青云翻译

Matlab programming, using the Runge - Kutta method of the system equations and numerical solution of the chaotic solution and by adjusting the parameters obtained, and draw the bifurcation diagram of the system, and analyze the dynamic behavior of the system.

Using MATLAB programming, numerical solution of equation using Runge-Kutta method for system, and by adjusting the parameters, came to the chaotic solution, and draws a bifurcation diagram of the system, analysis of the dynamic behavior of the system.

Using the MATLAB programming, uses the dragon standard - kutta law to ask the numerical solution to the system equation, and through the adjustment parameter, obtains the chaos solution, and draws the system the branch chart, the analysis system dynamics behavior.

Use MATLAB programming, and a dragon - the law library of the system equations, and numerical solutions for the tuning parameters, chaos, and the branching out of the system, the analysis of system dynamics.

Using MATLAB programming, numerical solution of equation using Runge-Kutta method for system, and by adjusting the parameters, came to the chaotic solution, and draws a bifurcation diagram of the system, analysis of the dynamic behavior of the system.