搜索资源列表
On-State-Feedback-Control
- 状态反馈控制混沌系统 利用一种简单的线性状态反馈方法控制混沌运动 ,引导混沌系统稳定到失稳的平衡点或 周期轨道上 ,用劳斯2胡尔维茨稳定判据判定受控系统在平衡点处参数的取值范围 ,同时使用广义 Hamilton 系统理论的 Melnikov 方法分析受控系统的周期解. 通过对典型的混沌系统进行数值仿 真 ,证实了该控制方法的有效性.- A Linear state feedback control technique is used to guide the typical ch
cao-method-
- 基于互信息量法求出的时间延迟结合cao法求取Rossler系统的嵌入维数。-Cao method slove embed_m questions.
attractors
- Rossler, Chua and lorenz attractors in GNU Octave
Finite-time-stabilization
- Rossler混沌系统能在有限时间内实现镇定-Rossler chaotic systems can achieve calm in the limited time
Finite-time-stabilization-map
- rossler混沌系统中，反馈增益k在有限时间内收敛到了一个合适的负常数-rossler chaotic system, the feedback gain k in a finite time convergence to a suitable negative constant
System-stabilization
- Rossler混沌系统加入控制器后，在控制器作用下在有限时间内仍然达到了镇定-Rossler chaotic system to join the controller after the controller under a limited period of time still to reach a calm
Robustness
- 检验Rossler混沌系统在有限时间内具有鲁棒性-Inspection Rossler chaotic system in the limited time robust
rk4_rossler
- Method Runge-Kutta 4 order for rossler system, with makefile-Method Runge-Kutta 4 order for rossler system, with makefile
rossler2
- Rossler equation A. Wolf, J. B. Swift, H. L. Swinney and J. A. Vastano, "Determining Lyapunov Exponents from a Time Series," Physica D, Vol. 16, pp. 285-317, 1985.-Rossler equation dx =-y- z dy = x+ a*y dz = b+ z*(x-c)
ti1
- Rossler程序，用fortran语言编写-Rossler process, with fortran language
Generalized-
- 混沌系统的同步的图示及过程展示 论文 在其他刊物上有发表-Synchronization of Rossler chaotic system
Applied-Nonlined-Control
- 非线性控制中蛛网图，杜芬振子，分岔图，rossler，lorenz以及线性反馈，内动态等程序-Nonlinear control web map, DuFenZhen son, bifurcation diagram, rossler, lorenz and linear feedback, inner dynamic scheduler
Rossler 混沌系统Lyapunov指数Matlab实现代码
- 关于混沌的李雅普诺夫指数应用matlab编程，画出分岔图以及局部放大图
rossler1
- 采用Matlab下的Simulink工具编写的Rossler混沌系统仿真模型。可作为动力学系统的仿真教学案例学习，并便于修改、移植为其它混沌系统的学习、研究之用。-Rossler chaotic system simulation model written in Matlab Simulink tools. Can learn as a dynamic system simulation teaching cases, and easy to modify, and transplantati
Lyapunov_Rossler
- 4阶龙格库塔，定义法计算rossler系统lyapunov指数，结果比较精确！-4-order Runge-Kutta, defined method rossler system lyapunov index results more precise!
Main_Rossler
- Rossler吸引子方法用于混沌 时间序列的分析，懂得可以拿来参考一-Rossler attractor method is used to chaotic time series analysis, can be used to reference this week
rossler-oscillator-
- 可以产生一些需要的时间序列，对于研究非线性复杂系统有很好的使用价值。-Can produce some needed time series, for the study of complex nonlinear system has a good value.
Lypunov指数
- Lypunov指数，根据rossler系统编的。可以直接用到其他系统中。改方程即可
rosslerrun.m
- 计算Rossler三周期循环模型的动态数值，并绘制动态三维图。-Rossler three cycles to calculate the dynamic numerical model, and draw a dynamic three-dimensional map.
_aeae09118db8676d838cf278818d24c7
- 混沌的基本概念,MATLAB中的龙格—库塔（Runge-Kutta）实现,Lorenz 混沌系统 ,Rossler 混沌系统-The basic concept of chaos, MATLAB of Runge- Kutta (Runge-Kutta) realize, Lorenz chaotic system, Rossler chaotic system