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Description: 在matlab中偏微分的典型例子的代码，例如波形方程，热传导方程等
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Size: 247858 |
Author: sun |
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Description: 在matlab中偏微分的典型例子的代码，例如波形方程，热传导方程等
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Size: 247808 |
Author: sun |
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Description: matlab工具箱,使用有限元计算ODEs(常微分), PDEs(偏微分),BVPs(边值问题),包括一维,二维,三维.(Matlab Finite Element toolbox,version2.01)-This is a toolbox for computing ODEs or PDEs in BVPs using FEM in
1D, 2D and 3D
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Size: 95232 |
Author: wjl |
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Description: 偏微分方程数值解法的程序包，包括拉普拉斯方程、对流方程和扩散方程的各种解法-Numerical Solution of Partial Differential Equations package, including the Laplace equation, convection-diffusion equation equation and the various solution
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Size: 92160 |
Author: 何红亚 |
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Description: 基于四阶偏微分方程的图像去噪算法，能够有效去除阶梯效应，自己编的程序-image denoising using fourth-order PDEs
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Size: 23552 |
Author: yishui pan |
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Description: 一个有用的非线性微分方程的matlab程序集-A useful matlab package for nonlinear PDEs
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Size: 111616 |
Author: 李含章 |
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Description: 牛顿法解微分方程的matlab code， 需要自己设定初始解-newton s method to solve PDEs
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Size: 9216 |
Author: qixiaoduo |
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Description: This Ebook includes a number of examples of parabolic PDEs solved by programmes written in either C, C++, Fortran, or Matlab.
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Size: 1257472 |
Author: JJ |
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Description: The book includes an inplicitly method to discretitize the PDEs, also provides solutions to the algebraic equations using matlab code.
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Size: 6733824 |
Author: JJ |
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Description: How to solve PDEs (Partial Differential Equations) in Matlab using analytical and numerical methods.
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Size: 719872 |
Author: Dan |
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Description: matlab关于解偏微分方程的教程 里面有很多例子和程序供读者学习-Matlab on the solution of partial differential equations. There are many examples and procedures for the readers to learn
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Size: 425984 |
Author: 高华光 |
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Description: matlab finite element code for solving pdes
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Size: 768000 |
Author: Niamul Baqui |
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Description: 通过Matlab编制的有限单元法工具箱，能够对一维、二维与三维的问题进行求解！-Finite Element Toolbox Ver. 2.1
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Date: 2002-04-01
Author: B. Rasmus Anthin.
WHAT IS IT
This is a toolbox for computing ODEs or PDEs in BVPs using FEM in
1D, 2D and 3D.
* FEM1
this is the main routine for solving ODE BVPs using any combination
of Dirichlet, Neumann or Robin conditions.
* GENMAT1
called by FEM1 and is the core of the program. It generates the
matrices used for solving the linear equation system for the ODE.
* REFINE1
with this routine you can refine the mesh over certain critical
grid points. The the gridpoints will become nonuniformly linearly
spaced.
* TEST1
this is a test for the 1D case of FEM. Look through this example
carefully in order to fully understand how FEM1 works.
* FEM2.mat
contains examples over meshes/triangulations in 2D.
* PLOTGRID2
plot mesh/triangulation in 2D and put a number in each corresponding
element (triangle).
* QUADSPACE
generates
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Size: 96256 |
Author: withion |
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Description: A Compendium of Partial Differential Equation Modelspresents numerical methods and associated computer codes in Matlab for the solution of a spectrum of models expressed as partial differential equations
(PDEs)
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Size: 24954880 |
Author: shj |
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Description: A Compendium of Partial Differential Equation Models presents numerical methods and associated computer codes in Matlab for the solution of a spectrum of models expressed as partial differential equations (PDEs), one of the mostly widely used forms of mathematics in science and engineering. The authors focus on the method of lines (MOL), a well-established numerical procedure for all major classes of PDEs in which the boundary value partial derivatives are approximated algebraically by finite differences
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Size: 3573760 |
Author: feten |
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Description: This Toolbox is designed to minimize the sum of coding, execution and analysis time for those who want to explore level set methods. Computationally, Matlab is not the fastest environment in which to solve PDEs, but as a researcher I have found that the enviroment has several important advantages over faster compiled implementations.
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Size: 1804288 |
Author: syjhero |
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Description: There are many finite element packages available, both commercial and free. FELICITY is designed for simulating problems where sub-domains interact in non-trivial ways, i.e. Partial Differential Equations (PDEs) on surfaces (e.g. Laplace-Beltrami) interacting with PDEs in the bulk, systems with Lagrange multipliers that are only defined on boundaries, multi-physics problems, etc. In particular, FELICITY can be used rather effectively with a front-tracking approach for simulating moving-omain/free boundary problems. Moreover, FELICITY is a MATLAB toolbox, so it inherits the advantages of the MATLAB interface. Therefore, in my opinion, FELICITY fills a niche within the FEM software community.
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Size: 11062272 |
Author: davidbath |
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Description: matlab 解偏微分方程 数值解法 pdf(matlab Solution partial differential equations Numerical solution)
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Size: 417792 |
Author: pfq007 |
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