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首页> 外文期刊>International Journal of Mechanical Sciences >Coupled dynamic analysis of a heavily-loaded propulsion shafting system with continuous bearing-shaft friction
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Coupled dynamic analysis of a heavily-loaded propulsion shafting system with continuous bearing-shaft friction

机译:连续轴承轴摩擦耦合载荷推进系统的动态分析

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摘要

This paper studies the friction-induced instability and nonlinear dynamics of a heavily-loaded slow speed propulsion shafting subjected to the uninterrupted contact between the shaft and the water-lubricated rubber bearing. A high-dimensional analytical model is developed to take into consideration the intrinsic interactions among the torsional and lateral vibrations of the continuous shaft, bearing vibrations and the friction nonlinearity. The exponential friction model derived from experimental data is adopted to qualitatively represent the velocity-dependent behaviours of friction for water-lubricated rubber bearings. A stability analysis based on the complex eigenvalue calculations of the linearised system is performed to estimate the effects of parameter variations on instabilities. Two potential instabilities concerning the self-excited whirl motions and stick-slip torsional motions are identified. Corresponding transient dynamics are then numerically studied to explore the roles of different types of vibrations on nonlinear behaviours. The results reveal that the velocity-weakening and discontinuity effects of nonlinear friction may induce the occurrence of limit-cycle type self-excited vibrations for both instabilities. Additionally, the effects of cross-coupling and the kinematic coupling at the bearing-shaft interface on the dynamic interaction among different vibration modes are also highlighted.
机译:本文研究了摩擦诱导的慢速慢速推进垫的不稳定和非线性动力学,其经受轴和水润滑橡胶轴承之间的不间断接触的慢速推进轴系。开发了一种高维分析模型,考虑了连续轴,轴承振动和摩擦非线性的扭转和横向振动之间的内在相互作用。采用了源自实验数据的指数摩擦模型来定性地代表水润滑橡胶轴承摩擦的速度依赖性行为。执行基于线性化系统的复杂特征值计算的稳定性分析来估计参数变化对不稳定性的影响。鉴定了有关自我激发旋转运动和粘滑扭转运动的两个潜在不稳定性。然后在数值上进行了相应的瞬态动力学来探讨不同类型振动对非线性行为的作用。结果表明,非线性摩擦的速度弱化和不连续性效应可以诱导两个稳定性的限制循环型自我激发振动的发生。另外,还突出显示交叉耦合和轴承轴接口处的动态相互作用的效果。

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