Android Canvas的save(),saveLayer()和restore()浅谈

save()  saveLayer()  restore()

1.在自定义控件当中你onMeasure和onLayout的工作做完成以后就该绘制该控件了，有时候需要自己在控件上添加一些修饰来满足需求

复写onDraw(Canvas canvas),其中Canvas就像是一块画布，你自定义控件的样式就是在它上面完成的 。

Canvas ，Paint等基本概念就不赘述了。

2. 下面就直接用demo来解释标题列出的方法先介绍save()和

必须了解的相关知识：http://www.cnblogs.com/liangstudyhome/p/4126002.html

save() : 用来保存Canvas的状态,save()方法之后的代码，可以调用Canvas的平移、放缩、旋转、裁剪等操作！

restore() ：用来恢复Canvas之前保存的状态(可以想成是保存坐标轴的状态),防止save()方法代码之后对Canvas执行的操作，继续对后续的绘制会产生影响，通过该方法可以避免连带的影响

通过一个例子说明一下：

例如：我们想在画布上绘制一个向右的三角箭头，当然，我们可以直接绘制，另外，我们也可以先把画布旋转90°，画一个向上的箭头，然后再旋转回来（这种旋转操作对于画圆周上的标记非常有用），最后，我们在右下角绘一个20像素的圆！

网上对这个问题的解决说是旋转回来，我的感觉其实save()保存的就是Canvas中坐标轴的状态。

MyView：

 public class MyView extends View {

     public final static String TAG = "Example";

     private Paint mPaint = null;

     public MyView(Context context) {

         super(context);

         mPaint = new Paint();

     }

     public MyView(Context context, AttributeSet attrs) {

         super(context, attrs);

     }

     public MyView(Context context, AttributeSet attrs, int defStyle) {

         super(context, attrs, defStyle);

     }

     @Override

     protected void onDraw(Canvas canvas) {

         super.onDraw(canvas);

         Paint background = new Paint();

         Paint line = new Paint();

         line.setStrokeWidth(4);

         background.setColor(Color.GRAY);

         line.setColor(Color.RED);

         int px = 500;

         int py = 500;

         canvas.drawRect(0, 0, px, py, background);

         canvas.save();

         canvas.rotate(90, px / 2, py / 2);

         // 画一个向上的箭头

         canvas.drawLine(px / 2, 0, 0, py / 2, line); // 左边的斜杠

         canvas.drawLine(px / 2, 0, px, py / 2, line);// 右边的斜杠

         canvas.drawLine(px / 2, 0, px / 2, py, line);// 垂直的竖杠

         canvas.restore();

         canvas.drawCircle(px - 100, py - 100, 50, line);

     }

 }

运行后的效果是：

aaarticlea/png;base64,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" alt="" width="335" height="596" />

将canvas.save()和canvas.restore()这两行代码注释掉以后运行的效果是:

aaarticlea/png;base64,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" alt="" width="364" height="648" />

为什么有这种差异出现呢？

在 canvas.save()之前，Canvas的坐标轴是：

aaarticlea/png;base64,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" alt="" width="344" height="254" />

save()之后就是把这种状态的坐标轴状态保存了下来，

canvas.rotate(90, px / 2, py / 2)围着圆心旋转之后，坐标轴变成：

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

 canvas.drawLine(px / 2, 0, 0, py / 2, line); // 左边的斜杠

 canvas.drawLine(px / 2, 0, px, py / 2, line);// 右边的斜杠

 canvas.drawLine(px / 2, 0, px / 2, py, line);// 垂直的竖杠

这一些列画图操作时在变换后的坐标轴上画出来的，所以是一个往右方向的箭头。

当调用canvas.restore()后坐标轴恢复到canvas.save()之前的状态。所以canvas.drawCircle(px - 100, py - 100, 50, line)参考的坐标轴是cnavas.save()之前的坐标轴。

这样也就能说通为什么不用Canvas.save()和用Canvas.save()圆圈位置为什么不相同的原因了。

saveLayer

Canvas 在一般的情况下可以看作是一张画布，所有的绘图操作如drawBitmap,
drawCircle都发生在这张画布上，这张画板还定义了一些属性比如Matrix，颜色等等。但是如果需要实现一些相对复杂的绘图操作，比如多层动
画，地图（地图可以有多个地图层叠加而成，比如：政区层，道路层，兴趣点层）。Canvas提供了图层（Layer）支持，缺省情况可以看作是只有一个图
层Layer。如果需要按层次来绘图，Android的Canvas可以使用SaveLayerXXX, Restore
来创建一些中间层，对于这些Layer是按照“栈结构“来管理的：

创建一个新的Layer到“栈”中，可以使用saveLayer, savaLayerAlpha,
从“栈”中推出一个Layer，可以使用restore,restoreToCount。但Layer入栈时，后续的DrawXXX操作都发生在这个
Layer上，而Layer退栈时，就会把本层绘制的图像“绘制”到上层或是Canvas上，在复制Layer到Canvas上时，可以指定Layer的
透明度(Layer），这是在创建Layer时指定的：public int saveLayerAlpha(RectF bounds,
int alpha, int saveFlags)本例Layers
介绍了图层的基本用法：Canvas可以看做是由两个图层（Layer）构成的，为了更好的说明问题，我们将代码稍微修改一下，缺省图层绘制一个红色的
圆，在新的图层画一个蓝色的圆，新图层的透明度为0×88。

 public class Layers extends Activity {

     @Override

     protected void onCreate(Bundle savedInstanceState) {

         super.onCreate(savedInstanceState);

         setContentView(new SampleView(this));

     }

     private static class SampleView extends View {

         private static final int LAYER_FLAGS = Canvas.MATRIX_SAVE_FLAG | Canvas.CLIP_SAVE_FLAG

                 | Canvas.HAS_ALPHA_LAYER_SAVE_FLAG | Canvas.FULL_COLOR_LAYER_SAVE_FLAG

                 | Canvas.CLIP_TO_LAYER_SAVE_FLAG;

         private Paint mPaint;

         public SampleView(Context context) {

             super(context);

             setFocusable(true);

             mPaint = new Paint();

             mPaint.setAntiAlias(true);

         }

         @Override

         protected void onDraw(Canvas canvas) {

             canvas.drawColor(Color.WHITE);

             canvas.translate(10, 10);

             mPaint.setColor(Color.RED);

             canvas.drawCircle(75, 75, 75, mPaint);

             canvas.saveLayerAlpha(0, 0, 200, 200, 0x88, LAYER_FLAGS);

             mPaint.setColor(Color.BLUE);

             canvas.drawCircle(125, 125, 75, mPaint);

             canvas.restore();

          }

     }

 }

分析:canvas.saveLayerAlpha(0, 0, 200, 200, 0x88, LAYER_FLAGS)将一个layer推入栈中，后续的

 mPaint.setColor(Color.BLUE);

 canvas.drawCircle(125, 125, 75, mPaint);

画一个蓝色圆是在这个layer中画的，和之前画红色圆的不是同一个layer层。

在canvas.restore()被保存的layer就在红色圆layer上面了。

效果图是：

aaarticlea/png;base64,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" alt="" width="346" height="615" />

demo下载