android Scroller类的理解

Scroller

一个特例：

**点击Button后可能View没有移动，要关闭硬件加速，这段代码中int detalX = (int) (event.getX() - downX)要更正。

demo下载

 //执行beginScroll() 方法，第一个子View将会滑动到制定位置
 //若用手指在MyViewGroup上滑动，子View根据手指滑动的距离来滑动相应的距离
 //以为scrollTo , scrollBy 移动的是子View,所以在第一个子View上面包裹了一个
 //父View Linearlayout，以便执行scrollTo 的时候不是将第一个子view里面的内容移动，而是
 //将第一个子View进行移动
 public class MyViewGroup extends LinearLayout {

     private boolean s1 = true;
     Scroller scroller = null;
     private int downX, downY;
     private View oneView;

     public MyViewGroup(Context context, AttributeSet attrs) {
         super(context, attrs);
         scroller = new Scroller(context);
         setOrientation(LinearLayout.VERTICAL);
     }

     /**
      * onTouch , invalidate(), postInvalidate()都会触发computeScroll()方法
      * Scroller的startScroll要执行出动画效果是要依靠computeScroll()方法的，
      * 在该方法中调用Scroller.computeScrollOffset()来判断Scroller滑动完成没有
      * 若没有滑动完成继续执行computeScroll()，在computeScroll()执行postInvalidate()
      * 来循环调用computeScroll(),就形成了滑动动画效果了。
      * 说白了Scroller只是记录了滑动信息，并不是它执行了滑动,正真的滑动效果是在computeScroll()执行的
      * ，通过scroller.getCurrX()来获取当前滑动的值，用这个值来进行自己想达到的效果
      */
     @Override
     public void computeScroll() {

         if (scroller.computeScrollOffset()) {
             oneView.scrollTo(scroller.getCurrX(), 0);
             postInvalidate();
         }

     }

     @Override
     protected void onMeasure(int widthMeasureSpec, int heightMeasureSpec) {
         super.onMeasure(widthMeasureSpec, heightMeasureSpec);
         oneView = getChildAt(0);
     }

     public void beginScroll() {
         if (!s1) {
             scroller.startScroll(0, 0, 0, 0, 1000);
             s1 = true;
         } else {
             scroller.startScroll(0, 0, -500, 0, 1000);
             s1 = false;
         }
         postInvalidate();

     }

     @Override
     public boolean onTouchEvent(MotionEvent event) {

         switch (event.getAction()) {
         case MotionEvent.ACTION_DOWN:
             System.out.println("MotionEvent.ACTION_DOWN");
             requestDisallowInterceptTouchEvent(true);
             downX = (int) event.getX();
             downY = (int) event.getY();
             return true;
         case MotionEvent.ACTION_MOVE:
             System.out.println("MotionEvent.ACTION_MOVE");
             int detalX = (int) (event.getY() - downY);
             oneView.scrollTo(detalX, 0);
             break;
         case MotionEvent.ACTION_UP:
             System.out.println("当会不会执行");
             break;
         }

         // 将事件交给自定义的MyViewGroup处理 ，
         // 如果返回false或者super.onTouch(event)则直接返回到顶端View去了
         // 自定义的MyViewGroup的后续事件也就不会执行了.
         return super.onTouchEvent(event);
     }
 }

1.在android 当中实现滑动功能的时候往往是要用来Scroller这个类的，但这个类的运行方式很特别，它不是直接和要滚动view绑定在一起的，而是通过子view和父view这层关系来发挥作用的

1、button点击不能移动，这是因为android 4.0默认打开了硬件加速，如果想让button移动，请在AndroidManifest的Application标签或者activity标签中加 入：android:hardwareAccelerated="false"

来看看api是怎么说Scroller的：

This class encapsulates scrolling. The duration of the scroll can be passed in the constructor and specifies the maximum time that the scrolling animation should take. Past this time,

the scrolling is automatically moved to its final stage and computeScrollOffset() will always return false to indicate that scrolling is over

其中包含的一些方法：

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" alt="" width="708" height="676" />

主要用到的方法是:

computeScrollOffset():当view在滚动的时候返回的是true,滚动完成后返回的是false, 就是通过这个方法来判断view的滚动是否完成的


还有一些就是用于获取当前滚动view的x 和 y的坐标的

startScroll((int startX, int startY, int dx, int dy, int duration):设定view的滚动参数，

startX : X 的起始位置。

startY : Y 的起始位置。

dx : 水平偏移距离

dy : 垂直偏移距离

duration : 到达指定距离所需要的时间

3.要想利用Scroller这个类就必须要了解的一个重要方法：

1）.computeScroll()

  /**
  * Called by a parent to request that a child update its values for mScrollX
  * and mScrollY if necessary. This will typically be done if the child is
  * animating a scroll using a {@link android.widget.Scroller Scroller}
  * object.
  */
 public void computeScroll()
 {
 }  

这是一个空函数，就需要我们去实现它，对它的实现就设定了对view的怎样滚动进行实现。

还有个android源代码中的方法：

2).dispatchDraw()

 @Override
 protected void dispatchDraw(Canvas canvas) {  

             for (int i = 0; i < count; i++) {
             final View child = children[i];
             if ((child.mViewFlags & VISIBILITY_MASK) == VISIBLE || child.getAnimation() != null)  

             {
                 more |= drawChild(canvas, child, drawingTime);
             }  

从这段代码可以知道，父view会调用drawChild对每个子view进行绘制。
在下面的例子中， ContentLinearLayout的孩子有2个，是2个MyLinearLayout类型的实例
3).drawChild对子view进行绘制

 protected boolean drawChild(Canvas canvas, View child, long drawingTime) {  

             ................  

             ................  

            child.computeScroll();  

             ................  

