| Title |
Summary |
Primary Author |
Date |
|
NEW VERSION!!! A MATLAB package of adaptive finite element methods (AFEMs) for stationary and evolution partial differential equations in two spatial dimensions.
|
Chen, Zhang |
2006-11-17 |
|
Error decay for the numeric solution of a 2D parabolic equation using the Discontinuous Galerkin Method |
Jonas Ballani |
2007-04-23 |
|
Solution of Poisson's equation using domain decoposition on a domain composed
of a rectangle and a semicircle with u=0 on the boundary. |
Bernd Flemisch |
2002-08-08 |
|
Elastoviscoplastic finite element analysis in 100 lines of Matlab. |
Carsten Carstensen |
2002-12-04 |
|
The program solves PDEs on a domain including a subdomain, called patch-element, wherein the solution is more precise. Start the mainfile to get the solution. One example is attached which shows the usage of the program (test.m). |
Markus Daub |
2007-11-18 |
|
Computes the FE error measured in the L2- and H1-norm for 2D problems. (Update, much faster than the old version) |
Bernd Flemisch |
2004-07-14 |
|
Linear FE over an anisotropic, uniform mesh for the
Poisson equation. |
Andreas Klimke |
2002-01-14 |
|
In this project user defines a fem problem by denoting the nodes and kind of connectivity between the nodes, then the applied loads and nodes DOF must be specified. This program solves the problem and results the reaction forces and deflection of each nod |
Ahmad Kolahi |
2005-07-31 |
|
Flexible implementation of the finite element method in linear elasticity. |
Carsten Carstensen |
2002-12-04 |
|
The Finite Element toolbox for solid mechanics with simple GUI. |
Anton Zaicenco |
2014-11-09 |
|
Finite Element software for linear and quadratic finite elements in the intervel (0,1) with error computation if an exact solution is given. |
Stefan Hueeber |
2007-02-07 |
|
Mortar finite element on nonmatching grids for the Poisson equation. |
Talal Rahman |
2002-03-15 |
|
Multigrid solver for scalar linear elliptic PDEs. Beat the direct solver! |
Bernd Flemisch |
2004-03-29 |
|
This project simulate numerically the process of solution of orange droplet in a soup. Program is written in Matlab environment and uses a userfriendly interface to show the solution process versus time.
|
Ahmad Kolahi |
2005-07-31 |
|
This little program solves the obstacle problem on the unit square
either with a monotone Gau?-Seidel method or a primal-dual active set strategy or an augmented Lagrangean method. |
Stefan Hueeber |
2007-07-06 |
|
This program solves the obstacle probelm in 1D leading to variational inequality of first kind with the penalty method for diffferent penalty functions |
Stefan Hueeber |
2007-05-24 |
|
Finite element discretization using piecewise quadratic triangular elements. |
Bernd Flemisch |
2004-04-02 |
|
Three solution methods for perfect plasticity including the radial return algorithm, a semi-smooth Newton method, and an SQP method. |
Jonas Ballani |
2008-06-25 |
|
Solve Schroedinger equation for some sample molecules |
Ahmad Kolahi |
2005-06-25 |
|
This program solves the 2D simplified friction problem
on (0,1)^2 in combintaion with a penalty approach. The resulting
nonlinear equation in each step is solved by a damped Newton method. |
Stefan Hueeber |
2007-05-30 |
|
1D-collision-problem with deformable bodies: coaxial collision of cylinders, capsules or spheres. Ordinary wave equation in 1D and variants thereof. Numerical solution using FE (for spatial discretisation, "method of lines"). |
Fabian Benesch |
2011-09-14 |
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A GUi to solve diffusion - transport problem with stabilization method (upwind, scharfetter gummel, strong consistent method) |
giancarlo zaccone |
2006-09-11 |
|
Comparison of different finite element discretizations for the
transient Maxwell's equations in a cavity. |
Ralf Hiptmair |
2002-10-28 |
|
gui for finite element triangulations |
Eckart Gekeler |
2002-03-20 |
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Visualises linear finite element functions on unstructured triangular grids or bilinears on rectangular grids by different methods. |
Willy Doerfler |
2002-03-08 |
Disclaimer |