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SliceSTL
三维切片：读取STL文件并进行按层切片的简单示例程序(Three-dimensional slices: Read STL file and layer slices by a simple example program)
- 2007-11-24 11:39:28下载
- 积分：1
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3Dgdi
在VB6.0和DX9中实现3D图象编程。(in VB6.0 and DX9 3D images to achieve programming.)
- 2006-10-11 21:52:40下载
- 积分：1
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brickShader
实现了一个简单的brick shader(umolement a simple brick shader)
- 2020-10-17 20:47:27下载
- 积分：1
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BurnCharacter
然烧字体,在VB的环境下实现字体的燃烧效果(However, burning fonts, in the VB environment to achieve the effect of fonts combustion)
- 2007-12-28 22:41:29下载
- 积分：1
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SMYAOJ14
实现三维对象的平移,旋转变换,以及投影变换,不错的(Realize 3 d object of translation, rotation transformation and projection transformation, good)
- 2017-05-07 15:52:59下载
- 积分：1
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EasyGUI
简单的GUI,可以作为学习,也可以自己根据基类作扩展(Simple GUI can be used as learning can also be the base class for the extension)
- 2012-07-22 00:19:37下载
- 积分：1
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TwoDimensionGraphicConvert
二维图形的变换，平移，翻转，尺度变换，反射对称，用MFC实现，这是别人的实现，我又给添加了既平移又反转的情况演示(two dimension graphic convert, translate ,rotation,scaling ,reflection symmetric,
used by MFC implemented ,though other implement ,but i add the translate and rotation )
- 2020-06-30 23:20:02下载
- 积分：1
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LeastSquare
说明： 给出一些离散的点，根据最小二乘法求出拟合的直线。(If there are some discrete points, you can get a line based on least square method.)
- 2011-03-23 16:19:11下载
- 积分：1
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Voronoi1
Voronoi图是以两点间线段的长度作为距离 ,对平面的一种分割。然而 ,在地理环境中 ,存在着许多自然的或人为的障碍 ,使得从一点到另一点不能直线到达。为了扩大Voronoi图的应用领域 ,本文对传统的Voronoi图进行扩充 ,给出了障碍Voronoi图的定义、性质 ,以及离散生成线段障碍Voronoi图的方法(Voronoi diagram based on the length of line between two points as the distance from a partition of the plane. However, in the geographical environment, there are many natural or man-made obstacles, making from one point to another point of arrival can not be a straight line. In order to expand the area of Voronoi diagram, Voronoi In this paper, the traditional expansion plans, given the obstacles to the definition of Voronoi diagram, the nature of the discrete Voronoi diagram generation segment of the barrier method)
- 2009-07-14 11:02:15下载
- 积分：1
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多边形变换2_VC
用vc编写的一个多边形变换程序(vc prepared using a polygon transformation process)
- 2020-11-11 20:59:44下载
- 积分：1
