搜索资源列表
para
- 利用AFEPack程序包求解抛物型方程的一个简单例子. 主要用于阐明AFEPack的使用.
Crank-Nicolson_
- C-N解偏微分方程的程序。解的是定步长的抛物型偏微分方程： du/dx - a * d2u/dx2 = 0 在程序中可以更改 a 的值以实现不同系数的解。在循环中改变 a 的值以实现变系数. 该说明在压缩包是也有
matlab.rar
- 主要用来计算抛物型偏微分方程的数值解，而且通过调用边界函数来计算方程，采用差分编程方式,Mainly used to calculate the parabolic partial differential equations numerical solution, and by calling the function to calculate the equation of the border, using differential programmatically
chapter2
- 抛物型方程古典&c-n格式差分算法 dasdsa dasdsdsadas-Parabolic equations of classical & c-n format dasdsadsadasdsdsadas differential algorithm
lcs2d3.tar
- 使用分段抛物重构（PPM）格式求解二维欧拉方程的C语言程序。-2D Euler code using Piecewise Parabolic reconstruction in C language.
numerical_algorithm
- visualc++ 常用数值算法集，包括椭圆形微分方程、抛物线型方程的数值解-visualc++ common set of numerical algorithms, including elliptic differential equations, numerical solution of parabolic equations
Classical
- 古典隐式格式求解一维热传导方程（抛物型）-Classical implicit scheme for solving one-dimensional heat equation (parabolic)
Parabolic-equations
- 变系数抛物方程 用最简显格式、紧格式、Keller盒式格式求近似解和误差 -Parabolic equations with variable coefficients were the most simple form, tight format, Keller cassette format, the approximate solution and error
Richard-mann
- 用理查德曼三层差分格式求解求解抛物型方程-Solve parabolic equations with Richard mann format
Show-format
- 用向前差分格式求解抛物型微分方程，在程序中更改待求方程即可- Solving parabolic differential equation with forward difference scheme
parabolic-Eq-fortran-FTCS
- 抛物型方程 fortran 源代码 显示格式 FTCS-parabolic Eq fortran codes explicit FTCS
classicle
- 用古典显式和古典隐式格式计算偏微分方程初值解，抛物型方程解-Classical explicit and classical implicit scheme to calculate the partial differential equation initial value solution of parabolic equations
C-N
- 用Crank-Nicolson差分格式计算抛物型方程初值问题的解，偏微分方程解-Throw the diffusion equation initial value problem solution, calculated with the Crank-Nicolson Difference Scheme for Partial Differential Equations
Lagrange_Parabolic
- 1：利用差分方法数值求解抛物方程，适当改编后，可以用于求解其他的抛物方程,2,： 利用符号运算计算lagrange插值基函数。-1: Using the method of differential numerical solution of parabolic equations, appropriately adapted, can be used to solve parabolic equation 2: the use of symbolic computation lagrange
Crank-Nicolson
- 针对有界区域上的抛物型微分方程讨论了Crank-Nicolson块中心差分法,在非等距剖分的网格上得了近似解和解的一阶导数的L2模误差估计-For a bounded region of parabolic differential equations discussed the Crank-Nicolson central difference blocks, in a non-equidistant grid had split the approximate solution of the
paowuxingEF_Euler
- 本代码主要讲述了抛物型偏微分方程的向前Euler格式的差分解法。代码简单，高效。-This code mainly tells the story of parabolic partial differential equations of Euler forward format of finite difference method. The code is simple, efficient.
ADI
- 二维抛物型方程的交替方向的隐格式，含有精确解和数值解，图像精确，测试完整，-Alternating direction implicit scheme dimensional parabolic equations containing the exact solution and numerical solution, image precision, testing complete,
paowuxing
- 抛物型微分方程的解法，使用的是matlab的pde工具箱，注意不能直接运行，需要打开工具箱然后加载，求解之前注意检查参数的设置-Parabolic Differential Equations matlab code
Finte-Difference-Methods
- 偏微分方程的有限差分格式，椭圆型，抛物型，双曲型-Finite difference schemes for partial differential equations, elliptic, parabolic, hyperbolic
2DPE_VCPP6.0
- 抛物方程是由赫姆霍兹方程推导而来，在计算大区域电磁传播有较大的优势，本程序是二维的情况。-Parabolic equation is derived the Herm Holtz equation, in the calculation of large areas of electromagnetic propagation has a greater advantage, the program is a two-dimensional situation.