搜索资源列表
DDAandBresenham
- DDA直线生成算法在屏幕上绘制直线和Bresenham圆的生成算法在屏幕上绘制一个圆按一画直线按二画圆
ddanew1
- 实现三种画线方法及画圆，DDA画线，中点画线，BRESENHAM画线法，可画任意直线及圆弧和圆
Bresenham
- Bresenham画直线线算法与画圆算法实现
图形学
- 包含DDA, Bresenham, MidBresenham算法和一个画圆的程序，vc
draw.rar
- Bresenham算法生成直线，中点算法生成直线，DDA算法生成直线，中点画圆，Bresenham画圆，中点画椭圆，画多边形，多边形填充,the detail information is above
yuan
- 利用bresenham八分法画圆，以C++的形式来实现-Draw a circle using bresenham eight law to the form of C++ to achieve
Graphics
- 基于图形算法的图形,包括Bresenham算法和中点算法画圆以及用它们画直线-Graphic based on graphics algorithms, including the Bresenham algorithm and midpoint algorithms draw a circle and using them to draw a straight line
drawline_and_circle
- 介绍两种画直线的算法DDA画线和Bresenham算法以及旋转画圆的算法-Describes two kinds of drawing a straight line algorithms DDA and Bresenham algorithm for drawing lines, as well as rotating Circle Algorithm
lab
- DDA、Bresenham画直线及画圆、多边形； 边缘填充算法和种子填充算法。-DDA, Bresenham drawing a straight line and circular, polygonal edge of the filling algorithm and seed fill algorithm.
MIDbresenham
- 计算机图形学利用Bresenham中点算法和八分法画圆-Computer graphics using the the Bresenham midpoint algorithm and eighth law Circle
CircleWithGL
- 在VC2008下面使用OpenGL实现Bresenham算法画圆和画直线以及椭圆-The VC2008 below Bresenham algorithm using OpenGL, draw a straight line and a circle and oval
pro3
- c++实现任意选坐标点中点画圆算法和bresenham八分画圆法-c++ arbitrary midpoint circle algorithm selected coordinate points and eight bresenham Circle
Bresenham-Line-Drawing
- 计算机图形学中Bresenham画圆和画线的C++代码，用于VGA等图形显示。Bresenham本人仍在为IBM工作。-Bresenham is a pretty smart cookie (note the use of the word is , last I heard he was still working for IBM). This file contains the algorithms he developped for drawing lines and c
Bresenham
- 计算机图形学__Bresenham完整算法_画直线、椭圆和圆-Bresenham ALg
Line
- 运用vc6.0里面的mfc.exe工程实现bresenham算法画圆，画直线，是计算机图形学上机实习的基础内容-Use vc6.0 inside mfc.exe project realization bresenham algorithm circle, draw a straight line, on the basis of the content of computer graphics machine internship
GpDraw
- 计算机图形学 DDA算法 bresenham算法 中点画圆算法 bresenham画圆算法 椭圆算法 扫描线算法(Computer graphics DDA algorithm Bresenham algorithm Midpoint circle algorithm Bresenham circle algorithm Ellipse algorithm Scan line algorithm)