文件名称:surfacenormals
介绍说明－－下载内容均来自于网络，请自行研究使用
shapeletsurf.m :通过表面法向量重建三维表面；
frankotchellappa.m：用Frankot and Chellappa的算法重建可积性三维表面；
grad2slanttilt.m:根据梯度值求取slant 和tilt角；
slanttilt2grad.m ：根据slant 和tilt角度求三维表面的梯度。
详尽的可见压缩文件中的说明-shapeletsurf.m : France Vector surface reconstruction of 3D surface; frankotchellappa.m : Chellappa with Frankot and reconstruction algorithms can plot three-dimensional surface; grad2slanttilt.m : gradient values strike slant and tilt angle; slanttilt2grad.m : slant and the tilt angle for 3D surface gradient. Detailed Visibility compressed files of note
frankotchellappa.m：用Frankot and Chellappa的算法重建可积性三维表面；
grad2slanttilt.m:根据梯度值求取slant 和tilt角；
slanttilt2grad.m ：根据slant 和tilt角度求三维表面的梯度。
详尽的可见压缩文件中的说明-shapeletsurf.m : France Vector surface reconstruction of 3D surface; frankotchellappa.m : Chellappa with Frankot and reconstruction algorithms can plot three-dimensional surface; grad2slanttilt.m : gradient values strike slant and tilt angle; slanttilt2grad.m : slant and the tilt angle for 3D surface gradient. Detailed Visibility compressed files of note
相关搜索： surface
shapelet
matlab
code
三维
3D
surface
reconstruction
表面
重建
三维
matlab
slant
surface
reconstruction
FrankotChellappa
3d
reconstruction
shapelet
matlab
code
三维
3D
surface
reconstruction
表面
重建
三维
matlab
slant
surface
reconstruction
FrankotChellappa
3d
reconstruction
(系统自动生成,下载前可以参看下载内容)
下载文件列表
surface normals to surfaces
...........................\frankotchellappa.m
...........................\grad2slanttilt.m
...........................\needleplotgrad.m
...........................\needleplotst.m
...........................\shapeletsurf.m
...........................\slanttilt2grad.m
...........................\testp.m
...........................\解释.doc
...........................\frankotchellappa.m
...........................\grad2slanttilt.m
...........................\needleplotgrad.m
...........................\needleplotst.m
...........................\shapeletsurf.m
...........................\slanttilt2grad.m
...........................\testp.m
...........................\解释.doc