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2下载：
分岔图分析程序。用于分析转子动力学中振动稳定特性,Bifurcation diagram of analytical procedures. Used to analyze the vibration of rotor dynamics and stability properties
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这是我们非线性课程的一次作业，有分岔图，蛛网图，庞加莱截面，希望对大家有用。,This is our first non-linear operation of the curriculum, there is bifurcation diagram, spider diagram, Poincare section, in the hope that useful to everyone.
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一个画一种Logistic Map 分岔图(bifurcation diagram)的程序，运行后，你们可以看到它与常规的非线性系统的行为不一样。该映射可以用如下方程表述:
xn=1-a*x2n-1
其中，a――[0,2].
-Logistic Map a painting of a bifurcation diagram (bifurcation diagram) procedures, running, you can see it with the conventional n
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状态脉冲分岔图程序State pulse bifurcation diagram program-State pulse bifurcation diagram program
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计算动力学系统的分岔图，混沌系统，高维混沌系统的分岔图-Calculated bifurcation diagram of dynamical systems, chaotic systems, high-dimensional chaotic system bifurcation diagram
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duffing分岔图，计算连续duffing方程Lyapunov指数的程序,比较好用-duffing bifurcation diagram, duffing equation for calculating the Lyapunov index procedure, comparative ease of use
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基于Matlab对约瑟夫森结（Josephson Junction）RCSJ模型的交直流I-V特性及非线性混沌现象进行数值模拟。通过计算机数值模拟得到该模型的非线性微分方程数值解，研究了RCSJ模型中各参量对约瑟夫森结的影响，进而简要分析其I-V特性和非线性混沌现象的产生机理，绘制出约瑟夫森结的交直流I-V特性曲线、非线性微分方程的相图及因其高度非线性而引起的通过倍周期分岔和阵发性原理进入混沌状态的分岔图。还给出庞加莱截面及功率谱。-Matlab based on the Josephson j
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编写分叉图的计算程序；
选择一个混沌区的控制参量a，并编写时域波形的计算程序-Bifurcation diagram of the preparation program
Choose a zone of chaos control parameter a, and the preparation of time-domain waveform of the calculation program
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lorenz bifurcation diagram with matlab progra-lorenz bifurcation diagram with matlab programm
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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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运行程序得到微分方程中x1随参数omega变化的分岔图。omega的范围选取可以调节。-Run the program to be differential equations with parameters x1 bifurcation diagram omega changes. omega scope of selection can be adjusted.
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this MAPLE file can calculate and plot chaos behevior of nonlinear system include logistic map, bifurcation diagram, mapping and etc.
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利用非线性动力学的知识研究混沌行为，可以通过画运动的分岔图来研究参数变化对运动的影响，本程序以洛伦兹力为例子实现了分岔图的绘制-Knowledge of the nonlinear dynamics of chaotic behavior, can 通过 Painting Movement of the bifurcation diagram to study the impact of parameters on the movement, this program in order to a
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本程序以洛伦兹力为例子实现了分岔图的绘制,在主程序修改可以画任意分岔图-The procedure to Lorenz for example to achieve the bifurcation diagram drawing, in the main program can draw arbitrary bifurcation diagram
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利用c语言求方程组分岔图程序。 在非线性动力学及复杂经济学中经常用到类似的问题。-Demand equations bifurcation diagram program using c language. Often used in nonlinear dynamics and complex economics of a similar problem.
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基于matlab的非线性动力学liu混沌系统的分岔图-the plotbasedon Nonlinear Dynamics Liu chaotic system bifurcation diagram
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转子碰摩非线性计算，可计算出p1,p2,倍周期分岔，混沌等特性-Rotor rubbing the bifurcation diagram matlab source code
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Duffing系统分岔图与Poincare截面绘制-Duffing bifurcation diagram and Poincare section drawing
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本程序能够准确的计算非线性动力系统的分岔图，相图，波形图，从而可以为工程技术人员和科研人员的理论建模提供数值模拟论证方法。-The program can calculate the exact bifurcation diagram nonlinear dynamical system, phase diagram, waveform, which can provide a method for the numerical simulation of argumentation theore
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利用mathematicaplot 三维动态混沌分形图(Chaotic fractal graph and bifurcation diagram)
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