AFEM@matlab

所属分类:matlab编程
开发工具:C/C++
文件大小:444KB
下载次数:96
上传日期:2008-12-07 21:16:58
上 传 者liuzhiyong
说明:  五点差分型多重网格方法:各种插值算子的比较)
(Five-point difference-type multi-grid methods: a variety of interpolation operator of comparison))

文件列表:
AFEM@matlab\AFEM@matlab\1_Example\circle.m (3388, 2006-11-16)
AFEM@matlab\AFEM@matlab\1_Example\crack.m (5251, 2006-11-16)
AFEM@matlab\AFEM@matlab\1_Example\demo.fig (2238, 2006-10-17)
AFEM@matlab\AFEM@matlab\1_Example\demo.m (4264, 2006-10-17)
AFEM@matlab\AFEM@matlab\1_Example\femesh.mat (1153, 2006-10-17)
AFEM@matlab\AFEM@matlab\1_Example\Lbig.m (4425, 2006-11-16)
AFEM@matlab\AFEM@matlab\1_Example\Lshape.m (4752, 2006-11-16)
AFEM@matlab\AFEM@matlab\1_Example\simple.m (3469, 2006-11-16)
AFEM@matlab\AFEM@matlab\1_Example\utildemo.m (3085, 2006-10-17)
AFEM@matlab\AFEM@matlab\2_Solve\femerror.m (3095, 2006-11-09)
AFEM@matlab\AFEM@matlab\2_Solve\Poisson.m (5147, 2006-11-16)
AFEM@matlab\AFEM@matlab\3_Estimate\estimate.m (2399, 2006-11-15)
AFEM@matlab\AFEM@matlab\4_Refine\bisection.m (7446, 2006-11-16)
AFEM@matlab\AFEM@matlab\4_Refine\coarsening.m (5022, 2006-11-16)
AFEM@matlab\AFEM@matlab\4_Refine\label.m (1405, 2006-11-09)
AFEM@matlab\AFEM@matlab\4_Refine\uniformrefine.m (3411, 2006-11-17)
AFEM@matlab\AFEM@matlab\5_Mesh\getmesh.m (1537, 2006-10-17)
AFEM@matlab\AFEM@matlab\5_Mesh\putmesh.m (1697, 2006-10-17)
AFEM@matlab\AFEM@matlab\5_Mesh\putsolu.m (1913, 2006-10-17)
AFEM@matlab\AFEM@matlab\6_Tool\findedge.m (485, 2006-10-20)
AFEM@matlab\AFEM@matlab\6_Tool\findelem.m (390, 2006-10-20)
AFEM@matlab\AFEM@matlab\6_Tool\findnode.m (420, 2006-10-20)
AFEM@matlab\AFEM@matlab\6_Tool\plotedge.m (361, 2006-10-20)
AFEM@matlab\AFEM@matlab\6_Tool\plotelem.m (367, 2006-10-20)
AFEM@matlab\AFEM@matlab\6_Tool\plotnode.m (283, 2006-10-20)
AFEM@matlab\AFEM@matlab\6_Tool\showmesh.m (332, 2006-11-15)
AFEM@matlab\AFEM@matlab\6_Tool\toolkit.fig (3347, 2006-10-17)
AFEM@matlab\AFEM@matlab\6_Tool\toolkit.m (8166, 2006-10-20)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\circle.html (9665, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\crack.html (13746, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\demo.html (11858, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\Lbig.html (11936, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\Lshape.html (12879, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\menu.html (2137, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\simple.html (9165, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\1_Example\utildemo.html (10049, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\2_Solve\femerror.html (7593, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\2_Solve\menu.html (1278, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\2_Solve\Poisson.html (11388, 2006-11-17)
AFEM@matlab\AFEM@matlab\7_CodeMap\AFEM@matlab\3_Estimate\estimate.html (6960, 2006-11-17)
... ...

AFEM@matlab is a MATLAB package of adaptive finite element methods (AFEMs) for stationary and evolution partial differential equations in two spatial dimensions. INSTALLATION: 1. Unzip the zipped file. 2. Add AFEM@matlab directory and all its subdirectories to the PATH of MATLAB. The easiest way is in MATLAB main GUI window, click File -> Set Path -> Add with Subfolders and chose the directory you store the package. DEMOSTRATION: Now you are ready to go. To get quick start, in MATLAB 7.0 or higher, type >> demo Notice: this GUI demonstration is developed in MATLAB 7.0 R14 and it might not work in earlier versions of MATLAB. For users of earlier MATLAB versions, you can skip this demo and run the test examples directly. See users manual for details. DOCUMENTATION: You can find detailed description of this package in AFEM@matlab.pdf file. In 7_CodeMap, you can find an autogenerated standard MATLAB style codemap by m2html. Click index.html to start. We hope the reading of documentation and code is joyful. Please send your comments or suggestions to afem.matlab@gmail.com. If you feel it is helpful for your research, you could acknowledge us by citing @techreport{Chen.L;Zhang.C2006, Author = {Long Chen and Chen-Song Zhang}, Institution = {University of Maryland at College Park}, Title = {AFEM@matlab: a Matlab package of adaptive finite element methods}, Year = {2006}} Thank you! Long Chen and Chen-Song Zhang University of Maryland College Park, MD, USA email: afem.matlab@gmail.com

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