搜索资源列表
rk5
- 利用龙哥库塔法变步长解决高阶常微分方程的程序-Long Ge Kuta method using variable step procedures for solving higher order ordinary differential equations
jisuanfangfachengweifenfangcheng
- 计算方法实验四 常微分方程初值问题 改进欧拉法 microsoft visual basic 实现 有实验报告-Calculated experiment four ODEs Improved Euler microsoft visual basic to achieve a lab report
duffing
- 计算上田阵子的最大利亚普诺夫函数的matlab源码程序, 是确定系统的常微分方程。-the matlab code is using to caculat duffing the max lyapunvo about determined duffing system .
adams
- 用四阶亚当斯显式公式求解常微分方程初值问题是一种比较有效的方法-Adams with the fourth-order explicit formula for solving ODEs is a more effective method
Adomiandecompositionmethod
- 用Adomain分解方法求解分数阶常微分方程组,线性的和非线性的方程组都可以。-using Adomian decompositon method to solve fractional differential equations
lvbo_wavwrite1
- 对于常微分方程组,很难求得解析解,因此工程上常用数值解法,常微分方程组的R-K解法-For ordinary differential equations, analytical solution is difficult to obtain, so the numerical method used on the project, RK solution of ordinary differential equations
dop54_dop853
- 求解时滞常微分方程的matlab程序代码-codes for delay differential equation
常微分方程解法
- 常用的几个常微分方程的基本解法的C语言源代码,包括RK-2,RK4,RK4System等
odesbvp
- 利用边值问题求解器bvp4c求解常微分方程的数值解(The numerical solution of ordinary differential equations is solved by using the boundary value solver bvp4c)
常微分方程求解matlab
- 加恒定的膜电流,计算0~50ms时间段内 Hodgkin-Huxley模型的积分,并完整地分析和解释所得到的结果(With constant membrane currents, the integral of the Hodgkin-Huxley model in the 0~50ms period is calculated, and the results are fully analyzed and explained)
程序
- 用matlab语言模拟非线性常微分方程组的数值解,以及解的变化规律(The numerical solution of the nonlinear equation is simulated)
5
- 模拟常微分方程组的解的变化规律,反馈稳定解到稳态点(An image of a nonlinear differential equation is simulated)
常微分方程的初值问题
- 数值分析常微分初值问题的matlab的范例,超好用der ((Numerical analysis of the Matlab example, super easy to use der))((Numerical analysis of the Matlab example, super easy to use der))
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)
RungerKutta
- 龙格-库塔法(Runge-Kutta methods)是用于非线性常微分方程的解的重要的迭代法。(Longge Kutta algorithm used to solve ordinary differential equations.)
常微分方程matlab解法
- matlab解常微分方程,欧拉公式,梯形法则等等,非常好用的小程序。
常用微分方程插值代码
- 解偏微分方程以及常微分方程的基本模型,适用于工程专业研究生以及做有限差分法科学实验的大学生(Partial differential equation and ordinary differential equation)
常微分方程的初值问题
- 常微分方程初值问题的matlab计算方法代码(The calculation method of initial value problem of ordinary differential equation)
odesRK4
- 四阶经典龙格库塔法求解线性常微分方程组, 以及简易食物链的模型应用,方程组以向量输入输出(Four order Rung-Kutta for differential equations)
shoot
- 试用打靶法求二阶非线性常微分方程两点边值的数值解,用Matlab编程计算,并给出一些例子,验证你的算法与程序的正确性。(shooting method for two order nonlinear ordinary differential equations)