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Unbalance Response of Statically Indeterminate Rotors Supported on Hydrodynamic Journal Bearings: Use of the 32 Dynamic Coefficients Bearing Model

机译:流体动力学轴承支持的静态不平衡转子的不平衡响应:使用32动态系数轴承模型

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Linear vibration analyses of statically indeterminate rotors supported on hydrodynamic journal bearings demand large amounts of numerical work in order to calculate the static equilibrium positions of the journals relative to the respective bearings at different values of rotating speed and the corresponding stiffness and damping dynamic coefficients. As shown by the author in a previous paper, all that work might be useless if the wrong bearing model is adopted in the unbalance response calculation. In that paper, it was verified that the traditional 8-coefficient bearing model is inadequate for the unbalance response calculation of single spam rotor systems supported on hydrodynamic journal bearings placed close to nodal points of excited modes of vibration. In such situations, one cannot neglect the time varying tilt angle between journals and bearings, the consideration of which leads to the adoption of a 32-coefficient bearing model. A similar analysis is conducted in this work, focusing on statically indeterminate rotors. Numerical results, related to a large turbo set, indicate that the differences between vibration amplitudes calculated using both bearing models can be greater than 80%, while discrepancies in the predicted stability thresholds are small. The conclusions of the study are coherent with previously published theoretical and experimental results.
机译:在流体动力轴颈轴承上支撑的静态不确定转子的线性振动分析需要大量的数值工作,以便在不同旋转速度和相应的刚度和阻尼动态系数的不同值下计算轴颈的静态平衡位置。如前一篇论文中的作者所示,如果在不平衡响应计算中采用错误的轴承模型,那么所有工作可能是无用的。在该论文中,验证了传统的8系数轴承模型对于靠近激发振动的焦点的核心轴承的单垃圾邮件转子系统的不平衡响应计算不平衡计算。在这种情况下,人们不能忽略期刊和轴承之间的时变倾角,这导致了采用32系数轴承模型。在这项工作中进行了类似的分析,重点关注静态不确定的转子。与大型涡轮集合相关的数值结果表明,使用两个轴承模型计算的振动幅度之间的差异可以大于80%,而预测稳定性阈值的差异很小。该研究的结论与以前公布的理论和实验结果相干。

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