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EXPERIMENTAL INVESTIGATION OF DYNAMIC NONLINEARITIES IN ROTATING MACHINERY

机译:旋转机械动力学非线性的实验研究

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This paper presents laboratory experimentsthat confirm and further explore earlier computer simulationsrelated to oil-whip and rub-impact. Both phenomena wereexplored using Spectrum Analysis, and Chaos trackingtechniques (e.g. Poincare' maps). The results show that oilwhipinduces quasi-periodic rotor vibrations, while rub-impactgenerates complex dynamical behavior, such as chaoticvibrational motion. The nonlinear oil-whip hysteresis loopresults presented confirm phenomena uncovered in previouscomputer simulations. A Sommerfeld number-consistent“instability threshold load” was experimentally observed, alongwith its corresponding hysteresis loop similar to the classicinstability speed hysteresis loop, but probably the mostimportant experimental discovery was a second Hopfbifurcation-Saddle node instability hysteresis loop (i.e., athigher speed than the classical hysteresis loop), separated by aregion of stable-in-the-small operation. Another result ofespecially high practical importance, was the discovery thatspectrum analysis of speed-up, or coast-down rotor-vibrationdata can be effectively used to locate the saddle node speed.
机译:本文介绍了实验室实验,这些实验证实并进一步探索了与油鞭和擦碰有关的早期计算机模拟。两种现象均使用频谱分析和混沌跟踪技术(例如庞加莱地图)进行了探索。结果表明,油晶产生了准周期的转子振动,而摩擦则产生了复杂的动力学行为,例如混沌振动运动。呈现的非线性油鞭滞后回线结果证实了先前计算机仿真中未发现的现象。实验上观察到了Sommerfeld数一致的“不稳定性阈值负载”,以及其对应的类似于经典不稳定性速度磁滞回线的磁滞回线,但实验中最重要的发现可能是第二个Hopfbifurcation-Saddle节点不稳定性磁滞回线(即,比经典磁滞回线),由小尺寸稳定工作区域分隔。特别重要的实际意义的另一个结果是,发现加速或滑行转子振动数据的频谱分析可以有效地用于确定鞍形节点的速度。

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