资源列表
MyCanvas
- 用java实现的一个画线的小程序,十分的简单.学java的第一个程序.-achieved with a small line drawing procedure is very simple. Java school for the first procedure.
codeclip
- 计算机图形学的基于VC的图形编程，有手动添加鼠标的功能。图形界面的，计算机图形学的经典实验演练-computer graphics-based VC graphics programming, manually add the functions of a mouse. A graphical interface, computer graphics classic experimental drill
DXF_3_0.ZIP
- 一个不错的DXF文件读取程序，能放大，移动，读取坐标等-a good DXF file reader can enlarge it, mobile, read coordinates so
样条曲线类CSpline加等值线修改实例
- 样条曲线类CSpline加等值线修改实例,程序运行实例类似CAD中的样条曲线划法.-spline curves category CSpline increase contour changes examples, examples of similar procedures in the CAD spline curve is France.
等值线函数
- 等值线函数.// As this code is ported from FORTRAN-77, please be very careful of the // various indices like ilb,iub,jlb and jub, remeber that C/C++ indices // starts from zero (0)-contour function. / / As this code is ported from FORTRAN-77, please be ver
triangulate
- Triangulate Efficient Triangulation Algorithm Suitable for Terrain Modelling or An Algorithm for Interpolating Irregularly-Spaced Data with Aplications in Terrain Modelling
triangulate-JAVA
- Triangulate Efficient Triangulation Algorithm Suitable for Terrain Modelling or An Algorithm for Interpolating Irregularly-Spaced Data with Aplications in Terrain Modelling
练习3—制作结束语0
- 此为Authorware 7.0小程程序,-this a small way Authorware 7.0 procedures ,
seedfill算法
- 计算机图形学的seedfill算法，运行在tubroC上，通过按键进行填充-seedfill of computer graphics algorithms running on tubroC, through buttons for filling
GraphProg
- 能够绘制直线，椭圆，图形，矩形和填充等等，有调色能力。-to draw straight, oval, graphics, and filled rectangle, a palette capacity.
实验一
- 计算机图形学的简单的画直线和圆的简单实现,两种画直线的方法,一种画圆的方法.-computer graphics simple linear and circular painting of a simple realization of the two paintings linear method, a method Circle.
2003010296_大作业1
- a CRect rc(x - 12, y - 12, x + 12, y + 12) pDC->Ellipse(&rc) str1.Format( \"%d\",j ) pDC->SetTextColor(RGB(255,0,0)) pDC->DrawText(str1,&rc,DT_CENTER DT_VCENTER DT_SINGLELINE) PaintArrow(pDC,RGB(255,0,0),G.vexs[prev[j]].x,G.vexs[p