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ID:46944402
大小:113.00 KB
页数:11页
时间:2019-11-30
《通过java画一个大风车》由会员上传分享,免费在线阅读,更多相关内容在行业资料-天天文库。
1、今天的作业我做的是画一个风车:运行结果:1首先:写个Point类:(作用作为风车的中点)packagecom.huang.exam;/****@author黄燕斌*@version1.0*@since2013-05-28**/publicclassPoint{privatedoublex;privatedoubley;/***构造器*/publicPoint(){}/***构造器*@paramx*@paramy*/publicPoint(doublex,doubley){this.x=x;this.y=y;}/***@returnX*/publicdoublegetX(){r
2、eturnx;}/****@paramxX*/publicvoidsetX(intx){this.x=x;}/****@returnY*/publicdoublegetY(){returny;}/****@paramyY*/publicvoidsetY(inty){this.y=y;}}2.写一个风车Windmill类packagecom.huang.exam;importjava.awt.Color;importjava.awt.Graphics;/***风车*@author黄*@version1.0*@since2013-05-28**/publicclassWindmi
3、ll{privatePointcenter;privateintradius;privateColorcolor;publicWindmill(){}/***构造器*@paramcenter*@paramradius*@paramcolor*/publicWindmill(Pointcenter,intradius,Colorcolor){this.radius=radius;this.center=center;this.color=color;}publicColorgetColor(){returncolor;}publicvoidsetColor(Colorcolor
4、){this.color=color;}publicPointgetCenter(){returncenter;}publicvoidsetCenter(Pointcenter){this.center=center;}publicintgetRadius(){returnradius;}publicvoidsetRadius(intradius){this.radius=radius;}/***画风车*@paramg*/publicvoiddraw(Graphicsg){/***通过计算出风车10点的位置*/intarrayX[]=newint[10];intarrayY[
5、]=newint[10];Pointp1=newPoint(center.getX(),center.getY()+radius);Pointp3=newPoint(center.getX()+Math.cos(18*Math.PI/180)*radius,center.getY()+Math.sin(18*Math.PI/180)*radius);Pointp5=newPoint(center.getX()+Math.cos(54*Math.PI/180)*radius,center.getY()-Math.sin(54*Math.PI/180)*radius);Point
6、p7=newPoint(center.getX()-Math.cos(54*Math.PI/180)*radius,center.getY()-Math.sin(54*Math.PI/180)*radius);Pointp9=newPoint(center.getX()-Math.cos(18*Math.PI/180)*radius,center.getY()+Math.sin(18*Math.PI/180)*radius);doubleT=0.3819;Pointp2=newPoint(center.getX(),center.getY()-T*radius);Pointp
7、4=newPoint(center.getX()-Math.cos(18*Math.PI/180)*T*radius,center.getY()-Math.sin(18*Math.PI/180)*T*radius);Pointp6=newPoint(center.getX()-Math.cos(54*Math.PI/180)*T*radius,center.getY()+Math.sin(54*Math.PI/180)*T*radius);Pointp8=newPoint(center.getX()+M
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