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定步长辛普森公式计算.二分法.列主高斯消去法.龙贝格.牛顿迭代法.弦截法.逐次超松弛迭代法.-fixed step Simpson formula. Dichotomy. Main-Gaussian Elimination Act. Romberg. Newton iteration. Xianjie law. Successive Over-Relaxation iterative method.
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My first fluid solver used an explicit solver with successive over-relaxation, but the instability problems were frustrating, so I abandoned it in favor
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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
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用雅可比迭代法,塞德尔迭代法,逐次超松弛法求解线性方程组，程序用C语言编写-Jacobi iterative method used, Seidel iteration, successive over-relaxation method to solve linear equations, the program written by C
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这是松弛法编程，它是高斯-赛德尔迭代法的一种加速收敛的方法。是大型稀疏矩阵线性方程组的有效解法之一。
-This is the relaxation method programming, it is the Gauss- Seidel iterative method to accelerate the convergence of a method. Large sparse matrix system of linear equations, one effective solutio
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常用数值算法的C++源码，包括三次样条插值、二重积分计算、常微分初值问题数值解、Newton迭代法、列主元高斯消去法、逐次超松弛迭代法。-Numerical algorithm used in C++ source code, including the cubic spline interpolation, double integral, the ordinary differential initial value problem numerical solution, Newton it
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求解线性方程组的对称逐次超松弛迭代法ssor-Solving linear equations of symmetric successive over-relaxation iteration method（ssor）
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逐次超松驰迭代法(Successive Over Relaxation Me thod,简称SOR方法)是高斯—塞德尔方法的一种加速方法，是解大型稀疏矩阵方程组的有效方法之一，它具有计算公式简单，程序设计容易,占用计算机内存较少等优点,但需要较好的加速因子(即最佳松驰因子).下面我们首先说说松驰一词的含意,再利用它来解释雅可比迭代法与高斯—塞德尔迭代法,最后给出逐次超松驰迭代法的推算公式和收敛性条件.-Successive over relaxation iteration method (Su
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Successive Over Relaxation Method method
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Gauss-Seidel and SOR (Successive Over Relaxation)
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The code is useful for solving partial
differential equations such as the advection equation, the 2 dimensional heat equation.
Also contains code to simulate two falling balls align in one axis with rebound.
Also has some code for imple
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successive over relaxation source code in cplusplus
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超松弛迭代法求解线性方程组，有相应的例题以及详细的解说该代码的使用。-Successive over-relaxation method to solve linear equations code with specific explain and example.
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FDM solution to Laplacian using Successive Over-Relaxation (SOR) method.The objective of the program is to solve for the steady state voltage distribution in a region 0<x<30, 0<y<30, given that one of the sides of square is excited with a
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this Laplace 2D . i solve with Jacobi Iteration method ,Point Gauss-seidel Interation method,Line Gauss-Seidel Iteration method ,Point Successive Over-Relaxation method (PSOR),Line Successive Over-Relaxation method (LSOR)-this is Laplace 2D . i solve
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Solver for linear ecuations system (SOR-successive over relaxation), very usefull!!.
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This program solves system of equations by iterative methods
For Gauss-seidel method w=1 and for Successive Over-relaxation method 1<w<2-This program solves system of equations by iterative methods
For Gauss-seidel method w=1 and for Succes
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松弛迭代法计算线性方程组的解，所计算的解精度高。-Relaxation iteration method to calculate the solution of the linear system of equations, the calculation of solution precision is high
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This program solve the Navier-Stokes (NS) equations using the C C Successive Over Relaxation (SOR) method.-This program solve the Navier-Stokes (NS) equations using the CC Successive Over Relaxation (SOR) method.
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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
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