实验四 编码裁剪算法

一、实验目的和要求
1.了解二维图形裁剪的原理(点的裁剪、直线的裁剪、多边形的裁剪),利用VC+OpenGL实现直线的裁剪算法。
二、实验内容及主要步骤代码
(1) 理解直线裁剪的原理(Cohen-Surtherland算法、梁友栋算法)
(2) 利用VC+OpenGL实现直线的编码裁剪算法,在屏幕上用一个封闭矩形裁剪任意一条直线。
(3) 调试、编译、修改程序。
 
主要步骤代码:
(1)源代码:
oid LineGL(int x0,int y0,int x1,int y1){
    glBegin(GL_LINES);
    glColor3f(1.0f,0.0f,0.0f);
    glVertex2f(x0,y0);
    glColor3f(0.0f,1.0f,0.0f);
    glVertex2f(x1,y1);
    glEnd();
}
int x0,x1,y0,y1;
struct Rectangle{
    float xmin,xmax,ymin,ymax;
};
 
Rectangle rect;
int CompCode(int x,int y,Rectangle rect){
    int code = 0x00;
    if(y<rect.ymin)
        code = code|4;
    if(y>rect.ymax)
        code = code|8;
    if(x>rect.xmax)
        code = code|2;
    if(x<rect.xmin)
        code = code|1;
    return code;
}
int cohensutherlandlineclip(Rectangle rect,int &x0,int &y0,int &x1,int &y1){
    int accept,done;
    float x,y;
    accept = 0;
    done = 0;   
    int code0,code1,codeout;
    code0 = CompCode(x0,y0,rect);
    code1 = CompCode(x1,y1,rect);
    do{
        if(!(code0|code1)){
             accept = 1;
             done = 1;
        }else if(code0 & code1){
             done = 1;
        }else{
             if(code0!=0)
                 codeout = code0;
             else
                 codeout = code1;    
             if(codeout&LEFT_EDGE){
                 y = y0+(y1-y0)*(rect.xmin - x0)/(x1 - x0);
                 x = (float)rect.xmin;
             }else if(codeout&RIGHT_EDGE){
                 y = y0+(y1-y0)*(rect.xmax - x0)/(x1 - x0);
                 x = (float)rect.xmax;
             }else if(codeout&BOTTOM_EDGE){
                 x = x0+(x1-x0)*(rect.ymin - y0)/(y1 - y0);
                     y = (float)rect.ymin;
             }else if(codeout&TOP_EDGE){
                 x = x0+(x1-x0)*(rect.ymax - y0)/(y1 - y0);
                     y = (float)rect.ymax;
             }      
             if(codeout == code0){
                 x0 = x; y0 = y;
                 code0 = CompCode(x0,y0,rect);
             }else{
                 x1 = x;y1 = y;
                 code1 = CompCode(x1,y1,rect);
             }
        }
    }while(!done);
    if(accept)
        LineGL(x0,y0,x1,y1);
        return accept;
}
(2)运行结果:
 
posted @ 2018-01-11 15:53  疯狂麦洛  阅读(1937)  评论(0编辑  收藏  举报