribology 1999;121(4):711-20.
6. Cheng HS. A refined solution to the thermal-elastohydrodynamic lubrication of rolling and sliding cylinders. ASLE Transactions 1965;8:397-410.
7. Kaneta M, Shigeta T, Yang P. Film pressure distributions in point contacts predicted by thermal EHL analyses. Tribology International 2006;39(8): 812-9 [4th AIMETA International Tribology Conference].
8. Najji B, Bou-Said B, Berthe D. New formulation for lubrication with non-Newtonian fluids. ASME Journal of Tribology 1989;111(1):29-34.
9. Yang P, Wen S. A generalized Reynolds equation for non-Newtonian thermal elastohydrodynamic lubrication. ASME Journal of Tribology 1990;112(4):631-6.
10. Tucker PG, Keogh PS. On the dynamic thermal state in a hydrodynamic bearing with a whirling journal using CFD techniques. ASME Journal of Tribology 1996;118(2):356-63.
11. Keogh PS, Gomiciaga R, Khonsari MM. CFD based design techniques for thermal prediction in a generic two-axial groove hydrodynamic journal bearing. ASME Journal of Tribology 1997;119(3):428-35.
12. Schäfer CT, Giese P, Rowe WB, Woolley NH. Elastohydrodynamically lubri-cated line contact based on the Navier-Stokes equations. Tribology and Interface Engineering Series 2000;38:57-69.
13. Yiping H, Darong C, Xianmei K, Jiadao W. Model of fluid-structure interaction and its application to elastohydrodynamic lubrication. Computer Methods in Applied Mechanics and Engineering 2002;191(37-38):4231-40.
14. Almqvist T, Larsson R. The Navier-Stokes approach for thermal EHL line contact solutions. Tribology International 2002;35(3):163-70.
15. Hartinger M, Dumont M-L, Ioannides S, Gosman D, Spikes H. CFD modeling of a thermal and shear-thinning elastohydrodynamic line contact. ASME Journal of Tribology 2008;130(4):041503.
16. Wang Y, Li H, Tong J, Yang P. Transient thermoelastohydrodynamic lubrica-tion analysis of an involute spur gear. Tribology International 2004;37(10): 773-82.
17. Roelands C, Vluger J, Waterman H. Correlational aspects of the viscosity-temperature-pressure relationship of lubricating oils and in correlation with chemical constitution. Transactions of the ASME: Journal of Basic Engineering 1963;11:601-19.
18. Houpert L. New results of traction force calculations in EHD contacts. ASME Journal of Tribology 1985;107:241-8.
19. Bair S, Winer WO. A rheological model for elastohydrodynamic contacts based on primary laboratory data. ASME Journal of Lubrication Technology 1979;101:258-65.
20. Carreau PJ. Rheological equations from molecular network theories. Transac-tions of the Society of Rheology 1972;16(1):99-127.
21. Tevaarrwerk JL, Johnson KL. A simple non-linear constitutive equation for elastohydrodynamic oil films. Wear 1975;35:345-56.
22. Tevaarrwerk JL, Johnson KL. The influence of fluid rheology on the perfor-mance of traction drives. ASME Journal of Lubrication Technology 1979;101: 266-74.
23. Eyring H. Viscosity, plasticity and diffusion as examples of absolute reaction rates. Journal of Chemical Physics 1936;4:283-91.
24. Tevaarwerk JL. Traction drive performance prediction for the Johnson and Tevaarwerk traction model. Technical report, NASA, October 1979.
25. Zhu D, Wen S. A full numerical solution for the thermo-elastohydrodynamic problem in elliptical contacts. ASME Journal of Tribology 1984;106:246-54.
26. Kim HJ, Ehret P, Dowson D, Taylor CM. Thermal elastohydrodynamic analysis of circular contacts, part 2: Non-Newtonian model. Proceedings of the IMechE, Part J: Journal of Engineering Tribology 2001;215-4:353-62.
27. Donea J, Huerta A, Ponthot J-Ph, Rodriguez-Ferran A. Arbitrary Lagrangian-Eulerian methods. Encyclopedia of Computational Mechanics 2004.
28. Gohar R. Elastohydrodynamics. Imperial College Press; 2001.
29. Habchi W. A full system finite element approach to elastohydrodynamic lubrication problems: Application to ultra-low-viscosity fluids. PhD thesis, INSA de Lyon, 2008.
30. Carli M, Sharif KJ, Ciulli E, Evans HP, Snidle RW. Thermal point contact EHL analysis of rolling/sliding contacts with experimental comparison showing anomalous film shapes. Tribology International 2009;42:517-25.
31. Hamrock BJ. Fundamentals of fluid film lubrication. McGraw-Hill Companies; 1994.
32. Chiu YP, Sibley LB. Contact shape and non-Newtonian effects in elastohy-drodynamic point contacts. Lubricant Engineering 1972;28:48-60.
33. Kaneta M, Nishikawa H, Kameishi K, Sakai T, Ohno N. Effects of elastic moduli of contact surfaces in elastohydrodynamic lubrication. ASME Journal of Tribology 1992;114(1):75-80.
34. Kaneta M, Nishikawa H, Kanada T, Matsuda K. Abnormal phenomena appearing in EHL contacts. ASME Journal of Tribology 1996;118(4):886-92.
35. Dyson A, Wilson AR. Film thickness in elastohydrodynamic lubrication at high slide/roll ratios. Proceedings of the Institute of Mechanical Engineering 1968-1969;183(3P):81-97.
36. Cameron A. The viscosity wedge. ASLE Transactions 1958;1:248-53.
37. Cameron A. Hydrodynamic lubrication of rotating disks in pure sliding. A new type of oil film formation. Journal of the Institution of Petroleum 1951;37:471-86.
38. Yagi Kazuyuki, Kyogoku Keiji, Nakahara Tsunamitsu. Relationship between temperature distribution in EHL film and dimple formation. ASME Journal of Tribology 2005;127(3):658-65.
39. Ehret P, Dowson D, Taylor CM. On lubricant transport conditions in elasto-hydrodynamic conjunctions. Proceedings of the Royal Society A 1998;454: 763-87.