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On the Dynamic Response of Rigid Rotor Supported by Rolling-Element Bearing

机译:滚元轴承支撑刚性转子的动态响应

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A prototype of a system is a numerical model. It is used to generate large amount of data and can be a successful replacement to experiment, which is often difficult to conduct and moreover is expensive. This article deals with the development of two models of rotor supported by deep groove rolling-element bearings to study the dynamic response. The bearing models are 5-DOFs and multi-body dynamics is developed using Matlab-Simulink and the bond graph environment. The systems of equations generated by modeling rolling-element bearing using these two approaches are theoretically simulated. The effects of speed variations in the dynamic response using these two models are investigated. The three regions namely, periodic, quasiperiodic, and chaotic are seen on the 5-DOFs rotor supported by rolling-element bearing model with increasing speed, whereas bearing model based on multi-body dynamics approach gives only chaotic response for each speed. Thus, using these two modeling approaches, a comparative study of the magnitude and characteristics of rotor motion can be done, and can be used to infer the vibratory nature of rotor in rolling-element bearing.
机译:系统的原型是数值模型。它用于产生大量数据,并且可以成功地替换实验,这通常难以进行,而且昂贵。本文涉及开发由深沟滚动元件轴承支撑的两种转子,以研究动态响应。轴承型号是5-DOF,使用MATLAB-SIMULINK和键盘图环境开发多体动力学。理论上模拟了通过使用这两种方法建模滚动元件轴承产生的等式系统。研究了使用这两个模型的动态响应速度变化的影响。在由速度增加的滚动元件轴承模型支撑的5-DOFS转子上看到三个区域,以增加速度,而基于多体动力学方法的轴承模型仅提供每个速度的混沌响应。因此,使用这两个建模方法,可以进行转子运动的幅度和特性的比较研究,并且可用于推断转子在滚动元件轴承中的振动性质。

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