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Analysis of whirl speeds for rotor-bearing systems supported on fluid film bearings

机译:液膜轴承支撑的转子轴承系统的旋转速度分析

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There are several numerical approximations for vibration analysis of rotor bearing systems and the most popular approach is the Finite Element Method. In the light of the above it is proposed to undertake a study on the dynamic behaviour of Timoshenko beam supported on hydrodynamic bearings incorporating internal damping using FEM model. Critical speeds are estimated for synchronous whirl at different operating conditions using Campbell diagrams. It is observed in the analysis that in addition to the natural whirl frequencies, for every spin speed another whirling frequency appears in the solution, which is around half the spin speed. In case of fluid film bearings, half whirl is very common phenomenon. In case of dynamic coefficients evaluated using short bearing approximation, it is observed that these additional frequencies are of the same order as that of the synchronous whirling frequencies. The additional frequencies around half the spin speeds are found using only finite bearing dynamic coefficients; this clearly indicates the deficiency in the use of short bearing approximation in similar work.
机译:转子轴承系统的振动分析有几种数值近似方法,最流行的方法是有限元法。有鉴于此,建议采用有限元模型对含内部阻尼的流体轴承上的蒂莫申科梁的动力特性进行研究。使用坎贝尔图,可以估算不同运行条件下同步旋转的临界速度。在分析中观察到,除了自然旋转频率外,对于每个旋转速度,溶液中都会出现另一个旋转频率,大约是旋转速度的一半。对于液膜轴承,半旋转是非常普遍的现象。在使用短轴承近似评估动态系数的情况下,可以观察到这些附加频率与同步回旋频率的频率相同。仅使用有限的轴承动态系数即可找到大约一半自旋速度的附加频率。这清楚地表明了在类似工作中使用短轴承近似法的不足。

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