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计算传热学分析，包括直角坐标中用有限容积法生成的二维对流扩散方程的求解程序；直角坐标中同位网格上二维NAVIER-STOKES方程求解程序；及计算结果的后处理程序；-Calculation of heat transfer analysis, including the rectangular coordinates using finite volume method to generate two-dimensional convection-diffusion equation solve
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用有限体积法计算结构网格下的对流扩散程序，用adi方法求解。-Structure with finite volume method for convection-diffusion process under the grid, with adi Solving
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Heat Transfer
one dimentional convection source code for C
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Program for the von Neumann stability analysis of explicit multistage schemes
using linear 1-D model equation of convection or mixed convection-diffusion
type.
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一维非稳态扩散导热问题,方腔的自认对流换热。采用隐式格式-One-dimensional non-steady-state diffusion of heat conduction problems confessions square cavity convection. The implicit format
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2 code for convection and to others for diffusion for educationnal purpose
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用于自编程常物性，稳态对流扩散传导的数值计算。用于后台阶流动问题，适用于初学者-Convection diffusion for programming the physical property, the steady state conduction numerical calculation.Used for flow problems after steps, suitable for beginners
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用有限体积法计算结构网格下的对流扩散程序，用adi方法求解。-Structure with finite volume method for convection-diffusion process under the grid, with adi Solving
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Use the finite volume method with (a) central and (b) upwind differencing to solve the one-dimensional steady convection and diffusion equation-solve the one-dimensional steady convection and diffusion equation
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这是书籍An Introduction to Scientific Computing Twelve Computational Projects Solved with MATLAB第四章运行有限元方法求解对流扩散方程的matlab程序，标准的有限元无法得到准确解，采用了稳定化技术，具体参见书籍-This is books An the Introduction to Scientific Computing Twelve Computational Projects Solved with
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河流数值模拟课中，用有限差分的方法求解一流的对流扩散方程以及浅水方程。-The finite difference method is used to solve the first-order convection-diffusion equation and the shallow-water equation in the course of river numerical simulation.
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用于求解一维对流扩散方程(Burgers方程)数值解的程序(A program for solving numerical solutions of 1D convection diffusion equations)
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含一维定常非定常对流/扩散方程的有限差分法和对流项和时间积分的不同格式。(containing codes for solving the one-dimensional steady and unsteady convection/diffusion equation, using Finite Difference method and different schemes for convective terms and time integration.)
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包含求解二维对流/扩散方程的标量（给定的标量输运）
速度场，稳态和非稳态）采用有限体积法和直角坐标网格，求解Navier Stokes方程的定常和非定常采用笛卡尔网格和同位配置变量。它还包含生成笛卡尔网格（单个或多重网格）的代码，以及绘制计算结果的代码。后者的代码产生的每一个情节页后记文件：网格、速度矢量图、剖面的速度或温度，等压线，等温线和流线和压力填充图、温度或流线。更改此目录并读取本地“自述文件”文件，以获得该目录中文件的进一步信息。子目录管包含为管道流设置的代码的版本，包括入口和出口边
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对流扩散问题的crank-nicolson差分格式求解(Solution of the Crank-Nicolson difference scheme for the convection diffusion problem)
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利用MATLAB稳定求解高精度二维对流扩散方程(Solving High Precision Two-Dimensional Convection-Diffusion Equation with MATLAB)
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