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Analyses of contact forces and vibration response for a defective rolling element bearing using an explicit dynamics finite element model

机译:滚动轴承缺陷接触力和振动响应的显式动力学有限元模型分析

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This paper provides insights into the physical mechanism by which defect-related impulsive forces, and consequently, vibrations are generated in defective rolling element bearings. A dynamic nonlinear finite element model of a rolling element bearing with an outer raceway defect was numerically solved using the explicit dynamics finite element software package, LS-DYNA. A hypothesis was developed to explain the numerical noise observed in the predicted vibrations and contact forces, and the noise frequencies were analytically estimated. In-depth analyses of the numerically estimated dynamic contact forces between the rolling elements and the raceways of a bearing, which are not measured in practice, and have not been reported previously, are presented in this paper. Several events associated with the traverse of the rolling elements through the outer raceway defect are elaborated, and the impulsive force generating mechanism is explained. It was found that the re-stressing of the rolling elements that occurs near the end of a raceway defect generates a burst of multiple short-duration force impulses. The modelling results also highlight that much higher contact forces and accelerations are generated on the exit of the rolling elements out of defect compared to when they strike the defective surface. A bearing with a machined outer raceway defect was tested in a controlled experiment; the measured acceleration response compared favourably with the numerically modelled acceleration results, thereby, validating the low- and high- frequency characteristics of the de-stressing and re-stressing of the rolling elements, respectively.
机译:本文提供了对与缺陷有关的冲击力的物理机制的见解,因此,在有缺陷的滚动轴承中会产生振动。使用显式动力学有限元软件包LS-DYNA数值求解了带有外滚道缺陷的滚动轴承的动力学非线性有限元模型。建立了一个假设来解释在预测的振动和接触力中观察到的数值噪声,并对噪声频率进行了分析估计。本文介绍了对滚动轴承和轴承滚道之间的数值估算动态接触力的深入分析,这些分析在实践中并未进行测量,并且以前没有进行过报道。详细阐述了与滚动元件穿过外滚道缺陷的运动有关的一些事件,并解释了冲力产生机理。已经发现,在滚道缺陷的末端附近发生的滚动元件的再应力会产生多个短时力脉冲的爆发。建模结果还突出显示,与滚动体撞击缺陷表面时相比,滚动体离开缺陷时会产生更高的接触力和加速度。在受控实验中对带有机加工外滚道缺陷的轴承进行了测试;测量的加速度响应与数值模拟的加速度结果相比具有优势,从而分别验证了滚动元件去应力和再应力的低频和高频特性。

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