Improving the load capacity of journal bearings with chevron textures on the shaft surface

V形(解剖学) 材料科学 曲面(拓扑) 结构工程 机械工程 复合材料 地质学 工程类 几何学 数学 古生物学
作者
Luis Fernando dos Anjos,Alfredo Jaramillo,Gustavo C. Buscaglia,Rodrigo Nicoletti
出处
期刊:Tribology International [Elsevier BV]
卷期号:185: 108561-108561 被引量:12
标识
DOI:10.1016/j.triboint.2023.108561
摘要

The manufacturing of texture patterns on the surfaces of lubricated bearings proved to be an interesting way of improving the tribological behavior in such systems. Depending on the adopted texture geometry, one can achieve significant reductions in friction or an improvement of the load-carrying capacity. In the case of journal bearings , the adoption of textures in the static surface of the contact (bearing casing) usually reduces the friction coefficient with the cost of increasing rotor eccentricity (an indication of a lower load capacity). In this work, we investigate the effects of texturing the rotating surface of the journal bearing's lubricated contact. In this case, by adopting a chevron texture pattern, one can improve the bearing load-carrying capacity with the cost of increasing the bearing friction (opposite effect). The hydrodynamic lubrication is modeled by the Reynolds equation considering mass-conserving cavitation, whose solution is obtained using a moving multigrid algorithm due to the moving nature of the textures on the shaft. The results show that the improvement in load-carrying capacity is caused by a localized pumping effect of the lubricant towards the centerline of the bearing. In addition, the optimization of the texture geometry for different operating conditions leads to a general design guideline for such textures in journal bearings . • Mathematical model of the bearing considering the texture motion at shaft surface. • Textures induce a pumping effect that keeps more lubricant in the bearing gap. • Increased simmetry of the pressure distribution reduces rotor attitude angle. • Optimum number of chevrons is inversely proportional to the rotating speed. • Optimum chevron thickness and angle have a quadratic variation with the rotating speed.
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