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CONTACT PRESSURE OF INDENTED WIDE ELLIPTICAL CONTACTS: DRY AND LUBRICATED ANALYSIS

机译:宽椭圆形接触的接触压力:干式和润滑分析

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摘要

Indents in roller bearings perturb the pressure and stress distribution and increase the failure risk. A numerical study of the pressure perturbation is proposed. An existing dry contact model is extended to account for the indent shoulder influence and the pressure collapse in deeper indents. Moreover, results on pure-rolling lubricated contacts are presented. Finally, the ellipticity influence is studied both for dry and lubricated contacts. D: dimensionless indent depth; D_d, D_i: deformed and initial dimensionless; indent depth; H: dimensionless gap height; H_0: dimensionless mutual approach; K: dimensionless decay coefficient; P: dimensionless pressure; P_(REF): dimensionless reference pressure; R_x,R_y: reduced radii of curvature; T: dimensionless time; X,Y: dimensionless coordinates; ΔP: dimensionless additional pressure; η: dimensionless viscosity; Φ: dimensionless indent diameter; λ: dimensionless parameter of; Reynolds equation; ρ: dimensionless density
机译:滚动轴承上的凹痕会扰动压力和应力分布,并增加故障风险。提出了压力扰动的数值研究。扩展了现有的干接触模型,以解决凹痕台肩的影响以及深凹痕中的压力崩溃。此外,给出了纯滚动润滑触点的结果。最后,研究了干性和润滑性接触的椭圆率影响。 D:无因次缩进深度; D_d,D_i:变形且初始无量纲;压痕深度H:无量纲间隙高度; H_0:无量纲的相互处理; K:无量纲衰减系数; P:无因次压力; P_(REF):无量纲参考压力; R_x,R_y:减小的曲率半径; T:无量纲的时间; X,Y:无量纲坐标; ΔP:无因次附加压力; η:无因次粘度; Φ:无量纲压痕直径; λ:的无量纲参数;雷诺方程ρ:无量纲密度

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