搜索资源列表
Euler
- C语言实现的改进欧拉法,用定步长和变步长实现改进欧拉法求解常微分方程组。
欧拉法求解一阶常微分方程组的C语言实现
- 用改进的欧拉法求解一阶常微分方程组的C语言实现方法,Using the improved Euler' s method for solving a first-order ordinary differential equations of the C language implementation method
fortran
- 关于常用的FORTRAN算法,该书有关于线性方程组的求解,矩阵特征值的计算,常微分方程组的求解等-FORTRAN on the commonly used algorithms, the book on the linear equations, eigenvalue calculation, solving ordinary differential equations, etc.
fit
- 用差分方程或数值微分解决简单的实际问题。 实验3 插值与数值积分 l 插值问题提法和求解思路 l Lagrange插值的原理和优缺点 l 分段线性和三次样条插值的原理和优缺点 l 用MATLAB实现分段线性和三次样条插值 l 梯形、辛普森积分公式的原理及MATLAB实现 l 数值积分公式的误差——收敛阶的概念 l 高斯积分公式 l 广义积分与多重积分 l 用插值和数值积分解决
changweifen
- 利用MATLAB进行求解常微分方程组的四阶R-K算-Use MATLAB to solve ordinary differential equations of fourth-order RK algorithm method
runge_kutta
- 采用4阶runge_kutta法求解给定初始值的常微分方程(组)。该方法具有较好的精度。-Using 4-order method runge_kutta given initial value of the ordinary differential equations (group). The method has good accuracy.
odegalerkin
- Galerkin方法求解常微分方程组的实现-源代码原文-fddfdgfgdf
sdfsadfsdafasd123
- Differential Equations (ODE) Solver through Galerkin Method Galerkin方法求解常微分方程组的实现 这个matlab程序通过Galerkin方法求解常微分方程组,当然求解的结果是 Differential Equations (ODE)近似的解。-Differential Equations (ODE) Solver through Galerkin Method Galerkin method for
Euler
- Euler方法 用C语言实现,并求解常微分方程组-The m framework appropriately generalizes notions such as gain margin, phase margin, disturbance attenuation, tracking, and noise rejection into a common framework suitable for analysis and design, in both single-loop and
Galerkin-ODE
- 这个matlab程序通过Galerkin方法求解常微分方程组,当然求解的结果是Differential Equations (ODE)近似的解。-Differential Equations (ODE) Solver through Galerkin 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
Ordinary-Differential-Equations
- 求解常微分方程组,用了四种方法,分别是:先前欧拉、向后欧拉、改进欧拉、RK4方法。-Solution of ordinary differential equations, using the four methods are: the previous Euler, Backward Euler, Improved Euler, RK4 method.
simdata_M
- 在matlab环境下,利用ode命令求解常微分方程组的学习算例-In the matlab environment, the use of the command for solving ordinary differential equations ode to learn examples
shoot
- matlab中用打靶法求解常微分方程组的两点边值问题-shooting method for bvps
BVP_tutorial
- 求解常微分方程组的bvp解算器的使用说明和教程和实例-tutorial and documentary and examples for ODE bvp
rk4
- 4阶龙格库塔方法求解常微分方程组,并作出吸引子图像-4-order Runge-Kutta method for solving ordinary differential equations, and make attractor image
常微分方程求解
- 常微分方程求解,人体液透析过程的模型,求解方程组(Ordinary differential equation solution, the human body dialysis process model, solving equations)
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.)
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)
matlab 常微分方程数值解法 源程序代码
- 11.1 Euler方法 380 11.1.1 Euler公式的推导 380 11.1.2 Euler方法的改进 383 11.2 Runge-Kutta方法 385 11.2.1 二阶Runge-Kutta方法 385 11.2.2 三阶Runge-Kutta方法 388 11.2.3 四阶Runge-Kutta方法 390 11.2.4 隐式Runge-Kutta方法 391 11.3 线性多步法 392 11.3.1 Adams外推公式