滚子轴承工作表面磨损的逐步模拟

Y. Klebanov, V. Murashkin, A. M. Brazhnikova
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引用次数: 0

摘要

这项工作的目的是开发有效的方法来计算滚道和滚子轴承在动态载荷下的磨损率。在许多实际情况下,滚动轴承工作表面的磨损是影响其性能和耐久性的重要关键因素。然而,只有数量有限的出版物专门讨论这个问题。其中,大多采用轴承钢流体动力摩擦实验证实的阿卡德定律来计算接触面的磨损率。根据这一规律,提出了一种直接逐级计算变接触载荷和变滑动速度下磨损率的方法。据此,在轴承的动态计算中确定接触时油膜的法向力、滑动速度和厚度的变化,并采用有限元法计算接触压力场。轴承动力学的多质量模型包括一个接触摩擦模型,该模型允许充分再现固体流体动力接触的条件。直接计算方法涉及大量的计算,使得单个因素对磨损率的影响不透明。因此,本文提出了一种用平均参数计算磨损率的方法。采用这两种方法对双列圆锥滚子轴承内套圈滚道和滚子的磨损进行了计算。结果的比较证实了按平均参数计算的精度是可以接受的。
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Step-by-step simulation of wear of working surfaces in roller bearings
The purpose of this work was to develop effective methods for calculating the wear rate of raceways and roller bearings under dynamic loads. The wear of the working surfaces of rolling bearings in many practical cases is an important critical factor affecting their performance and durability. However, only a limited number of publications are devoted to this issue. In most of them, Archard's law, which has been experimentally confirmed during hydrodynamic friction of bearing steels, is used to calculate the wear rate of the contacting surfaces. Based on this law, the article presents a method of direct step-by-step calculation of the wear rate at variable contact loads and sliding speeds. In accordance with it, the change in the normal force, sliding speed and thickness of the oil film in contact is determined in the dynamic calculation of the bearing, and the finite element method is used to calculate the contact pressure field. The multi-mass model of bearing dynamics includes a contact friction model that allows adequately reproducing the conditions of hydrodynamic contact of solids. The direct calculation method involves a large number of calculations that make the impact of individual factors on the wear rate opaque. Therefore, along with it, a method for calculating the wear rate by averaged parameters is proposed. Using these two methods, the wear calculations of the raceway of the inner ring and the rollers of a double-row tapered roller bearing were performed. The comparison of the results confirms the acceptable accuracy of the calculation according to the averaged parameters.
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