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非线性碰摩力对碰摩转子分叉与混沌行为的影响
引用本文:袁惠群,闻邦椿,王德友.非线性碰摩力对碰摩转子分叉与混沌行为的影响[J].应用力学学报,2001,18(4):16-20.
作者姓名:袁惠群  闻邦椿  王德友
作者单位:1. 东北大学,沈阳,110006
2. 沈阳航空发动机设计研究所,沈阳,110015
基金项目:国家自然科学基金资助项目(编号:19990510)
摘    要:研究了具有非线性碰摩力的转子局部碰摩的分叉与混沌运动,利用计算机仿真对某发动机转子的碰摩故障进行了数值模拟,讨论了转子系统参数的变化对转子混池运动状态的影响,并与碰摩实验结果进行了比较,发现了具有非线性碰摩力的转子局部碰摩转子系统的各种多周期运动和混沌运动及其演变过程。

关 键 词:转子系统  非线性碰摩力  碰摩  分叉  混沌  计算机仿真  发动机  数值模拟  动力学碰撞理论  转静件间
文章编号:1000-4939(2001)04-0016-05
修稿时间:2000年6月1日

Effects of Nonlinear Rubbing and Impact Forces on the Bifurcation and Chaos Behaviors of Rub Rotor
Yuan Huiqun,Wen Bangchun,Wang Deyou.Effects of Nonlinear Rubbing and Impact Forces on the Bifurcation and Chaos Behaviors of Rub Rotor[J].Chinese Journal of Applied Mechanics,2001,18(4):16-20.
Authors:Yuan Huiqun  Wen Bangchun  Wang Deyou
Institution:Yuan Huiqun 1 Wen Bangchun 1 Wang Deyou 2 (Northeastern University) 1 (Shenyang Institute of Aeronautics Engine) 2
Abstract:Some phenomena appeared during rotor rubbing can be explained by the model with linear radial stiffness in certain case, but other phenomena such as super and sub harmony wave in rotor response and some plastic deformation appeared on contacting surface between rotor and stator could not expanded well with the model. In this paper, the complex behavior happened in rubbing is considered and the model of rotor radial stiffness with nonlinear fraction exponent is presented. The bifurcation and chaos behaviors of rotor with nonlinear impact force is studied by means of numerical stimulation. In view of the diagrams displaying bifurcation behavior, such as bifurcation diagram, rotor phase trajectory, Poincare mapping, maximum Lyapunov exponent, rotor shaft locus, abundant dynamic behaviors of rotor are revealed. Experiment on the rubbing rotor model is conducted and it shows distinct super and sub harmonic wave components, which qualitatively copes with the theoretic results.
Keywords:rotor  nonlinear impact force  rubbing  bifurcation  chaos  
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