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DelaunayMesh
- 该程序实现了Delaunay三角剖分的过程，能够对任意多边形实现三角化，效果不错。-program of the Delaunay triangulation process, to the arbitrary polygon triangulation achieve good results.
VC++Delaunay
- 采用序列化对象CArchive读入原始数据构建Delaunay三角网的VC++代码。可以鼠标点击加新点进行构网，包括二维、三维。还可以进行设色、光照等。
Delaunay
- Delaunay三角网构建，实现语言：Visual Basic
ttl-1.0.0
- 德劳内三角算法实现二维或三维任意点的三角网格划分C-Delaunay triangulation algorithm arbitrary two-dimensional or three-dimensional triangular point mesh C
DelaunayTriangulation
- Delaunay trianglation 是平面三角化的一种重要方法，也可以应用于三维的四面体的生成。因为用这种方法产生的四面休在有限元分析中具有其独特的优势而受到重视。-Delaunay trianglation plane triangulation is an important method, but also can be applied to the generation of three-dimensional tetrahedron. As generated in this
DelaunayNet
- 在测绘或地图学中，经常会需要用高程点生成DEM，一般首先由这些点按最小原则生成三角网，此代码即是根据任意多个点生成Delaunay三角网功能。-In the mapping or cartography often elevation point will need to generate DEM, generally the first point from these principles by the smallest triangulation generated, the code t
tin
- Delaunay三角网作为一种主要的数字地形模型表示法，经过二十多年来的研究，它的生成算法已趋于成熟。本算法是一个基于Delaunay的很强壮的构三角网(TIN)的算法。-Delaunay triangulation as a major representation of digital terrain model, after 20 years of research, it generates algorithms have been mature. This algorithm is b
GEOMPACK
- 不规则三角网(TIN)能以不同层次的分辨率来描述地形表面,被视为DEM中最基本和最重要的一种模型。程序功能为带约束条件的离散点不规则三角网生成。-Voronoi diagrams, Delaunay triangulations
contourTri_
- 这是一个基于三角网的等值线图与线性插值的三角形。-Contour plot based on Delaunay triangulation with linear interpolation across triangles
interior-angle
- delaunay三角剖分；3点定义涡环；内角；fortran语言- interior angle at a vertex defined by 3 points
lisansanjiao
- 主要研究离散点的Delaunay三角网生成算法、基于三角网等值线生成算法以及等值线区域填充-Main research Delaunay triangular mesh generation algorithm of discrete points isoline, based on triangular mesh generation algorithm and contour area filling
TestDelaunay
- Delaunay三角函数的VB实现，是老外写的，带界面，值得借鉴。该函数用于生产三角网。-Delaunay trigonometric function VB implementation, is written by a foreigner, with the interface, is worth learning from. This function is used for the production of triangulation.