资源列表
XJ_Nt
- 自己以前编写的解非线性组的下降Newton法的一个算例。程序中自定义求解的方程组为：3X-Cos(Y*Z)-0.5=0 X^2-81*(Y+1)^2+Sin(Z)+1.06=0 e^(-X*Y)+20*Z+(10*pi-3)/3=0。方程组可根据用户需要在程序中自行定义。-A case of Descent Newton algorithm for nonlinear equations. The example of the nonlinear equations is given: 3X-
Nt
- 自己以前编写的解非线性组的一般Newton法的一个算例。程序中自定义求解的方程组为：3X-Cos(Y*Z)-0.5=0 X^2-81*(Y+1)^2+Sin(Z)+1.06=0 e^(-X*Y)+20*Z+(10*pi-3)/3=0。方程组可根据用户需要在程序中自行定义。-A case of normal Newton algorithm for nonlinear equations. The example of the nonlinear equations is given: 3X-C
OkumuraHata
- OkumuraHata code, graphics and numeric data
Source_Code
- Algorithm Hash Learning Example
M_Crank_Nichol
- transient temperature distribution along a wall using crank nicholson method
PROGRAMFTC2S
- transient temperature distribution along a wall with FTCS method
Newtonsinterpolation
- 运用c语言的知识，编程实现对数据的处理。-use c language ,realizing deal with data
Gaussianelimination
- 运用c语言对方程组的求解进行编程，运用高斯消元法进行求解。-use c language ,programming
iterativemethod
- 运用c语言的知识。对实验数据进行处理。并对方程进行求解。-use c language ,deal with equation
newton
- 计算方法 newdon法 解方程非线性方程的数值解法中的各种方法的使用-Newdon calculation method of nonlinear equation solutions method, the numerical solution of the use of various methods
grid
- The files in this directory will be replaced by new versions some time in the future. Check this file for information on latest update. The following files are presently included: GRID.F This file contains a code for generating 3D Cartesi
MatrixComputer
- 矩阵求逆 利用逐行求逆的方法来解 运行较简单-Matrix inversion using progressive methods to solve the inverse operation simple