搜索资源列表
RungeKutta
- 这事龙格-库塔解围分方程算法实例-this Runge - Kutta raise siege equation algorithm examples
RungeKutta
- RungeKutta method for nonlinear system dynamic analysis
rungekutta
- 用龙贝格积分法计算积分的程序，matlab语言编写，希望能对大家有用。
RungeKutta
- 用龙格库塔求解微分方程的例子，用C语言编写，可作为参考。
RungeKutta
- 数值算法 RungeKutta-numerical algorithm RungeKutta
RungeKutta（研究生数值分析作业）
- RungeKutta（研究生数值分析作业）
RungeKutta.rar
- 四阶龙格－库塔法模拟粒子三维空间轨迹，需给出立场函数,3D simulation of particle dynamic trajectories by Fourth-order Runge- Kutta method
RungeKutta
- 龙格库塔方法,四阶，求解一个方程，可控精度，实现很直观，扩展性强。-Runge-Kutta method
rungekutta
- rungekutta是一个功能非常强大的算法。它运用于工程技术的方方面面，是接微分方程的非常有效的算法。-rungekutta is a very powerful algorithms. It applied to all aspects of engineering, differential equations is then very effective algorithm.
rungekutta
- 学生嘛，所以自己用C写的runger kutta法解了个一阶微分方程，希望有点用哈！-Runger Kutta
rungekutta
- 解决离散偏微分方程组的Runge-kutta 算法matlab程序-To solve partial differential equations discrete Runge-kutta method matlab program
rungekutta
- 以rungekutta解ode，根據張鵬永老師的教法-Rungekutta solution to ode, according to Zhang Pengyong teachers teaching
RungeKutta
- 求解常微分方程的RungeKutta法的matlab程序-matlab code about RungeKutta
RungeKutta
- 常微分方程组的四阶RungeKutta龙格库塔法matlab实现-Fourth-order Runge-Kutta method matlab RungeKutta of ordinary differential equations to achieve
RungeKutta
- 4-RungeKutta 可以用来解微分方程组-4-RungeKutta can be used to solve differential equations
RungeKutta
- 用RungeKutta法进行并行计算的一些重要很有用的文献。以及实现的效果对比。都是很精典的方法。-Some important parallel computing useful literature by RungeKutta method. And achieve the effect of contrast. Are very classic way.
RUngekutta
- this programme use rungekutta method to solve nonlinear equation.
RUNGEKUTTA
- MATLAB的一个龙格库塔法小例程,希望对大家有用。-an example of RUNGEKUTTA using MATLAB
常微分方程组的四阶RungeKuttamatlab实现
- 常微分方程组的四阶RungeKutta龙格库塔法matlab实现(RungeKutta realization of four order Runge Kutta method for ordinary differential equations matlab)
change_step_RK4
- 常微分方程组的四阶RungeKutta龙格库塔法matlab实现，仅供参考。(Matlab implementation of the four order RungeKutta Runge Kutta method for ordinary differential equations)