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A New Dynamic Model of Ball-Bearing Rotor Systems Based on Rigid Body Element

机译:基于刚体元的滚珠转子系统动力学模型

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摘要

Ball-bearing rotor systems are key components of rotating machinery. In this work, a new dynamic modeling method for ball-bearing rotor systems is proposed based on rigid body element (RBE). First, the concept of RBE is given, and then the rotor is divided into several discrete RBEs. Every two adjacent RBEs are connected by imaginary springs, whose stiffness is calculated according to properties of the RBEs. Second, all the parts of rolling ball bearings (i.e., outer ring, inner ring, ball, and cage) are considered as RBEs, and Gupta's model is employed to model bearings which include radial clearance, waviness, pedestal effect, etc. Finally, the rotor and all the rolling ball bearings are coupled to develop a dynamic model of the ball-bearing rotor system. The vibration responses of the ball-bearing rotor system can be calculated by solving dynamic equations of each RBE. The proposed method is verified with both simulation and experiment. The RBE model of the rotor is compared with its finite element (FE) model first, and numerical simulation shows the validity of the RBE model. Then, experiments are conducted on a rotor test rig which is supported with two rolling ball bearings as well. Good agreements between measurement and simulation show the ability of the model to predict the dynamic behavior of ball-bearing rotor systems.
机译:滚珠轴承转子系统是旋转机械的关键组件。在这项工作中,提出了一种基于刚体元(RBE)的滚珠轴承转子系统动力学建模的新方法。首先,给出了RBE的概念,然后将转子分为几个离散的RBE。每两个相邻的RBE通过假想弹簧连接,其弹簧刚度根据RBE的属性计算。其次,将滚动球轴承的所有零件(即外圈,内圈,球和保持架)都视为RBE,并采用Gupta模型对轴承进行建模,其中包括径向游隙,波纹度,基座效应等。最后,转子和所有滚动球轴承都被耦合以开发滚珠轴承转子系统的动力学模型。滚珠轴承转子系统的振动响应可以通过求解每个RBE的动力学方程来计算。仿真和实验验证了该方法的有效性。首先将转子的RBE模型与其有限元(FE)模型进行了比较,数值模拟表明了RBE模型的有效性。然后,在由两个滚动球轴承支撑的转子试验台上进行实验。测量与仿真之间的良好一致性表明该模型具有预测滚珠轴承转子系统动态行为的能力。

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