搜索资源列表
vbC13
- 用VB语言实现偏微分方程的解法 包括解边值问题的松弛法、交替方向隐式方法等-VB language PDE solution of the boundary value problems including Xie relaxation method, alternating direction implicit methods
solution-of-Partial-differential-equation
- “解边值问题的松弛法”(SOR)(Chebyshev absolution)和“交替方向隐式方法”(ADI) (此两种解法均针对解椭圆形方程所用到的方法)-"solution to the boundary value problems relaxation method" (SOR) (Chebyshev Absolution) and "alternating direction implicit method" (ADI) (these two
SONGCIFA
- 松弛法解方程C程序-relaxation method of solving equations C program.
W
- 实现JACOBBI、gs迭代和超松弛法解线性方程组的过程。
松弛法
- 松弛法默认松弛系数1.1到1.9-relaxation default relaxation factor from 1.1 to 1.9
松弛迭代法
- 松弛迭代法.rar-Iterative Method. Rar
CSC
- 超松弛法解方程组-Overrelaxation Solving equations
SOR
- 超松弛法(SOR迭代)c语言源程序代码,很有用. 对学者计算帮助很大.-Overrelaxation (SOR iteration) c language source code useful. The scholars of great help.
超松弛法（研究生数值分析作业）
- 超松弛法（研究生数值分析作业）
sor.rar
- 求解线性方程组——超松弛迭代法，程序用c语言编写。,Solving linear equations- over-relaxation iteration method, procedures using c language.
SOR
- SOR法解线性方程组（逐次超松弛法）是Gauss-Seidel的改进方法-SOR method for linear equations (successive over-relaxation method) is the Gauss-Seidel Method
matlab.doc
- 关于电磁场中用超松弛法求网格电位的matlab源代码-Information about the EMF super-relaxation method using the grid potential in order to matlab source code
lagrange
- 拉格朗日松弛法的机组组合程序，采用三节点算例-Lagrangian relaxation unit commitment program, the use of three-node example
sor超松弛迭代法
- 一个实现sor超松弛迭代法的c语言算法，可以帮助新手完成矩阵计算(A C language algorithm for realizing over relaxation iterative method)
DynamicRelaxationMethod6
- 膜结构动力松弛法找形 MATLAB向量化编程 运算效率高(DynamicRelaxationMethod)
successive over relaxationmethod
- 逐次超松弛法，简称SOR方法，解线性方程组的常用迭代法之一，它由高斯一赛德尔迭代法经线性加速处理而得到。(Successive super-relaxation method, referred to as SOR method, one of the commonly used iterative methods for solving linear equations. It is obtained by linearly accelerating the Gaussian-Saier it
超松弛插值与改进欧拉法 龙格库塔法
- 拟合超松弛线性插值，改进欧拉法与龙格库塔算法(Fitting the relaxation linear interpolation, the improved Euler method and Runge Kutta algorithm)
迭代法
- Newton迭代法；列主元Gauss消去法；逐次超松弛迭代法；GaussSeidel(Newton iterative method; column principal element Gauss elimination method; successive super relaxation iterative method; GaussSeidel)
基于有限差分法的二维边值问题的数值分析
- 1. 在matlab中分析基于分离变量法的解析解； 2. 利用简单迭代法求解，与解析法结论对比，分析求解结果的精确度。分析过程至少包括：在网格尺寸为0.1 m和1 m两种条件下，两次迭代差值最大为10-10时的分析结论； 3. 利用超松弛迭代法分析，选择松弛因子，分析其对收敛速度（即迭代次数）的影响，并确定最优值。分析过程至少包括：在网格尺寸为0.1和1两种条件下，两次迭代差值最大为10-10时，迭代次数随松弛因子的变化，得到对应的最优松弛因子，与经验值（课本165页式子3.7.15）进行
拉格朗日松弛法的机组组合
- 用拉格朗日松弛法编写的matlab电力系统机组组合程序(Matlab power system unit commitment program written by Lagrange relaxation method)