位置：成果数据库 > 著作 > 著作详情页
Coexisting periodic orbits in vibro-impacting dynamical systems
  • 所属机构名称：北京航空航天大学
  • 成果类型：著作
  • 出版社：Applied Mathematics and Mechanics, 2003, 24(3), 261-273 (SCI, EI)
  • 语言：英文
  • 相关项目：非线性振动系统节律行为的分岔和混沌研究
作者： Li Q.H.|Lu Q.S|
同著作项目
非线性振动系统节律行为的分岔和混沌研究
期刊论文 1 会议论文 4 著作 13
同项目著作
Complete synchronization of coupled Hindmarsh－Rose neurons with ring structure
On the nature of period-adding bursting bifurcation without chaos in the Chay neuron model
GWN-induced bursting, spiking, and random subthreshold impulsing oscillation before Hopf bifurcations in the Chay model
Chaos control by delayed impulsive feedback in rotor systems with grazing rub-impact
The generation of stochastic integer multiple spiking in the Chay model
A time-dependent model: bifurcating transition, control and oscillation
Existence of periodic motions in rub-impact rotor systems
Reducing lateral vibrations of a rotor passing through critical speed by phase modulating
非稳态油膜力作用下转子振动的分岔与稳定性分析
A time-dependent bifurcation model with control and pulsing oscillations
Homoclinic bifurcation of strongly nonlinear oscillators by frequency-incremental method
机械系统中整数倍节律现象的一个实例与分析