📄 perfect.c
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/* WIN-TC BGI 图形编程模板 */
#include "Conio.h"
#include "graphics.h"
#define closegr closegraph
#include "math.h"
#define pie 3.1415926
void initgr(void) /* BGI初始化 */
{
int gd = DETECT, gm = 0; /* 和gd = VGA,gm = VGAHI是同样效果 */
registerbgidriver(EGAVGA_driver);/* 注册BGI驱动后可以不需要.BGI文件的支持运行 */
initgraph(&gd, &gm, "");
}
void CirclePoints(int x,int y,int t,int s,int color)
{
putpixel(t+x,s+y,color);
putpixel(s+y,t+x,color);
putpixel(s-y,t+x,color);
putpixel(t-x,s+y,color);
putpixel(s+y,t-x,color);
putpixel(t+x,s-y,color);
putpixel(t-x,s-y,color);
putpixel(s-y,t-x,color);
}
void EllipsePoints(int x,int y,int t,int s,int color)
{
putpixel(t+x,s+y,color);
putpixel(t-x,s+y,color);
putpixel(t+x,s-y,color);
putpixel(t-x,s-y,color);
}
/*-----------------------------开平方法生成圆-----------------------------*/
void sqrtCircle(int radius,int color)
{
float x,y;
x=0;y=radius;
CirclePoints(x,y,100,100,color);
while(y>=x)
{
x++;
y=sqrt(radius*radius-x*x);
CirclePoints((int)(x+0.5),(int)(y+0.5),100,100,color);
}
outtextxy(50,170,"sqrtCircle");
}
/*----------------------------参数法生成圆---------------------------------*/
void funCircle(int radius,int color)
{
float x,y,afla;
x=radius;y=0;afla=0;
CirclePoints(x,y,200,200,color);
while (afla<=pie/4)
{
afla+=pie/400;
x=radius*cos(afla);
y=radius*sin(afla);
CirclePoints((int)(x+0.5),(int)(y+0.5),200,200,color);
outtextxy(100,250,"funCircle");
}
}
/*----------------------------Bresenham算法生成圆-----------------------------*/
BresenhamCircle(int R,int color)
{
int x,y,dD,dHD,dDV,next;
x=0;y=R;dD=2*(1-R);
while(y>=0)
{
CirclePoints(x,y,300,300,color);
if(dD<0)
{
dHD=2*(dD+y)-1;
if(dHD<=0) next=0;
else next=1;
}
else if(dD>0)
{
dDV=2*(dD-x)-1;
if(dDV<=0) next=1;
else next=2;
}
else next=1;
switch(next)
{
case 0:x++;
dD+=2*x+1;
break;
case 1:x++;
y--;
dD+=2*(x-y+1);
break;
case 2:y--;
dD+=-2*y+1;
break;
} /*switch*/
} /*while*/
outtextxy(150,350,"BresenhamCircle");
}
/*----------------------------中点算法生成圆--------------------------------*/
void MidPointCircle(int radius,int color)
{
int x,y,d,deltaE,deltaSE;
x=0;
y=radius;
d=5-4*radius;
deltaE=12;
deltaSE=20-8*radius;
CirclePoints(x,y,400,400,color);
while(y>x)
{
if(d<=0)
{d+=deltaE;
deltaSE+=8;}
else
{
d+=deltaSE;
deltaSE+=16;
y--;
}
deltaE+=8;
x++;
CirclePoints(x,y,400,400,color);
}
outtextxy(250,450,"MidPointCircle");
}
/*---------------------------开平方法生成椭圆---------------------------------*/
void sqrtEllipse(int a,int b,int color)
{
float x,y;
x=0;y=b;
EllipsePoints(x,y,300,100,color);
while(x<a)
{
x++;
y=sqrt(b*b-(x*x*b*b)/(a*a));
EllipsePoints((int)(x+0.5),(int)(y+0.5),300,100,color);
}
outtextxy(350,100,"sqrtEllipse");
}
/*---------------------------参数法生成椭圆-----------------------------------*/
void funEllipse(int a,int b,int color)
{
float x,y,afla;
x=a;y=0;afla=0;
EllipsePoints(x,y,400,200,color);
while(afla<=pie/2)
{
afla+=pie/400;
x=a*cos(afla);
y=b*sin(afla);
EllipsePoints((int)(x+0.5),(int)(y+0.5),400,200,color);
}
outtextxy(450,200,"funEllipse");
}
/*---------------------------中点算法生成椭圆---------------------------------*/
void MidPointEllipse(double a,double b,int color)
{
double x,y,d,xP,yP,squarea,squareb;
squarea=a*a;
squareb=b*b;
xP=(int)(0.5+(double)squarea/sqrt((double)(squarea+squareb)));
yP=(int)(0.5+(double)squareb/sqrt((double)(squarea+squareb)));
x=0;
y=b;
d=4*(squareb-squarea*b)+squarea;
EllipsePoints(x,y,500,300,color);
while(x<=xP)
{
if(d<=0) d+=4*squareb*(2*x+3);
else
{d+=4*squareb*(2*x+3)-8*squarea*(y-1);
y--;}
x++;
EllipsePoints(x,y,500,300,color);
}
x=a;
y=0;
d=4*(squarea-a*squareb)+squareb;
EllipsePoints(x,y,500,300,color) ;
while(y<yP)
{
if(d<=0) d+=4*squarea*(2*y+3);
else
{
d+=4*squarea*(2*y+3)-8*squareb*(x-1);
x--;
}
y++;
EllipsePoints(x,y,500,300,color);
}
outtextxy(480,380,"MidPointsEllipse");
}
int main(void)
{
initgr(); /* BGI初始化 */
/*****此部分添加你自己的代码,例如
line(25, 25, 220, 220);
circle(100, 100, 50);
等等*****/
sqrtCircle(50,105);
funCircle(50,5);
BresenhamCircle(50,35);
MidPointCircle(50,255);
sqrtEllipse(50,80,220);
funEllipse(50,80,180);
MidPointEllipse(50,80,150);
getch(); /* 暂停一下,看看前面绘图代码的运行结果 */
closegr(); /* 恢复TEXT屏幕模式 */
return 0;
}
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