1969
DOI: 10.1115/1.3555016
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Method for Solution of Lubrication Problems With Temperature and Elasticity Effects: Application to Sector, Tilting-Pad Bearings

Abstract: The importance of temperature and elasticity effects in bearings have been demonstrated by several authors. This paper offers an efficient method for the simultaneous solution of the Reynolds and energy equations and their coupling with elastic deformation results obtained by variational techniques. Results are presented for centrally pivoted, tilting-pad, sector, thrust bearings.

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Cited by 22 publications
(12 citation statements)
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“…paper at the World Tribology Congress in London, United Kingdom, September 8- 12,1997 Final manuscript approved June 8,1998 The pivot arrangement is more commonly used in smaller bearings. As the size of the bearing increases, the higher loads and significant thermal influences caused by shear heating within the lubricant film resuit in pad deflections which can lead to reductions in the lubricant film thickness.…”
Section: Presented As a Society Of Tribologists And Lubrication Enginmentioning
confidence: 99%
“…paper at the World Tribology Congress in London, United Kingdom, September 8- 12,1997 Final manuscript approved June 8,1998 The pivot arrangement is more commonly used in smaller bearings. As the size of the bearing increases, the higher loads and significant thermal influences caused by shear heating within the lubricant film resuit in pad deflections which can lead to reductions in the lubricant film thickness.…”
Section: Presented As a Society Of Tribologists And Lubrication Enginmentioning
confidence: 99%
“…Substitute equations (2) and (3) and the derived w velocity into equation (1) and follow the procedures developed by Yang and Rodkiewicz, 22 the energy equation can be transformed into the dimensionless form, equation (5). A bar over the symbol indicates a nondimensional quantity.…”
Section: Energy Equationmentioning
confidence: 99%
“…The energy equation in hydrodynamic lubrication theory is in the form of equation (1) in Cartesian coordinates…”
Section: Energy Equationmentioning
confidence: 99%
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