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HeatTransport
- 数值方法计算传热问题实例 边长为200×200mm的二维矩形材料内的稳态温度分布。上侧和左侧维持恒壁温；下侧为绝热；右侧为对流换热条件。具体参数为： 材料的导热系数=20w/m• k； 上侧温度t1=100℃ 右侧流体温度tf=20℃ 表面传热系数 h分别为1w/m2• k和100 w/m2• k 左侧温度t2=20℃ 下侧绝热-Numerical method to calcu
two-dimension
- 使用FORTRAN编写的三个程序，程序一和二可以计算二维平板的导热，程序一给定温度条件，程序二给定边界热流，程序三维方形管内流体对流换热。-Use three programs written in FORTRAN, the program I and II can calculate the thermal conductivity of two-dimensional flat, procedures, conditions for
two-dimentional
- 二维稳态导热问题，适用定壁温和对流换热条件等状态-Two-dimensional steady-state heat conduction
PDMA
- 本程序为无对角矩阵代数方程的通用解法，可以方便的用于二维导热对流传热的数值求解。-This program is no universal solution to the diagonal matrix algebraic equations can be easily used for two-dimensional thermal convection in the numerical solution.
heat_transfer2
- 用有限体积法求解一维、二维导热对流问题，开发软件为Fortran-One-dimensional, two-dimensional thermal convection
source-program
- 源程序求解二维导热与对流问题，MATLAB编程，有限体积法-Solving the source of two-dimensional heat conduction and convection, MATLAB programming, finite volume method
The-source-code
- 编程求解一维、二维导热对流换热问题，涉及相变，有限体积法-Programming for solving one-dimensional, two-dimensional thermal convection heat transfer problem, involving a phase change, finite volume method
4_8
- 非稳态二维流体计算，包含非稳态项、对流项、导热项-Unsteady two-dimensional computational fluid dynamics, including unsteady term, the convective terms, thermal items
2-D conduction
- matlab计算等温和对流边界条件下二维墙角导热的数值模拟(Numerical simulation of thermal conduction in two dimensional corner by MATLAB)
rar
- Fortran平台下的二维导热，对流问题的数值计算求解方法(Numerical calculation of two-dimensional heat conduction and convection problem)
heat_transfer
- 用Fortran编程求解一维、二维导热与对流相变等问题(Solving one-dimensional, two-dimensional heat conduction and convection phase transition and other issues with Fortran programming)
BH_wangjiajun
- 一个横截面尺寸为200x300 mm 的二维导热物体，边界条件分别为：左边绝热；右边与接触的流体对流换热，表面传热系数为50 W/(m2·K)，流体温度为20°C；上边维持均匀的温度400°C；下边被常热流加热，热流密度为1500 W/m2。已知该物体的热导率为45 W/(m·K)。采用均匀网格，△y=△x=50mm，试用数值方法计算该物体的温度分布。(A two-dimensional heat conducting object w