搜索资源列表
Mainhundun
- 混沌吸引子的MATLAB主程序,经验证可以使用。-Chaotic attractor MATLAB main program, you can use the experience card.
Henon
- 用来画荷农吸引子 离散系统的相轨迹图 二维系统-Farmers used to draw charge attractor the phase trajectories of discrete two-dimensional systems
ChaosAttractors
- 混沌工具箱 混沌Logistic 映射与混沌吸引子-chaos toolbox Logistic
rossler
- rossler三维相空间吸引子,X相序列-rossler three-dimensional phase space attractor, X-phase sequence
chua
- 蔡氏电路仿真,产生混沌特性,双漩涡吸引子-Chua s circuit simulation, resulting in chaotic, two-vortex attractor
Lyapunov
- atlab编写的Lyapunov指数计算程序 一、计算连续方程Lyapunov指数的程序 其中给出了两个例子:! e @ u9 j* [* b" m$ j$ I 计算Rossler吸引子的Lyapunov指数 _9 \: B" T* t! U4 J2 Q9 }/ n 计算超混沌Rossler吸引子的Lyapunov指数 http://www.pudn.com/downloads39/sourcecode/math/detail132231.html-atlab Lyapun
Chaos-Lorenz
- 利用数学软件MATLAB对Lorenz系统等六个重要的混沌模型进行数值计算,同时模拟出各类混沌系统的独特性质,如混沌吸引子,倍周期,初值敏感性,相图,分岔图等。通过观察和分析上述特性,加深了我们对混沌现象的理解。-matlab Chaos Lorenz
lorenz_data
- 调用lorentz,生产lorent的吸引子图,即吸引子生成的主程序。-Attractor map production lorent
lorenz
- 先建立lorenz吸引子,在分别做出X,Y,Z的时序图,最后用X重构向空间,在TAU取不同值时,图的效果也不一样-Lorenz X phase three-dimensional reconstruction of attractor figure
lorenz-chaotic-attractor
- lorenz系统中的混沌吸引子matlab的简单实现-chaotic attractor of lorenz system
lorenzgui
- 动态演示不同参数下的lorenz混沌吸引子-Dynamic playing the different parameter of the lorenz chaos attractor
Main_Ikeda
- 产生混沌时间序列(chaotic time series),Ikeda吸引子。-A chaotic time series (chaotic time series), Ikeda attractor.
shangchuan
- 均为matlab的画图程序,不等式组,分叉图,吸引子,敏感性等- matlab drawing program, about inequalities, bifurcation diagram, attractors, sensitivity
Lorenz
- 产生一个混沌序列 使用Lorenz吸引子 32位 用于后续处理-generate a chaos
xinsanwei01_xiyinzi
- 混沌系统的吸引子,很简单,初步学习可以-Attractor of the chaotic system is very simple, the initial learning can take a look at
matlabchaotic-attractor
- matlab几种典型的混沌吸引子,经典中的经典!-matlab several typical chaotic attractor, the classic of classics! Thank you! ! !
fractal-interpolation_sucess
- 分形差值函数是由迭代函数系统IFS实现的,通过离散的数据点构成分形插值函数,证明分形插值函数是这个IFS唯一吸引子。利用MATLAB矩阵运算,实现数据点的分形差值拟合。该算法简介直观。-The fractal difference function is implemented by the IFS fractal interpolation function through the data points of the discrete prove fractal interpolation
lorenz-2
- a=10,b=8/3,c=28.选择不同的初值,仿真Lorenz系统的吸引子。-a = 10, b = 8/3, c = 28. choose different initial simulation of the Lorenz system attractor.
chua-2
- p=10,q=14.8,=-0.68,=-1.27,选择初值,仿真Chua电路的双卷波混沌吸引子。-p = 10, q = 14.8, =-0.68, =-1.27, select the initial value, the simulation the Chua circuit of two-volume wave chaotic attractor.
nonlinear-system-Lorenz
- 仿真Lorenz系统的吸引子。 要求:1、每个状态(x,y,z)分别随时间变化的曲线。 2、x-y,y-z,x-z的相图。 3、x-y-z的图形。-Attractor simulation Lorenz system. Requirements: 1, each state (x, y, z), respectively, a graph of changes over time. 2, xy, yz, xz phase diagram. 3 XYZ graphical.