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Calculating the Contact Forces at Imperfect Surfaces Considering Elastohydrodynamic Lubrication Effects in Rolling Element Bearings

机译:考虑弹性流体动力润滑作用的滚动轴承中非理想表面的接触力计算

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The contact forces largely affect the vibrations of rolling element bearings with geometrical imperfections, such as pits, spalls, etc. In the current paper, a novel method to calculate the contact force of rolling element at imperfect race surfaces in rolling element bearings is proposed considering the elastohydrodynamic lubrication effect. In the proposed method, the oil film thickness, the oil film pressure and the elastic deformation are determined by solving the Reynolds equation, the oil film thickness equation, the viscosity-pressure equation, the density-pressure equation and the force balance equation simultaneously. The geometrical imperfection is considered by modifying the oil film thickness equation. The above equations are solved iteratively until satisfy the balance relationship of oil film thickness, elastic deformation and geometrical interaction. Finally, the contact force is calculated by integrating the oil film pressure in the entire contact region. Results show that the geometrical imperfection would largely affect the oil film thickness and the oil film pressure, and thus affect the contact force. The current investigation could provide a theoretical tool to calculate the contact force in dynamic models of rolling element bearings with imperfect surfaces. Meanwhile, the current method can also be used in the calculation of the contact force at textured surfaces in rolling element bearings.
机译:接触力在很大程度上影响具有几何缺陷(例如凹坑,剥落等)的滚动轴承的振动。在当前论文中,考虑到滚动轴承中不完美的滚道表面的滚动轴承接触力,提出了一种新方法弹性流体动力润滑作用。在该方法中,通过同时求解雷诺方程,油膜厚度方程,粘度-压力方程,密度-压力方程和力平衡方程来确定油膜厚度,油膜压力和弹性变形。通过修改油膜厚度方程可以考虑几何缺陷。迭代求解上述方程式,直到满足油膜厚度,弹性变形和几何相互作用的平衡关系为止。最后,通过对整个接触区域中的油膜压力进行积分来计算接触力。结果表明,几何缺陷会极大地影响油膜厚度和油膜压力,从而影响接触力。当前的研究可以提供一种理论工具来计算具有不完善表面的滚动轴承的动力学模型中的接触力。同时,目前的方法也可以用于计算滚动轴承中纹理表面的接触力。

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