multi-csrbf-gui
所属分类:3D图形编程
开发工具:Visual C++
文件大小:991KB
下载次数:13
上传日期:2015-03-30 23:16:25
上 传 者:
NWj
说明: 多尺度隐函数表面重构软件代码,可针对点云数据进行三维模型的表面重构。
(The multiscale implicit function surface reconstruction software code, surface reconstruction can be carried out according to the three-dimensional model of point cloud data.
)
文件列表:
sphere.pwn (10605, 2002-06-13)
src\Bloomenthal.cpp (22033, 2003-09-19)
src\Bloomenthal.h (7975, 2002-12-28)
src\ChildFrm.cpp (1258, 2002-05-05)
src\ChildFrm.h (1221, 2002-10-23)
src\ell.cpp (496, 2002-05-05)
src\ell.h (470, 2002-05-05)
src\FileManager.cpp (7840, 2003-04-21)
src\FileManager.h (1162, 2002-06-11)
src\FittingDialog.cpp (1145, 2002-05-08)
src\FittingDialog.h (1289, 2002-05-08)
src\GridDialog.cpp (1437, 2003-02-25)
src\GridDialog.h (1356, 2002-05-08)
src\ImplicitFunction.cpp (905, 2002-10-24)
src\ImplicitFunction.h (821, 2002-10-24)
src\InfoDialog.cpp (1119, 2002-09-26)
src\InfoDialog.h (1264, 2002-09-26)
src\LU.cpp (1867, 2002-06-30)
src\LU.h (8931, 2002-09-06)
src\MainFrm.cpp (1390, 2002-05-05)
src\MainFrm.h (1314, 2002-05-05)
src\MultiDialog.cpp (1179, 2002-09-19)
src\MultiDialog.h (1288, 2002-09-19)
src\MultiRBF.cpp (669, 2002-07-06)
src\MultiRBF.h (734, 2002-07-06)
src\NRUTIL.H (3445, 2001-07-20)
src\OctTree.cpp (18483, 2003-02-13)
src\OctTree.h (5286, 2003-02-13)
src\OctTreeP.cpp (41965, 2002-10-24)
src\OctTreeP.h (5485, 2002-10-24)
src\OurImplicitFunction.cpp (1784, 2002-10-07)
src\OurImplicitFunction.h (821, 2001-10-07)
src\PBCG.cpp (3857, 2002-05-05)
src\PBCG.h (9426, 2002-09-04)
src\PointSet.cpp (1713, 2002-06-17)
src\PointSet.h (867, 2002-06-17)
src\PolygonalMesh.cpp (3914, 2002-09-16)
src\PolygonalMesh.h (6289, 2002-10-24)
src\Polygonizer.cpp (35548, 2003-02-26)
src\Polygonizer.h (4262, 2002-10-24)
... ...
How to use:
1. File -> Open a pwn file
2. Edit -> Multi-level fitting
(Several parameters are offered,
for the interpolation please
push OK simply.)
3. Edit -> Polygonize
If you check the box "Use Octree",
then Dual Contouring is performed,
otherwise Bloomenthal method is
used.
Parameters for approximation:
smooth: relaxation parameter for solving linear systems.
error: center reduction threshold
level: coarse-to-fine fitting is stopped at the specified level
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