Description: 一维热传导方程是最简单的偏微分方程,可供CFD初学者学习和参考-One-dimensional heat conduction equation is the simplest partial differential equations for the CFD study and reference for beginners Platform: |
Size: 2048 |
Author:杨佳庆 |
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Description: 采用有限控制体积法解一维热传导方程,程序简洁明了-Finite control volume method for solution of one-dimensional heat conduction equation, the program concise Platform: |
Size: 9216 |
Author:程燕青 |
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Description: 求解一维热方程。空间方向采用四阶差分格式,时间方向采用向后euler法和时间积分法-Solving one-dimensional heat equation. Spatial orientation difference scheme with fourth order, the time direction by backward euler method and time integration method Platform: |
Size: 1024 |
Author:ysl |
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Description: 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 implementing the Successive over-relaxation method.-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 implementing the Successive over-relaxation method.
Platform: |
Size: 4096 |
Author:Abraham |
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Description: 一维热传导方程紧致格式的有限差分程序,含计算结果-The compact format of the one-dimensional heat conduction equation finite difference program, including the calculation results Platform: |
Size: 806912 |
Author:wwch |
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Description: 本程序在matlab上编写,利用了有限差分方法求解一维热传导方程,代码简洁,适用性强。-This program is wrote in matlab, using finite difference method for solving one-dimensional heat conduction equation, the code is simple and applicable. Platform: |
Size: 124928 |
Author:刘斗世 |
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Description: 本程序用于计算一维墙体导热问题,一维热传导方程计算程序-This procedure is used to calculate a one-dimensional heat conduction wall, the one-dimensional heat conduction equation calculation program Platform: |
Size: 2048 |
Author:wanli |
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Description: 用有限差分的方法,采用追赶法实现一维热传导方程的求解。-By using the finite difference method, the solution of one dimensional heat conduction equation is realized by the catch-up method. Platform: |
Size: 1024 |
Author:何国峰 |
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