C#实现自动切割图片

时间:2022-03-09 09:58:02

由于做一个TD游戏需要一些图片素材,可是现有的从网上下载的<保卫萝卜>的图片资源是多张图片合在一起的,并且没有什么规则,虽然有 个xml文件似乎用来描述此图片内子图片位置大小等信息,但由于不想花太多时间在研究这个xml文件内容上,所以转变思路想写一个根据透明的边界自动分割 图片的工具.

实现了,基本满足需要.

主界面:

aaarticlea/png;base64,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" alt="" />

Qie()是开始切图第一个函数,遍历图片每个像素,找到不是透明的就开始切图.

    void Qie()
{ for (int x = 0; x < bmp.Width; x++)
{
for (int y = 0; y < bmp.Height; y++)
{
if (isT(x,y ))
{ }
else
{
int maxY = 0, maxX = 0, minX = 9999, minY = 9999;
StartQie(x,y,ref minX,ref maxX,ref minY,ref maxY);
if (maxY != 0)
{
JianQie(minX, maxX, minY, maxY);
}
}
}
}
}

StartQie是一个递归函数,目的查找与当前像素相连并且非透明的像素,判断她的位置是否比当前的范围要大,是则更新当前最大范围.

最后切割图片的大小就是最大范围的大小.

    void StartQie(int x2, int y2 , ref int minX,ref int maxX, ref int minY,ref int maxY)
{
List<Point> ps = new List<Point>();
Find(x2, y2,ref ps); foreach (var a in ps)
{
if (a.X < minX) minX = a.X;
if (a.Y < minY) minY = a.Y;
if (a.X > maxX) maxX = a.X;
if (a.Y > maxY) maxY = a.Y;
}
//return;
for (int x = minX; x <= maxX; x++)
{
for (int y = minY; y <=maxY; y++)
{
if (Conten(ps, x, y)) continue;
if (isT(x, y) == false)
{
StartQie(x2, y2, ref minX, ref maxX, ref minY, ref maxY);
}
}
} }
  //这个函数用来切割图片,根据给定范围,从母图上切出子图并保存本地.

 void JianQie(int minX, int maxX,int minY,  int maxY)
{
i++;
var w = maxX - minX;
var h = maxY - minY;
var img = new Bitmap(w,h);
Graphics g = Graphics.FromImage(img);
g.PageUnit = GraphicsUnit.Pixel;
g.DrawImage(bmp, new RectangleF(0, 0, w, h), new RectangleF(minX, minY, w, h), GraphicsUnit.Pixel);
img.Save(bp+"/"+ i + ".png",
System.Drawing.Imaging.ImageFormat.Png);
for (int x = minX; x <= maxX; x++)
{
for (int y = minY; y <= maxY; y++)
{
bmp.SetPixel(x,y,Color.Transparent);
}
}
}

这是最后一个比较重要的函数,定义8个方向,Find方法用于根据8个方向查找相连且不透明的像素,找到就加入List中.

  int[,] csz = new int[8, 2] { { 0, 1 }, { 0, -1 }, { -1, 0 }, { 1, 0 }, { 1, 1 }, { 1, -1 }, { -1, -1 }, { -1, 1 } };

        void Find(int x,int y ,ref List<Point> ps){

            for (int i = 0; i < 8; i++)
{
int zy = csz[i, 0];
int sx = csz[i, 1];
var nx=x+1*zy;
var ny=y+1*sx;
if (Conten(ps,nx,ny)==false && nx > -1 && nx < bmp.Width && ny > -1 && ny < bmp.Height && isT(nx, ny)==false)
{
ps.Add(new Point(nx,ny));
Find(nx, ny ,ref ps);
}
}
}

小软件,有时候却很有用.目前不足是:不能自动识别小元素,这个其实很好解决,但当时目的已经基本实现便没有多花时间来解决这个问题.

切出来的图:

aaarticlea/png;base64,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" alt="" />