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A Study on Nonlinear Dynamic Stability of Labyrinth Seal-Rotating wheel System in Hydraulic Turbines

机译:水轮机迷宫式密封转轮系统的非线性动力稳定性研究

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The Muszynska's model of seal fluid dynamic forces is used in this paper to analyze the nonlinear dynamic characteristics of labyrinth seal-rotating wheel system in hydraulic turbines and investigate the influence of labyrinth seal on nonlinear dynamic stability of hydraulic turbines. The results show that the Hopf bifurcation will occur and the rotating wheel will come into bifurcated periodic orbit after the rotor speed exceed its threshold, and the amplitude of bifurcated motion increasing with the rotor speed. At a certain speed, the rotating wheel will impact the seal. Finally, the influence of physical and structural parameter of seal on rotor is investigated. Sensitivity analysis of nonlinear dynamic characteristics is performed by changing the physical and structural parameters of seal-rotating wheel system.
机译:本文使用了穆斯敏的密封流体动力模型,分析了液压涡轮机中迷宫式旋转轮系统的非线性动态特性,研究了迷宫密封对液压涡轮机非线性动态稳定性的影响。结果表明,在转子速度超过其阈值之后,跳跃的分叉将发生,旋转轮将在转子速度超过其阈值之后进入分叉的周期性轨道,以及随着转子速度的增加的分叉运动的幅度。在一定的速度下,旋转轮会影响密封件。最后,研究了密封对转子的物理和结构参数的影响。通过改变密封旋转轮系统的物理和结构参数来执行非线性动态特性的灵敏度分析。

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