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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
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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)
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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bvm法-Solving one-dimensional heat equation. Spatial orientation difference scheme with fourth order, the time direction by bvm method
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求解一维热方程。采用经典的Crank—Nicolson差分格式-Solving one-dimensional heat equation. Using the classical Crank-Nicolson Difference Scheme
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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
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使用matlab语言编程求解一维热传导方程-Using the matlab programming language for solving one dimensional heat conduction equation
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关于一维热传导方程的差分解法，包含了前差，后差，显示和隐式-About one-dimensional heat conduction differential equation solution, containing the first difference, after the poor display and implicit
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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 imple
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编译一维热传导方程的C语言程序，不足之处请多多指教。-One-dimensional heat conduction equation
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一维非稳态导热扩散方程C语言程序 考虑三种不同边界条件 TDMA算法求解三对角矩阵-Calculation of heat transfer analysis
one-dimensional diffusion equation
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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
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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.
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采用thomas法、Jacobi法、SOR法、Gauss-Seidel法求解一维导热方程-Using thomas method, Jacobi method, SOR method, Gauss-Seidel method for solving one-dimensional heat conduction equation
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explicit FTCS for heat equation.one dimensional heat eqns can solved by this codes
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一维定长热传导方程，时间项采用向后差分，隐式求解。-One dimensional heat conduction equation of time length, using backward difference, implicit solution.
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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
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一维热传导有限差分将方程离散化，加入相应的边界条件和初始条件即可运行-One-dimensional heat conduction equation finite difference discretization will join the appropriate boundary and initial conditions to run
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隐式向后差分离散一维热传导偏微分方程，给定相应的边界条件和初始条件即可求解-Implicit backward difference discrete one-dimensional heat conduction differential equation, given the appropriate boundary and initial conditions can be solved
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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.
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求解一维热传导方程的FTCS格式的fortran源文件(Fortran source file in FTCS format for solving one dimensional heat conduction equation)
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