| 1. | Research and simulation of lyapunov ' s exponents
李雅普诺夫指数谱的研究与仿真 |
| 2. | Measurement and estimation of largest lyapunov exponents of human hrv signals
信号的检测及其最大李雅普诺夫指数估算 |
| 3. | Research to reduce electromagnetic interference level of switching - mode power supply with different lyapunov exponents
李雅普诺夫指数降低开关模式电源电磁干扰水平研究 |
| 4. | The quantization of the system of one electron in four sites and the vibration of h2o with fermi resonance were studied by the lyapunov analysis
运用李雅普诺夫指数对h2o振动体系及多个格点中单电子体系的量子化问题进行研究。 |
| 5. | We found that the maximal lyapunov exponent of the system transfer from positive to negative under the control , which means that the controlled system is stable and the chaos is controlled effectively
结果表明，系统在延迟反馈控制下最大李雅普诺夫指数由正值转为负值，说明受控系统是稳定的，混浊得到了有效地抑制。 |
| 6. | 4 . state feedback control of hybrid chaotic system . from analyzing continuous chaotic system , proposed lyapunov exponent control method of continuous chaotic system based on state feedback control
由单纯的连续混炖系统分析入手，提出了基于状态反馈控制的连续混饨系统的李雅普诺夫指数配置控制方法，从而实现系统的稳定性控制。 |
| 7. | We give a brief theoretic analysis of using delayed self - controlling feedback to control beam halo . s ( the length of one period of focusing channel ) is selected as the delay parameter of the controller and the maximal lyapunov exponent is calculated
经分析，确定了延迟反馈控制器的延迟参数为s (一个聚焦磁场通道周期) ；而后，计算了系统的最大李雅普诺夫指数。 |
| 8. | These include two keys problem in phase space reconstruction theory , that is embedding dimension and optimal delay time , and numeric recognition of chaos , that is lyapunov exponent , as well as numeric recognition of fractal , that is correlative dimension of chaotic attractors
其中重点讲述了非线性动力学的数值研究实验方法：相空间重构的两个关键问题，即嵌入维数和最佳延迟时间；混沌的数值识别，即李雅普诺夫指数；分形的数值识别，即吸引子的关联维数。 |
| 9. | After introduction to the principle , the realizing methods and applications of chaos anti - control , the state of art of chaos anti - control methods both at home and abroad are aimed and summarized : including chaos anti - control based on lyapunov exponents allocation , chaos anti - control based on added linear or nonlinear state feedback , chaos anti - control based on the alteration of the dynamics of the available chaos attractors , chaos anti - control based on the time delayed system parameter perturbation or time delayed state feedback , chaos anti - control based on the precise tracking of the reference chaos system
摘要在介绍混沌化控制的原理、方法、应用的基础上，对如下混沌化控制方法的国内外现状进行综述：基于李雅普诺夫指数配置的混沌化控制、对受控系统施加线性或非线性状态反馈输入的混沌化控制、通过对已有混沌吸引子进行变异来实现混沌化控制、通过施加时滞参数摄动或时滞状态反馈来实现混沌化控制、通过受控系统状态对已知混沌参考系统状态的精确跟踪来实现混沌化控制。 |
| 10. | ( 3 ) a modified chua ' s circuit is proposed and a circuit implementation is also designed . dynamics of this modified chua ' s circuit are numerically studied and its lyapunov exponents are also calculated . ( 4 ) a resistance - coupling method for designing new chaos generators by taking use of existing chaos generators is suggested , several new chaos generators realized by this way are studied and their dynamic are compared to those of original chaos generators , their lyapunov exponents are also calculated
（ 4 ）提出了一种构造新的混沌或者超混沌模型的电阻性混沌模型耦合方法，并且给出了用此方法构造的几种新的混沌吸引子，对所构造的新的混沌os吸5吁进行了数值研究，赠了其李雅普诺夫指数，将耦合形成的新的混饨吸引子与耦合之前的混饨吸引子进行了对比颁。 |
