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Description: 偏微分方程的MATLAB解法．
讲述如何利用pdetool工具箱求解偏微分方程．
-MATLAB PDE solution. Pdetool on how to use toolkit for partial differential equations.
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Size: 3961188 |
Author: 左贤君 |
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Description: 偏微分方程的MATLAB解法．
讲述如何利用pdetool工具箱求解偏微分方程．
-MATLAB PDE solution. Pdetool on how to use toolkit for partial differential equations.
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Size: 3960832 |
Author: 左贤君 |
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Description: 详细介绍了MATLAB求解偏微分方程的PDE工具箱。-PDEtool
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Size: 5130240 |
Author: anthony |
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Description: this for pde tool beginners-this for pde tool beginners
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Size: 2632704 |
Author: chennai |
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Description: matlab中pdetool工具箱的manual，适用于偏微分方程的求解-in pdetool matlab toolbox manual, partial differential equation for
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Size: 1827840 |
Author: sihwaigaoren |
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Description: 分别用例题讲解分析，如何用matlab中的
pdepe()函数和PDEtool来求解方程-Were analyzed using examples to explain how to use matlab in pdepe () function to solve the equation and PDEtool
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Size: 424960 |
Author: 汤儒峰 |
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Description: matlab方程求解,
PDETOOL求解二维偏微分问题
微分方程的数值计算
解代数方程-Matlab equation solving
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Size: 388096 |
Author: 高颖 |
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Description: 一篇很好的matlab的PDEtool工具箱使用文献.感兴趣的可以看看.-A good use of matlab toolbox of PDEtool literature. Interested can look at.
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Size: 181248 |
Author: 成读 |
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Description: 一、椭圆型偏微分方程
1. Helmholtz方程 及 特例（Possion方程， Laplace方程）； Helmholtz.m possion
2. 满足牛顿边值条件的Helmholtz方程；Helmholtz_Newton.m
二、抛物线型偏微分方程
1. 显式前向欧拉法 EF_Euler.m
2. 隐式后向欧拉法 IB_Euler.m
3. Grank-Nicholson法 Grank_Nicholson.m
4. 二维热传导抛物线方程 TDE.m
三、双曲线型偏微分方程
1. 显式中心差分法（一维波动方程） ECD_Wave.m
2. 显式中心差分法（二维波动方程） Wave2.m
四、有限元法
二维偏微分法方程（拉普拉斯方程） fem_basis_ftn.m Show_Basis.m fem_coef
五、使用GUI形式的偏微分方程求解工具求解偏微分方程（PDETOOL）
来自《精通Matlab科学计算》第三版-Numerical Methods for PDE
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Size: 8192 |
Author: 李玮 |
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Description: 利用传统有限元方法计算二维possion 方程的特征值问题，网格采用的是三角网格，由matlab 的pdetool产生，一次多项式近似-Using traditional two-dimensional finite element method possion equation eigenvalue problem, the grid uses a triangular mesh is generated by the matlab pdetool, a polynomial approximation
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Size: 1024 |
Author: 吕茂辉 |
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Description: matlab中pdetool的使用,you ju ti de shiyong.-solve pde using MATLAB ，you ju ti de shiyong.
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Size: 2438144 |
Author: 刘晓燕 |
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Description: Finland
Matlab cannot do regular meshes for non-regtancular regions.
However, one can manually do very coarse regular meshes for
these type domains. The difficulty is with the edge data e.
If this data does not correspond to the orientations given by
the PDEtool geometry files, refinement will not work. The
function drawedges() will display the order of the edges and
their segment numbers. However, this function does not tell
how the edges are oriented. However, just run the visualization,
and if the refinement does not work correctly, you know the
problem is with the orientatino of the edge. Remember to also
correct the last two rows of the matrix e when changing the
orientation. (See the documentation for initmesh for more info.)
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Size: 6144 |
Author: Hasan Elkamel |
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Description: 偏微分方程数值解法事例，采用MATLAB中的pdetool，内有详细的参数设置和注释，注意打开时需要在工具箱内选择路径打开-Numerical Solution of Partial Differential Equations Using matlab pdetool
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Size: 1024 |
Author: rhett |
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Description: MATLAB 偏微分工具箱详细教程 用于科学数值计算-A Tutorial on PDEToolBox of Matlab for Mathmatic
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Size: 2258944 |
Author: Sun Yuanmeng |
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Description: the power distribution of fiber laser is caculated with matlab PDETOOL/the shape of inder cladding is circle in this case.
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Size: 1024 |
Author: dong xue |
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Description: 偏微分方程的MATLAB解法． 讲述如何利用pdetool工具箱求解偏微分方程．(MATLAB solution of partial differential equations.)
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Size: 3885056 |
Author: MPH%5F4729
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