资 源 简 介
News (Mar 11, 2012)
I have not been maintaining/updating the distmesh code since I wrote it, but by popular request I have now posted a new version. The main differences and new features are:
New 3-D surface mesh generator distmeshsurface.m, type "help distmeshsurface" to see some examples.
Support for general implicit functions in distmesh2d and distmeshsurface. This means e.g. that an ellipse can be represented by the simple expression phi(x,y)=(x/a)^2+(y/b)^2-1, even if this is not a signed distance function.
Robustness improvements in distmesh2d, including removal of duplicated fix points, density contro
文 件 列 表
distmesh
hmatrix.m
meshdemo2d.m
trisurfupd.cpp
dmatrix.m
pshift.m
uniformity.m
dpoly.m
dellipsoid.cpp
dsegment.mexw32
trisurfupd.mexmaci64
dellipse.cpp
protate.m
dellipsoid.mexa64
distmesh2doriginal.m
dsegment.mexmaci64
meshdemond.m
simpplot.m
dellipsoid.mexmaci64
dunion.m
trisurfupd.mexw64
fixmesh.m
drectangle.m
trisurfupd.mexw32
dellipse.mexa64
simpqual.m
surftri.m
bndproj.m
dintersect.m
dblock.m
dellipse.mexw32
hmatrix3d.m
ddiff.m
huniform.m
dcircle.m
circumcenter.m
COPYRIGHT.TXT
dsegment.mexa64
dmatrix3d.m
drectangle0.m
dsegment.cpp
mkt2t.m
dsegment.mexw64
distmesh2d.m
dellipsoid.mexw32
boundedges.m
distmeshsurface.m
dellipse.mexmaci64
uniref.m
dellipse.mexw64
dsphere.m
simpvol.m
dellipsoid.mexw64
trisurfupd.mexa64
dexpr.m
distmeshnd.m
