搜索资源列表
assemble_backward_euler
- 采用数值差分方法中的向后差分计算高等传热问题的欧拉方程-ASSEMBLE_BACKWARD_EULER adjusts the system for the backward Euler term.
heat-transfer-matlab-code
- 一维传热方程求解,使用dirichit边界条件。-one-dimensional heat transfer code
heat
- 显式差分法解传热方程的matlab脚步文件,并作图,内附说明,并保证解的稳定性。-this m file is using explicit FDT to solve one dimension heat transport PDE function
heat2
- recursion method 解传热方程,作为计算物理的学习小历程很适合-solution of heat transfer equation using recursion method, for computational physics
NND2D
- 提供计算流体力学二维欧拉方程的NND的计算源码-2D Euler NND Scheme for Computational Fluid dynamics
yinshi
- 抛物型方程的隐式解法,用fortran程序编的,以平板的传热为例-Parabolic equations implicit method, using compiled fortran program to the heat transfer plate as an example
2-D_Diffusion
- 2维扩散源码,使用matlab开发,可用于解2维传热方程-2-D Diffusion
flow-and-heat-transfer
- (1) 二维椭圆型流动和传热问题通用计算机程序算法方面的特点 1、 采用原始变量法,即以速度U、V及压力P作为直接求解的变量 2、 守恒型的差分格式,离散方程系对守恒型的控制方程通过对控制容积作积分而得出的,无论网格疏密程度如何,均满足在计算区域内守恒的条件; 3、 采用区域离散化方法B,即先定控制体界面、再定节点位置 4、 采用交叉网格,速度U、V与其他变量分别存储于三套网格系统中; -(1) two-dimensional elliptic flow and heat t
proj3
- MIT--航空航天工程中的计算方法_有限元方法实例——涡轮叶片传热 MIT公开课程--航空航天工程中的计算方法 这门课程适用于在航空和航天工程中出现的计算方法的入门学习。其应用是从航空宇宙结构,空气动力学,动力学和控制,和航空宇宙系统选出的。其技术包括:常微分方程系统的数值积分;偏微分方程式的有限差分,有限体积, 和有限元的离散化;数值线性代数;本征值问题和带有约束的最优化。 -MIT- Aerospace Engineering in the finite elemen
Implicit1Ddiffusionequation
- matlab编写的一维扩散方程求解程序,适用于初学者学习CFD编程:隐式算法,TDMA求解,分别计算平板、球、圆台的导热问题,采用了不同的边界条件 PS:自己编写的计算传热学作业-1D diffusion equation solver using MATLAB ,for fresh learner in CFD programming: Implicit, TDMA. 3 cases: plane, sphere, and yuantai heat transfering problem.
Explicit1Ddiffusionequation
- matlab编写的一维扩散方程求解程序,适用于初学者学习CFD编程:显式算法,TDMA求解,分别计算平板、球、圆台的导热问题,采用了不同的边界条件 PS:自己编写的计算传热学作业-1D diffusion equation solver using MATLAB ,for fresh learner in CFD programming: Implicit, TDMA. 3 cases: plane, sphere, and yuantai heat transfering problem.
pecsm
- 基于一维柱热源传热方程的双参数估计方法,非线性拟合-A two-dimensional parameter estimation method column heat transfer equation-based nonlinear fitting
CrankNicolson_origin
- 使用Crank-Nicolson隐式差分格式求解传热方程;第一类边界条件;初始条件已知。-Using the Crank-Nicolson implicit difference scheme for solving heat transfer equation the first boundary condition initial conditions are known.
a20171031copy
- 二维热传导方程,偏微分方程求解,环形盘片接触摩擦生热计算温度(Solving partial differential equation of two dimensional heat conduction equation)
前人2
- 盘面摩擦生热,二维偏微分方程,传热学基本方程求解(Solving partial differential equation of two dimensional heat conduction equation)
temperature_distribution
- 传热学基本方程,二维偏微分方程求解,无热原,摩擦热边界(The basic equations of heat transfer are solved by two - dimensional partial differential equations, without pyrogen and frictional thermal boundaries)
20171027温度场模型
- 二维偏微分方程求解,传热学基本公式,无热原,摩擦盘片(The basic equations of heat transfer are solved by two - dimensional partial differential equations, without pyrogen and frictional thermal boundaries)
separate1_temperature_distribution_y
- 温度场偏微分方程,盘面摩擦,二维,无热原(The basic equations of heat transfer are solved by two - dimensional partial differential equations, without pyrogen and frictional thermal boundaries)
heattransfer
- 用有限差分法解决传热方程,并用matlab编程,可轻松移植解决其他偏微分方程。(The finite difference method is used to solve the heat transfer equation, and the other partial differential equations can be easily transplanted by MATLAB programming.)
20171124022855504
- :基于光子传输理论, 首先采用蒙特卡罗方法和Pennes生物传热方程模拟了肝组织激 光间质热疗在不同功率不同加热时间下的温度分布, 取相应的中心温度和热损伤区域大小, 最后对理论模拟与离体实验的结果进行对比(Based on photon transport theory, Monte Carlo method and Pennes bio heat transfer equation are used to simulate liver tissue stimulation. The te