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The effects of lateral-torsional coupling on the nonlinear dynamic behavior of a rotating continuous flexible shaft-disk system with rub-impact

机译:横向-扭转耦合对旋转碰摩连续挠性轴-盘系统非线性动力学行为的影响

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This study investigates the lateral-torsional coupling effects on the nonlinear dynamic behavior of a rotating flexible shaft-disk system. The system is modeled as a continuous shaft with a rigid disk in its mid span. Coriolis and centrifugal effects due to shaft flexibility are also included. The partial differential equations of motion are extracted under the Ray-leigh beam theory. The assumed mode method is used to discretize partial differential equations and the resulting equations are solved via numerical methods. The analytical methods used in this work include time series, phase plane portrait, power spectrum, Poin-care map, bifurcation diagrams, and Lyapunov exponents. The main objective of the present study is to investigate the torsional coupling effects on the chaotic vibration behavior of a system. Periodic, sub-harmonic, quasi-periodic, and chaotic states can be observed for cases with and without torsional effects. As demonstrated, inclusion of the torsional-lateral coupling effects can primarily change the speed ratios at which rub-impact occurs. Also, substantial differences are shown to exist in the nonlinear dynamic behavior of the system in the two cases.
机译:这项研究调查了横向-扭转耦合对旋转柔性轴-磁盘系统的非线性动力学行为的影响。该系统被建模为连续轴,中间跨度带有刚性磁盘。还包括由于轴的柔韧性引起的科里奥利效应和离心效应。根据Ray-leigh梁理论,提取了运动的偏微分方程。使用假定模式方法离散偏微分方程,并通过数值方法求解所得方程。这项工作中使用的分析方法包括时间序列,相平面肖像,功率谱,Poin-care图,分叉图和Lyapunov指数。本研究的主要目的是研究扭转耦合对系统混沌振动行为的影响。对于具有或没有扭转作用的情况,可以观察到周期性,次谐波,准周期性和混沌状态。如所证明的,包括扭转-横向耦合效应可以主要改变发生摩擦冲击的速度比。同样,在两种情况下,系统的非线性动力学行为也显示出实质性差异。

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