文件名称:MatFMM
下载
别用迅雷、360浏览器下载。
如迅雷强制弹出，可右键点击选“另存为”。
失败请重下，重下不扣分。
如迅雷强制弹出，可右键点击选“另存为”。
失败请重下，重下不扣分。
介绍说明－－下载内容均来自于网络，请自行研究使用
关于电磁场方针的，少有的FMMBEM算法的matlab例程，本人也是找了好久的，而且matlab简单易懂易调，适合快速计算的初学者，努力哦-On the principle of electromagnetic fields, rare FMMBEM algorithm matlab routines, and I was looking for
For a long time, and the matlab straightforward and easy to tune, suitable for beginners to quickly calculate the effort
Power!
For a long time, and the matlab straightforward and easy to tune, suitable for beginners to quickly calculate the effort
Power!
(系统自动生成,下载前可以参看下载内容)
下载文件列表
MatFMM
......\@MLFMMsolver
......\............\evalProduct.m
......\............\MLFMMsolver.m
......\............\mtimes.m
......\............\private
......\............\.......\setKernel.m
......\@Translation
......\............\translate.m
......\............\Translation.m
......\@Tree
......\.....\char.m
......\.....\display.m
......\.....\maxLevel.m
......\.....\private
......\.....\.......\boxCenter.m
......\.....\.......\boxIndex.m
......\.....\.......\boxSize.m
......\.....\.......\children.m
......\.....\.......\childrenAll.m
......\.....\.......\deinterleave.m
......\.....\.......\formatBox.m
......\.....\.......\initBox.m
......\.....\.......\interleave.m
......\.....\.......\maxLevel.m
......\.....\.......\neighbors.m
......\.....\.......\neighborsAll.m
......\.....\.......\neighborsE4.m
......\.....\.......\neighborsE4All.m
......\.....\.......\parent.m
......\.....\subsasgn.m
......\.....\subsref.m
......\.....\Tree.m
......\demo
......\....\cauchy.m
......\....\laplace2D.m
......\....\tree2D.asv
......\....\tree2D.m
......\kernels
......\.......\Cauchy
......\.......\......\applyRR.m
......\.......\......\applySR.m
......\.......\......\applySS.m
......\.......\......\buildRR.m
......\.......\......\buildS.m
......\.......\......\buildSR.m
......\.......\......\buildSS.m
......\.......\......\evalKernel.m
......\.......\......\evalR.m
......\.......\......\evalS.m
......\.......\......\testKernel.m
......\.......\......\whichKernel.m
......\.......\Helmholtz
......\.......\.........\whichKernel.m
......\.......\Laplace2D
......\.......\.........\applyRR.m
......\.......\.........\applySR.m
......\.......\.........\applySS.m
......\.......\.........\buildRR.m
......\.......\.........\buildS.m
......\.......\.........\buildSR.m
......\.......\.........\buildSS.m
......\.......\.........\evalKernel.m
......\.......\.........\evalR.m
......\.......\.........\evalS.m
......\.......\.........\testKernel.m
......\.......\.........\whichKernel.m
......\.......\Laplace3D
......\.......\.........\ALF.m
......\.......\.........\ALPHA.m
......\.......\.........\applyRR.m
......\.......\.........\applySR.m
......\.......\.........\applySS.m
......\.......\.........\BETA.m
......\.......\.........\buildRR.m
......\.......\.........\buildS.m
......\.......\.........\buildSR.m
......\.......\.........\buildSS.m
......\.......\.........\evalKernel.m
......\.......\.........\evalR.m
......\.......\.........\evalS.m
......\.......\.........\poch.m
......\.......\.........\whichKernel.m
......\.......\.........\Y.m
......\README
......\@MLFMMsolver
......\............\evalProduct.m
......\............\MLFMMsolver.m
......\............\mtimes.m
......\............\private
......\............\.......\setKernel.m
......\@Translation
......\............\translate.m
......\............\Translation.m
......\@Tree
......\.....\char.m
......\.....\display.m
......\.....\maxLevel.m
......\.....\private
......\.....\.......\boxCenter.m
......\.....\.......\boxIndex.m
......\.....\.......\boxSize.m
......\.....\.......\children.m
......\.....\.......\childrenAll.m
......\.....\.......\deinterleave.m
......\.....\.......\formatBox.m
......\.....\.......\initBox.m
......\.....\.......\interleave.m
......\.....\.......\maxLevel.m
......\.....\.......\neighbors.m
......\.....\.......\neighborsAll.m
......\.....\.......\neighborsE4.m
......\.....\.......\neighborsE4All.m
......\.....\.......\parent.m
......\.....\subsasgn.m
......\.....\subsref.m
......\.....\Tree.m
......\demo
......\....\cauchy.m
......\....\laplace2D.m
......\....\tree2D.asv
......\....\tree2D.m
......\kernels
......\.......\Cauchy
......\.......\......\applyRR.m
......\.......\......\applySR.m
......\.......\......\applySS.m
......\.......\......\buildRR.m
......\.......\......\buildS.m
......\.......\......\buildSR.m
......\.......\......\buildSS.m
......\.......\......\evalKernel.m
......\.......\......\evalR.m
......\.......\......\evalS.m
......\.......\......\testKernel.m
......\.......\......\whichKernel.m
......\.......\Helmholtz
......\.......\.........\whichKernel.m
......\.......\Laplace2D
......\.......\.........\applyRR.m
......\.......\.........\applySR.m
......\.......\.........\applySS.m
......\.......\.........\buildRR.m
......\.......\.........\buildS.m
......\.......\.........\buildSR.m
......\.......\.........\buildSS.m
......\.......\.........\evalKernel.m
......\.......\.........\evalR.m
......\.......\.........\evalS.m
......\.......\.........\testKernel.m
......\.......\.........\whichKernel.m
......\.......\Laplace3D
......\.......\.........\ALF.m
......\.......\.........\ALPHA.m
......\.......\.........\applyRR.m
......\.......\.........\applySR.m
......\.......\.........\applySS.m
......\.......\.........\BETA.m
......\.......\.........\buildRR.m
......\.......\.........\buildS.m
......\.......\.........\buildSR.m
......\.......\.........\buildSS.m
......\.......\.........\evalKernel.m
......\.......\.........\evalR.m
......\.......\.........\evalS.m
......\.......\.........\poch.m
......\.......\.........\whichKernel.m
......\.......\.........\Y.m
......\README