實(shí)驗(yàn)四 圖形幾何變換的實(shí)現(xiàn).doc

實(shí)驗(yàn)四 圖形幾何變換的實(shí)現(xiàn)班級(jí)：09 信計(jì) 學(xué)號(hào)：64 姓名：鄭鳳珠 分?jǐn)?shù)： 一、實(shí)驗(yàn)?zāi)康暮鸵螅?、進(jìn)一步掌握理解二維、三維的數(shù)學(xué)知識(shí)、變換原理、變換種類、變換方法；2、利用VC+語(yǔ)言實(shí)現(xiàn)二維、三維圖形的基本變換和復(fù)合變換。；3、理解采用齊次坐標(biāo)進(jìn)行圖形變換的必要性變換的連續(xù)性，使復(fù)合變換得以實(shí)現(xiàn)。二、實(shí)驗(yàn)內(nèi)容：源程序分別實(shí)現(xiàn)了對(duì)二維圖形進(jìn)行的平移變換基本變換；對(duì)三維圖形進(jìn)行的繞某一個(gè)坐標(biāo)軸旋轉(zhuǎn)變換以及相對(duì)于立方體中心的比例變換復(fù)合變換。三維幾何變換：（1） 比例變換：=T3D=局部比例變換：=其中a、b、j分別為在x、y、z方向的比例系數(shù)。整體比例變換：=其中s為在xyz方向的等比例系數(shù)。S1時(shí)，整體縮??；s1時(shí)，整體放大。（2） 旋轉(zhuǎn)變換：旋轉(zhuǎn)變換的角度方向?yàn)椋ㄑ刈鴺?biāo)軸的反方向看去，各軸按逆時(shí)針方向旋轉(zhuǎn)）繞z軸旋轉(zhuǎn)：=繞x軸旋轉(zhuǎn)：=繞y軸旋轉(zhuǎn)：=三、實(shí)驗(yàn)結(jié)果分析/*三維圖形（立方體）旋轉(zhuǎn)變換、比例變換*/#include #include #include #include #include #include #define ZOOM_IN 0.9#define ZOOM_OUT 1.1int turn13;/*0rx,1ry,3zoom*/typedef structfloat x; float y; float z;point;typedef structfloat x; float y;point2d;typedef struct float x; float y; float h;point biao8;fanti;void make_box(float x,float y,float h,fanti *p)p-x=x;p-y=y;p-h=h;p-biao0.x=x/2; p-biao0.y=y/2; p-biao0.z=h/2;p-biao1.x=-x/2; p-biao1.y=y/2; p-biao1.z=h/2;p-biao2.x=-x/2; p-biao2.y=-y/2; p-biao2.z=h/2;p-biao3.x=x/2; p-biao3.y=-y/2; p-biao3.z=h/2;p-biao4.x=x/2; p-biao4.y=y/2; p-biao4.z=-h/2;p-biao5.x=-x/2; p-biao5.y=y/2; p-biao5.z=-h/2;p-biao6.x=-x/2; p-biao6.y=-y/2; p-biao6.z=-h/2;p-biao7.x=x/2; p-biao7.y=-y/2; p-biao7.z=-h/2;void trun2d(point *p,point2d *q)q-x=p-x+p-z*cos(0.25);q-y=p-y+p-z*sin(0.25);void initm(float mat4)int count;for(count=0;countx+tm10*p-y+tm20*p-z+tm30;yv=tm01*p-x+tm11*p-y+tm21*p-z+tm31;zw=tm02*p-x+tm12*p-y+tm22*p-z+tm32;p-x=xu; p-y=yv; p-z=zw;return;void rotationx(point *p,float alfa,float tm4)float rad=0.0174532925; initm(tm);tm11=cos(rad*alfa); tm12=sin(rad*alfa);tm21=-tm12; tm22=tm11;return;void rotationz(point *p,float alfa,float tm4)float rad=0.0174532925; initm(tm);tm00=cos(rad*alfa); tm01=sin(rad*alfa);tm10=-tm01; tm11=tm00;return;void rotationy(point *p,float alfa,float tm4)float rad=0.0174532925; initm(tm);tm00=cos(rad*alfa); tm20=sin(rad*alfa);tm02=-tm20; tm22=tm00;return;void adjust(point *p,point *q)float t44; switch (turn10) case 1:rotationy(p,2,t);transfrom(p,q,t);break;case -1:rotationy(p,-2,t);transfrom(p,q,t);break; default:break;switch (turn11) case 1:rotationz(p,2,t);transfrom(p,q,t);break;case -1:rotationz(p,-2,t);transfrom(p,q,t);break; default:break;switch (turn12) case 1:q-x=ZOOM_IN*p-x;q-y=ZOOM_IN*p-y;q-z=ZOOM_IN*p-z;break;case -1: q-x=ZOOM_OUT*p-x;q-y=ZOOM_OUT*p-y;q-z=ZOOM_OUT*p-z;break; default:break;void drawbox(fanti *p)point2d fan2d8;int i;for(i=0;ibiaoi,&p-biaoi);trun2d(&p-biaoi,&fan2di);fan2di.x+=300;fan2di.y+=200;cleardevice();outtext( - :right - :left :up v :down);moveto(0,20); outtext( page up:zoom in page down:zoom out space :Redraw Esc :exit);for(i=0;i=3;i+)if(i=3)line(fan2di.x,fan2di.y,fan2d0.x,fan2d0.y);line(fan2di+4.x,fan2di+4.y,fan2d4.x,fan2d4.y);elseline(fan2di.x,fan2di.y,fan2di+1.x,fan2di+1.y);line(fan2di+4.x,fan2di+4.y,fan2di+5.x,fan2di+5.y); line(fan2di.x,fan2di.y,fan2di+4.x,fan2di+4.y);void main()int gd=DETECT,gm,i,j;char key; float x,y,h;fanti a1; x=100; y=100; h=100;initgraph(&gd,&gm, );setcolor(GREEN);make_box(x,y,h,&a1);for(;)turn10=0;turn11=0;turn12=0;key=getch();switch(key)case 77: turn10=1; break; /*RIGHT*/ case 75: turn10=-1; break; /*LIFT*/case 72: turn11=1; break; /*UP*/case 80: turn11=-1; break; /*DOWN*/case 73: turn12=1; break; /*Zoom In*/ case 81: turn12=-1; break; /*Zoom Out*