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杜芬方程
- 这是一个求杜芬方程解的小程序。开发环境为matlab。通过仿真曲线可以很容易的看到解的曲线。-Duffing equation for the small program. Development environment for Matlab. Through simulation curve can be very easy to see the solution curve.
ansys
- 一类混沌系统的matlab源码，混沌系统是在杜芬方程的基础上改变而得-A class of chaotic systems matlab source, chaos in the Duffing equation system is based on the change of the above-mentioned
duffing_bifur_F
- matlab编写的关于杜芬方程的对频率f在5-10hz的分叉图，快速，准确，可以学习分叉混沌相关知识-Matlab prepared on the Du Fen equation on frequency of F in the 5-10Hz bifurcation diagram, rapid, accurate, can learn the related knowledge of bifurcation chaos
duffen
- 运用matlab编程，讨论杜芬方程的运动特性，从而进一步了解其非线性特性。-Using matlab programming, to discuss the motion characteristics of the Duffing equation, so as to further understand the nonlinear characteristics.
lorenz-chaos
- 洛伦兹方程、杜芬方程及buck电路的混沌实现的matlab程序-Lorenz equation of Duffing equation, and buck circuit chaos of the matlab program
Duffing_LE
- 定义法求杜芬方程最大Lyapunov指数-Duffing equation is defined by the Method largest Lyapunov exponent
Duffing_biff
- 定义法求杜芬方程的分岔图，定义法求杜芬方程的分岔图-Bifurcation diagram is defined by the Method of Duffing equation
duffing
- 基于matlab的源程序，用于画非线性微分方程杜芬方程的相图-Source program based on matlab, used to draw the phase diagrams of nonlinear differential equation- duffing equation
duffing-poincare
- 基于matlab的源程序，用于绘制非线性方程杜芬方程的庞加莱截面-Based on matlab source program, is used to draw the poincare section of nonlinear equations-duffing equation
Duffing
- 混沌系统杜芬方程稳态控制：对应大周期状态-Dufen Fang Chen chaotic system steady state control: the state of the corresponding macrocycle
fenchachenxu
- 分叉程序，关于杜芬方程的，位移和速度分叉，很好很使用，能够很好地解决相关的非线性问题-Bifurcation program on Duffing equation, displacement and velocity bifurcation, very good use, can solve nonlinear problems related
杜芬方程程序
- 杜芬方程画分岔图程序，通俗易懂(Bifurcation diagram of Duffing equation)
sslblock
- 时间序列的预测在经济和工程领域具有十分重要的意义。文中利用动态神经网络的特性,提出对时间序列进行预测的动态神经网络方法,并利用设计的动态神经网络对杜芬(Duffing)方程的响应时间序列进行预测,结果表明动态神经网络可以较好地对动态系统的响应时间序列进行预测。(time series prediction)
杜芬方程解的小程序
- Dufing方程是一种重要的动力系统山，是反映工程物理系统中非线性现象和混沌动力学行为的极其重要的方程式。通过Duffing方程可以探讨铁磁谐振电路中的分岔、拟周期运动、子谐波振荡。而在非线性与混沌系统的研究中，Duffing方程展示了丰富的混沌动力学行为。本文通过对不同情况下的Duffing方程进行分析，利用MATLAB进行仿真，从而对Duffing方程有进一步的了解。(Dufing equation is an important dynamic system mountain, which
duffing
- 混沌duffing方程实例，解释较全可做参考(An example of chaotic Duffing equation can be used for reference.)