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difference
- 关于差分方程的一个程序，很简的二维椭圆方程，区域是1x1-differential equations on a procedure for the very simple two-dimensional elliptic equation, the region is 1x1
drew1999DirectLeastSquareFittingofEllipse
- 从图像中检测椭圆并拟合椭圆方程的外文文献，很不错哦！
椭圆方程
- 用fortran编写的椭圆方程的数值算法-using FORTRAN prepared by the elliptic equation numerical algorithm
1
- MATLAB最小二乘法椭圆拟和的问题，能够根据检测点的坐标拟合出椭圆方程
第七小组实验源代码
- 偏微分方程数值解 有限元法 面向对象 变分问题 剖分问题 边值处理 误差分析 椭圆方程，一维二维-numerical solution of partial differential equations Finite Element Method object-oriented variational problem subdivision boundary value problems handling error analysis of elliptic equation, a two-di
有限差分法的Matlab程序
- 有限差分法的Matlab程序,椭圆方程
一维椭圆方程的广义差分法的matlab程序
- 取p=1,f=1,一维椭圆方程的广义差分程序
3DFDBOSONG
- 可以求解在一般三维场模拟中的椭圆方程（泊松方程）-Three-dimensional Poisson equation can be solved
TYCSFC
- 椭圆参数方程说明演示程序，可用于椭圆参数方程教学试验-Elliptic parameter equation descr iption demo program can be used for teaching test ellipse parametric equation
task3
- 代码由FORTRAN开发，用于飞机设计中计算翼型绕流，求解椭圆方程-FORTRAN code from the development, design for aircraft airfoil flow calculation, solution of elliptic equations
DifferentialEquation
- 利用龙格库塔法（等步长，变步长）计算椭圆方程，双曲线方程，抛物线方程等。对各类微分方程进行数值计算。-The use of Runge-Kutta method (such as step, variable step size) calculated elliptic equations, hyperbolic equations, such as parabolic equation. Various types of differential equations for numerical
pdegui
- 用有限差分精确的求解了椭圆型偏微分方程，对于很多理工科专业有很大参考价值。-Accurate finite difference solution of elliptic partial differential equations, for many science and engineering professionals have great reference value.
resADLSM
- 采用广义特征值的方法对一般椭圆方程进行代数拟合求得一般椭圆方程的几何参数-Method using the generalized eigenvalue equation for general elliptic algebra obtained by fitting the geometric parameters of the general elliptic equation
1--有限差分法的Matlab程序
- 椭圆方程的matlab有限差分计算程序，能够近似求解椭圆形偏微分方程(Elliptic equation matlab finite difference calculation procedures, can be solved approximately elliptic partial differential equations)
super_ellipse
- 采用超椭圆方程设计过渡段,主要针对风洞设计及喷管设计(The transition section is designed by using super-elliptic equation)
ellipse
- 使用matlab编程，用椭圆方程拟合非线性方程，以最小二乘法辨识。(Matlab programming, the elliptic equation fitting nonlinear equation, with least square identification.)
椭圆方程
- 在已知边界条件的情况下，在MATLAB上对椭圆方程进行求解，(In the case of known boundary conditions,solving elliptic equations on MATLAB)
posssion_equation
- 求解一维和二维椭圆方程，运用有限差分法，后面会陆续添加更多方程的matlab编程(Solving one-dimensional and two-dimensional elliptic equations)
椭圆型偏微分方程生成O型网格
- 基于椭圆型偏微分方程生成二维NACA0012翼型的O型网格并求解流场(Generation of O-grid of two-dimensional NACA0012 airfoil and solution of flow field based on elliptic partial differential equation)
基于Laplace方程的翼型O-形网格生成器
- 源程序使用C++编写，通过求解椭圆型微分方程（拉普拉斯方程）生成绕翼型的O-形二维网格。网格坐标以.plt的格式输出，可使用tecplot进行查看。