Modified Reynolds Equation for Confined High Viscosity Film Lubrication and Lubrication Analysis of Micro-Tapered Pad Bearing

IF 0.9 Q4 ENGINEERING, MECHANICAL Tribology Online Pub Date : 2023-10-31 DOI:10.2474/trol.18.330
Kyosuke Ono
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Abstract

This study proposes a mathematical expression for the high-viscosity surface layer generated by the confinement of a lubricant film, which is evident in engine oil with a metallic detergent additive. The characteristics of a microtapered pad bearing lubricated by a confined high-viscosity film were clarified by solving a modified Reynolds equation for the confined high-viscosity lubricant film. The load capacity began to increase compared with that in the bulk viscosity case when the trailing gap decreased from twice the saturated high-viscosity layer thickness. The maximum value of the friction coefficient at the trailing gap near the layer thickness becomes remarkable compared with the case of the adsorbed high-viscosity layer model. Assuming that the increased effective viscosity caused by the confinement of the lubricant film is due to an adsorbed high-viscosity layer, the load capacity is significantly overestimated when the trailing gap is greater than the saturated high-viscosity layer thickness. Next, a mathematical expression of the synthetic viscosity of a lubricant with a polar additive having an adsorbed high-viscosity surface layer and a metallic detergent additive with a confined high-viscosity layer was proposed, and the characteristics of the microtapered pad bearings lubricated by the composite lubricant were investigated.
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微锥垫轴承受限高粘度膜润滑的修正雷诺方程及润滑分析
本研究提出了由润滑油膜约束产生的高粘度表面层的数学表达式,这在添加金属洗涤剂添加剂的发动机油中很明显。通过求解受限高粘度润滑膜的修正雷诺方程,阐明了受限高粘度润滑膜润滑微锥垫轴承的特性。当尾隙从饱和高粘层厚度的两倍减小时,承载能力开始比体粘情况下的承载能力增加。与吸附型高粘层模型相比,在靠近层厚的尾隙处摩擦系数的最大值变得显著。假设由于润滑膜的约束导致的有效粘度的增加是由于吸附了高粘度层,当尾隙大于饱和高粘度层厚度时,载荷能力被明显高估。在此基础上,建立了具有吸附式高黏度表面层的极性添加剂和具有密闭式高黏度表面层的金属洗涤剂添加剂的合成黏度数学表达式,并对复合润滑剂润滑微锥垫轴承的特性进行了研究。
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来源期刊
Tribology Online
Tribology Online ENGINEERING, MECHANICAL-
CiteScore
1.80
自引率
10.00%
发文量
26
审稿时长
23 weeks
期刊最新文献
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