1) chaotic system with constant Lyapunov exponent spectrum
恒Lyapunov指数谱混沌系统
1.
By means of generalized synchronization,synchronized control of chaotic system with constant Lyapunov exponent spectrum is studied.
文献[11]提出了一种恒Lyapunov指数谱混沌系统,该系统存在一个局部变幅参数,能够线性调整输出混沌信号中的两维信号的幅值,而不改变其混沌动力学特性。
3) invariable Lyapunov exponent spectrum
恒定Lyapunov指数谱
4) spectrum of Lyapunov exponents
Lyapunov指数谱
1.
A software was exploited for computing spectrum of Lyapunov exponents in chaotic dynamic system.
开发了Jacobian算法计算混沌动力系统Lyapunov指数谱的软件，用此软件分析了气固流化床压力波动动力学行为。
2.
Moreover, the method for calculating the spectrum of Lyapunov exponents of the impact-vibrating system is obtained.
最后，研究系统Lyapunov指数谱的计算方法，并运用阻尼系数反馈混沌控制方法，将系统的混沌镇定到周期一和周期二轨道。
5) Lyapunov exponent spectrum
Lyapunov指数谱
1.
An extension system with constant Lyapunov exponent spectrum and its evolvement
推广恒Lyapunov指数谱混沌系统及其演变研究
2.
Calculation Lyapunov exponent spectrum of time series based on least-squared support vector machine
采用LS-SVM计算时间序列的Lyapunov指数谱
3.
The energy spectrum entropy is defined for Lyapunov exponent spectrum first,which is an overall description about the distribution of energy spectrum.
基于Lyapunov指数谱,提出并定义系统Lyapunov指数能谱熵;在基于实测的航空发动机机匣振动时间序列求解系统不同故障状态的Lya-punov指数谱的基础上,获得系统不同故障状态下的Lyapunov指数能谱熵,并将其应用于航空发动机转子—机匣系统的故障诊断。
6) Lyapunov exponents spectrum
Lyapunov指数谱
1.
To a chaotic system,some basic dynamical behaviors of the system and state transition are further explored by calculating its Lyapunov exponents spectrum and bifurcation diagrams.
通过Lyapunov指数谱和分岔图,对系统的状态转换进行了分析。
2.
And the complex dynamic properties are studied by theoretical analysis,numerical simulation,Lyapunov exponents spectrum,bifurcation diagrams and Poincaré section diagrams.
通过理论分析、数值仿真、Lyapunov指数谱、分岔图以及Poincaré截面图分别研究了系统的复杂动力学特性。
3.
The Lyapunov exponents spectrum,periodic orbit,quasi-periodic orbit,and the chaos and hyperchaos attractor of this system are obtained.
构造了只包含一个非线性项的四维超混沌系统,得到了系统的Lyapunov指数谱、周期轨道、拟周期轨道、混沌和超混沌吸引子。
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