资源列表
odeRK4
- 4阶龙格库塔方法求常微分方程的数值算法的函数子程序。-four bands Runge - Kutta method for ordinary differential equations, numerical algorithm of the function subroutine.
Variation2
- 方差分维数计算程序，此方法计算速度更快。-Fang difference dimension calculation program, the faster method.
Gauss_new
- 一个求函数积分的工具（c/c++写的，用Gauss/legendre方法）-A tool for function points [c/c++ written with Gauss/legendre method]
matriz_with_celula
- Class Matriz created from objects Celula
lyapunov
- 计算lyapunov指数的程序,以洛伦兹曲线为例，可用于非线性时间序列分析-Lyapunov index calculation process to the Lorenz curve, for example, can be used for nonlinear time series analysis
lcl
- 此程序是用来计算抬升凝结高度的lcl.f90，里面有详细的注释和说明-Lifting condensation level calculation procedure lcl.f90
MacCormack_burger
- 是MacCormack的改良算法，应用于一维欧拉方程的计算，具有良好的精度-MacCormack_burger,for 1D Euler equation with better accuracy
bignumber
- 大数和是比较困难的加法运算，我运用了vc++语言实现了它-Large numbers and
001
- 计算矩形的面积和周长、面向对象程序设计 #include<iostream> #include"002.h" using namespace std int main() { double x1,y1,x2,y2 cout<<"请分别输入左下右上点的坐标，用空格分开"<<endl cin>>x1>>y1>>x2>>y2 juxing j1(x1,y1,x2,y2
rt02dlocalbasis
- C++实现三角形网格上的最低阶Raviart-Thomas形状函数-Lowest order Raviart-Thomas shape functions on the reference triangle.
Newton-interpolation
- 用牛顿插值法对已有样点进行插值计算和曲线拟合-Use Newton Interpolation to compute and fit the curve
IDW-interpolation
- IDW空间内插法算法的C#代码实现，简单易懂，对初学者有帮助。-IDW interpolation algorithm in the C# implementation, easy to understand.