搜索资源列表
suanfa
- 图形变换与裁剪 窗口到视区的变换 直线段裁剪 -Graphics transformation and clipping window to the viewport transform the cutting of straight line segments
DrawSys
- vc++陶氏作图系统（画图）源代码，支持画直线、画圆、画多边形、画曲线、随手画图形、添加文本、图像裁剪、清空画板、随机线生成等氏量绘制工具，是一个比较经典的VC++图形绘制程序，是一个很不错的参考-mapping system vc++ Dow (drawing) source code, support for drawing a straight line, circle, polygon drawing, painting curve, hand painted graphics, add
DrawSys
- vc++陶氏作图系统（画图）源代码，支持画直线、画圆、画多边形、画曲线、随手画图形、添加文本、图像裁剪、清空画板、随机线生成等氏量绘制工具，是一个比较经典的VC++图形绘制程序，是一个很不错的参考。-mapping system vc++ Dow (drawing) source code, support for drawing a straight line, circle, polygon drawing, painting curve, hand painted graphics, ad
DrawSys
- vc++陶氏作图系统（画图）源代码，支持画直线、画圆、画多边形、画曲线、随手画图形、添加文本、图像裁剪、清空画板、随机线生成等氏量绘制工具，是一个比较经典的VC++图形绘制程序，是一个很不错的参考。 -mapping system vc++ Dow (drawing) source code, support for drawing a straight line, circle, polygon drawing, painting curve, hand painted graphics,
DrawSys
- vc++陶氏作图系统（画图）源代码，支持画直线、画圆、画多边形、画曲线、随手画图形、添加文本、图像裁剪、清空画板、随机线生成等氏量绘制工具，是一个比较经典的VC++图形绘制程序，是一个很不错的参考。-mapping system vc++ Dow (drawing) source code, support for drawing a straight line, circle, polygon drawing, painting curve, hand painted graphics, ad
CCGcodeo
- 计算机图形学常用算法源代码：直线生成算法,曲线生成算算法,平移变换,比例变换,对称变换,区域填充,图像裁剪 -Computer graphics commonly used algorithm source code: Linear Algorithm curve generation algorithm algorithm, translational transform scaling symmetry transformation, area fills, image cropping
Computer-graphics
- 计算机图形学 教程 包含直线、圆弧、裁剪、消隐、坐标变换等。-Computer graphics tutorial contains a straight line, arc, cutting, blanking, such as coordinate transformation.
codecutline
- 通过利用编码算法进行对直线的裁剪，很经典的算法之一。-Coding cutting algorithm
Computer-graphics
- 计算机图形学本程序是基于VC++环境下的MFC程序，主要实现了二维图形的显示与绘制，具体功能如下： （1）画直线、画多边形、画圆、画字符 （2）对多边形进行填充 （3）图形裁剪 （4）图形的几何变换 （5）三维图形的消隐及着色 -Computer graphics of this program is the the MFC program based on VC++ environment, the main achievement of the two-dimensi
Clip
- 计算机图形学，vc，用两种算法实现直线的裁剪，分别是Cohen-Sutherland和梁友栋-Barsky-Computer graphics, vc, straight cut with two algorithms, Cohen-Sutherland and Liang Dong-Barsky
OpenGL_Bezier_MFC
- 可以实现Bezier曲线，矩形旋转算法，直线编码裁剪的OpenGL函数，并用MFC整合-Bezier，Codecut OpenGL MFC
Graphics
- 一个集成的图形界面的程序，可调用每一次作业子程序。 一、调用画点的函数，用DDA、中点算法画直线和中点算法画圆和椭圆。 二、多边形扫描转换算法和区域填充算法实现（扫描线算法为必做，基于求余运算的边缘填充和边标志算法为任选；基于种子的区域填充采用4连通区域的递归种子填充算法，或扫描线种子填充算法，要求种子点(x,y)可交互输入）。 三、线段裁剪和多边形裁剪算法的动画演示实现。（两种线段裁剪算法和H-S多边形逐边裁剪算法）多边形裁剪算法的动画演示要求先画出一个封闭的多边
LiangYouDong-Barsky
- 实验内容:利用梁友栋算法（参数化线段裁剪算法）或编码裁剪算法变成实现对直线段或者任一图形的裁剪。有完整可运行的源代码，还有对应的实验报告。-Experiment: LIANG You algorithms (parametric Line Clipping Algorithm) or coding clipping algorithm into a cut on the straight line segments or any graphics. The complete source cod
vc
- 用MFC实现的图形学编程,可以实现画圆，直线，填充，裁剪-MFC to achieve graphics programming
tu
- 用C语言编写的计算机图形学实验，包括直线生成、圆生成、几何变换、填充、裁剪、分形图形等-C language computer graphics experiment, including the Linear round generated geometric transformation, filling, cutting, fractal graphics
graphic
- 1、二维图形的生成：点，直线，圆，椭圆，矩形的生成； 2、裁剪：对线段的裁剪； 3、几何变换：图形的平移，缩放，旋转； 4、区域填充：扫描线种子填充法； -1, the generation of two-dimensional graphics: points, straight lines, circles, ellipses, rectangles generated , cutting: cutting of the line segment 3, geometric
Computer-graphics
- 用C++编写的实现计算机图形学中的直线，自由曲线，bezier曲线，nurbs曲面，填充，裁剪，显示直线交点等基本功能。-The realization of the c++ write computer graphics, linear, free curve, bezier curve, nurbs surface, filling, cutting, show the basic function such as straight line intersection point.
2008302590043
- 绘图：直线，园，三维球体 填充：边缘填充、种子填充 裁剪：各种算法裁剪 变换：平移变换，对称变换-Drawing: a straight line, the park, the three-dimensional sphere filled: the edge of filling, seed filling cutting: algorithm cropping transform: translation transform symmetry transformation
ProDemo
- 计算两直线交点，计算多边形交点，绘制多边形，绘制等高线，测试裁剪多边形等测绘算法-Calculation of the intersection of the lines, calculating polygon intersection point, draw a polygon, draw contour test cutting polygons mapping algorithm
RRR
- 直线，矩形，椭圆，圆，弧线的绘制，以及填充，裁剪，拾取平移，旋转等基本操作。-Lines, rectangles, ellipses, circles, arcs, drawing, filling, cutting, pickup pan, rotate and other basic operations.