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首页> 外文期刊>Journal of Sound and Vibration >Stiffness and damping of elastohydrodynamic line contact applied to cylindrical roller bearing dynamic model
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Stiffness and damping of elastohydrodynamic line contact applied to cylindrical roller bearing dynamic model

机译:弹性动力学线触点的刚度和阻尼,其应用于圆柱滚子轴承动态模型

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摘要

This work aims to propose a roller bearing model introducing a concept of reduced contact force model under elastohydrodynamic lubrication (EHL) by a set of equivalent contact stiffness and viscous damping. The reduced model of EHL contact force has the advantage of inserting the effects of the oil film into systems in order to make the model more realistic without needing to numerically solve EHL system of equations at each new loading condition. The oil film between the bearing elements significantly affects its force equilibrium and its dynamic behavior and, consequently, the response of the rotating system in which it is inserted. The system of EHL equations in time domain is usually solved using multilevel methods for finite line contact at each time step of equation of motion integration. This process can be highly time consuming. The proposed reduced model of contact force is based on the terms of restitutive force and dissipative force. From the parameters of the reduced EHL contact force, the full roller bearing model can be characterized and easily introduced in equation of motion of the rotor. The validation of the rotor dynamics model was accomplished in an experimental test rig. The orbits of the proximity sensors and the Discrete Fourier Transforms (DFTs) of the amplitudes for theoretical and experimental tests are in expressive good agreement. (c) 2020 Elsevier Ltd. All rights reserved.
机译:这项工作旨在提出通过一组等效的接触刚度和粘性阻尼在弹性流动润滑(EHL)下引入降低接触力模型的滚子轴承模型。 EHL接触力的减少模型具有将油膜的效果插入系统中的优点,以使模型更加真实,而无需在每个新的负载条件下以数值求解方程式的EHL系统。轴承元件之间的油膜显着影响其力平衡及其动力学行为,因此,插入其旋转系统的响应。通常使用多级方法在运动集成方程等方程的每次步骤中使用多级方法来解决时域中的EHL方程系统。这个过程可能是非常耗时的。建议的接触力模型基于居住力和耗散力的术语。从降低的EHL接触力的参数,可以在转子的运动方程中表征和容易地引入全辊轴承模型。转子动力学模型的验证是在实验试验台中完成的。邻近传感器的轨道和理论和实验测试的幅度的分立傅里叶变换(DFT)处于表达良好的协议。 (c)2020 elestvier有限公司保留所有权利。

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