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Description: 利用Maltab求解变参数lorenz方程,在非线性动力学和混沌研究中经常遇到类似的问题。本程序也可以求解类似的有变参数的微分方程系统如Chen system, Lv system, Rossler system 等。-use Maltab variational parameters lorenz equation, Nonlinear Dynamics and Chaos often encountered similar problems. The procedures also can be used to solve a similar change in the differential system parameters such as Chen system, Lv system, such as Rossler system.
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Author: 贾强 |
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Description: 1）先利用文件Lorenz.m求解出Lorenz系统，并把其数组保存成名字为un.mat的文件。
2）直接运行文件Lorenz1.m 便可统计出Lorenz系统的轨道-a) first use of document Lorenz.m solved Lorenz system, and the preservation of its array of un.mat name into the paper. 2) Run the file directly Lorenz1.m Lorenz will be the statistics on the track
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Author: 贾敏 |
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Description: 计算Lorenz系统的李雅谱诺夫指数，非常实用，稍微修改一下就可计算自己的李雅谱诺夫指数了-Lorenz system calculated Lyapunov index, very useful, you can slightly modify the calculation of their Lyapunov index of the
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Size: 2048 |
Author: Gao Xuejun |
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Description: Matlab动态仿真在混沌控制与同步中的应用研究 摘 要:针对在分析非线性系统混沌行为时较为复杂这一问题,采用一般的数值计算方法,提出了利用Mat2
lab对混沌系统进行建模和动态仿真的方法.以蔡电路和洛伦兹系统为例,分析了其动态仿真在混沌控制与
同步中的应用-Dynamic simulation in Matlab Chaos Control and Synchronization of the Applied Research Abstract: In view of the analysis of chaotic behavior of nonlinear systems when the more complex the problem, using a general numerical method is proposed for chaotic systems using Mat2lab modeling and dynamic simulation method. to Cai circuit and Lorenz system as an example, an analysis of the dynamic simulation in the Chaos Control and Synchronization Application
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Size: 27648 |
Author: 武同学 |
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Description: 非线性动力系统中分叉图用来定性的表示系统行为的演化，本代码中ode1.m定义了一个经典的Lorenz系统，sode3.m对该系统计算并画出了参数敏感区的分叉图。-Nonlinear dynamic system bifurcation diagram used to express qualitative evolution of system behavior, the code defines a ode1.m classical Lorenz system, sode3.m of the system to calculate and draw the sensitive areas of the bifurcation parameter Fig.
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Size: 1024 |
Author: wangyin |
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Description: Lorenz系统的Poincare截面计算方法。用于分析转子点映射特性-Poincare cross-section of the Lorenz system calculation. Used to analyze the characteristics of rotor-point mapping
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Size: 2048 |
Author: 王炜哲 |
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Description: Lorenz混沌系统同步技术研究与仿真，基于PC法的混沌同步，基于线性状态反馈的混沌同步和基于观测器的混沌同步-Lorenz chaotic system synchronization technology research and simulation
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Size: 4096 |
Author: lln |
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Description: lorenz混沌动力系统分析源代码包含系统轨线，吸引子-lorenz chaotic dynamical system analysis
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Size: 431104 |
Author: 王震 |
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Description: This code simulates a Lorenz Chaotic system using MATLAB
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Size: 2048 |
Author: Lorenz Chaotic sys |
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Description: 分叉图是混沌系统的一个重要参数，现以洛伦兹系统为例，给出分叉图的matlab程序-Bifurcation diagram is an important parameter of chaotic systems, Lorenz system, taking as an example of bifurcation diagram matlab program
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Size: 1024 |
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Description: Lorenz系统的SIMULINK仿真模型-SIMULINK Lorenz System Simulation Model
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Size: 41984 |
Author: 小旺 |
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Description: 这是我搜集的Lorenz系统的分岔图，里面有好几个，对分岔图的方法也给出了几种-This is my collection of the bifurcation diagram of the Lorenz system, there are several on the bifurcation diagram also shows several methods
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Size: 2048 |
Author: qazlai |
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Description: lorenz系统,这是第一个文件定义lorenz系统-lorenz system plot this is file 1, the lorenz system define
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Size: 1024 |
Author: 张易 |
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Description: 基于DSP Builder的Lorenz系统时滞混沌实验方法-Lorenz system based on DSP Builder delay chaotic experimental methods
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Size: 615424 |
Author: 袁腾飞 |
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Description: Lorenz系统，找到Lov的最大值，并画出图像(It's about Lorenz system, and how to find the max volum of Lov of the Lorenz system)
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Size: 430080 |
Author: 蓝色小瓶子
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Description: fractional order Lorenz system phase portrait.
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Size: 1024 |
Author: saroro
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Description: Rossker系统设计庞加莱截面，得到参数c的分叉图。把程序function改一下编程Lorenz系统即可(The Poincare cross section of Rossker system is designed and the bifurcation diagram of parameter C is obtained. Change the program function to programming Lorenz system)
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Size: 1024 |
Author: forevermorning
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Description: lorenz系统lyapunov指数计算(Lyapunov index calculation of Lorenz system)
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Size: 13312 |
Author: 放哈屠刀 |
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Description: lorenz系统的仿真，在matlab的simulink下实现(The simulation of Lorenz system is implemented under the Simulink of MATLAB)
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Size: 8192 |
Author: 月亮——11 |
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Description: 该Fortran代码是用龙格库塔法解Lorenz微分方程组，画出二维相图和三维相图。(The Lorenz system is a system of ordinary differential equations first studied by Edward Lorenz. It is notable for having chaotic solutions for certain parameter values and initial conditions. In particular, the Lorenz attractor is a set of chaotic solutions of the Lorenz system which, when plotted, resemble a butterfly or figure eight.)
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Size: 4931584 |
Author: smallnetwork |
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