             ................  

 }  

在父容器重画自己的孩子时，它会调用孩子的 computScroll方法，也就是说例程中的ContentLinearLayout在调用dispatchDraw（）函数时会调用 MyLinearLayout的computeScroll方法。

这个computeScroll（）函数正是我们大展身手的地方，在这个函数里我们可以去取得事先设置好的成员变量mScroller中的位置信息、速度信息等等，用这些参数来做我们想做的事情。

4.下面就通过一个例子来说讲解Scroller:

 public class MainActivity extends Activity {

     LinearLayout lay1, lay2, lay0, lay3, lay4;
     private Scroller mScroller;

     @Override
     public void onCreate(Bundle savedInstanceState) {
         super.onCreate(savedInstanceState);
         mScroller = new Scroller(this);
         lay1 = new MyLinearLayout(this);
         lay2 = new MyLinearLayout(this);

         lay1.setBackgroundColor(this.getResources().getColor(
                 android.R.color.darker_gray));
         lay2.setBackgroundColor(this.getResources().getColor(
                 android.R.color.white));
         lay0 = new ContentLinearLayout(this);
         lay0.setOrientation(LinearLayout.VERTICAL);
         LinearLayout.LayoutParams p0 = new LinearLayout.LayoutParams(
                 LinearLayout.LayoutParams.MATCH_PARENT,
                 LinearLayout.LayoutParams.MATCH_PARENT);
         this.setContentView(lay0, p0);

         LinearLayout.LayoutParams p1 = new LinearLayout.LayoutParams(
                 LinearLayout.LayoutParams.MATCH_PARENT,
                 LinearLayout.LayoutParams.MATCH_PARENT);
         p1.weight = 1;
         lay0.addView(lay1, p1);
         LinearLayout.LayoutParams p2 = new LinearLayout.LayoutParams(
                 LinearLayout.LayoutParams.MATCH_PARENT,
                 LinearLayout.LayoutParams.MATCH_PARENT);
         p2.weight = 1;
         lay0.addView(lay2, p2);
         MyButton btn1 = new MyButton(this);
         MyButton btn2 = new MyButton(this);
         MyButton btn3 = new MyButton(this);
         btn1.setText("btn in layout1");
         btn2.setText("btn in layout2");
         btn3.setText("btn in layout3");

         btn1.setOnClickListener(new OnClickListener() {
             @Override
             public void onClick(View v) {
                 mScroller.startScroll(0, 0, -30, -30, 50);
             }
         });
         btn2.setOnClickListener(new OnClickListener() {
             @Override
             public void onClick(View v) {
                 mScroller.startScroll(20, 20, -500, -500, 500);
             }
         });
         lay1.addView(btn1);
         lay1.addView(btn3);
         lay2.addView(btn2);
     }

     class MyButton extends Button {
         public MyButton(Context ctx) {
             super(ctx);
         }

         @Override
         protected void onDraw(Canvas canvas) {
             super.onDraw(canvas);
             System.out.println("MyButton ====" + this.toString()
                     + " onDraw------");

         }
     }

     class MyLinearLayout extends LinearLayout {
         public MyLinearLayout(Context ctx) {
             super(ctx);
         }

         @Override
         /**
          * Called by a parent to request that a child update its values for mScrollX
          * and mScrollY if necessary. This will typically be done if the child is
          * animating a scroll using a {@link android.widget.Scroller Scroller}
          * object.
          */
         public void computeScroll() {

             System.out.println(this.toString() + " computeScroll-----------");

             if (mScroller.computeScrollOffset())// 如果mScroller没有调用startScroll，这里将会返回false。
             {
                 // 因为调用computeScroll函数的是MyLinearLayout实例，
                 // 所以调用scrollTo移动的将是该实例的孩子，也就是MyButton实例
                 scrollTo(mScroller.getCurrX(), 0); // 意思是儿子的view的怎么变化去找老子computeScroll函数里面的设置
                 System.out.println("getCurrX = " + mScroller.getCurrX());

                 // 当点击lay1中的btn in layout1就会通知系统重绘制，点击btn in layout3的时候就只绘制一次的
                 getChildAt(0).invalidate();
             }
         }
     }

     class ContentLinearLayout extends LinearLayout {
         public ContentLinearLayout(Context ctx) {
             super(ctx);
         }

         public void computeScroll() {
             System.out.println("ContentLinearLayout中的"
                     + " computeScroll-----------");
         }

         @Override
         protected void dispatchDraw(Canvas canvas) {
             System.out.println("contentview dispatchDraw");
             super.dispatchDraw(canvas);
         }

     }

 }

运行后UI 的效果是：

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" alt="" width="480" height="852" />

5.现在就分别对Button进行点击，来进行说明：

　　1).当点击btn in layout1的时候

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alt="" width="908" height="505" />

　　2)当点击btn in layout2的时候（太多了就截取了一部分）

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" alt="" width="826" height="296" />

　　3)当点击btn in layout3的时候：

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" alt="" width="800" height="310" />

现在对上面的结果进行一下分析：当btn in layout1的时候首先是调用ContentLinearLayout里面computScroll，然后再调用ConentLinearLayout的dispatchDraw进行子View的

分发绘制。btn in layout1在lay1中则调用lay1中的computScroll方法，调用完这个方法后继而执行在lay1中子view的onDraw进行绘制。 因为lay1的computScroll里面的getChildAt(0).invalidate();   让点击btn in layout1时候通知系统重绘制，而点击btn in layout3的时候没哟通知系统重绘制，所以从上面点击显示结果中btn in layout3的结果比btn in layout1的结果少很多。点击btn in layout2的理解和上面是一样的

引用别人的一段话：

既然重绘请求已发出了，那么整个View系统就会来一次自上而下的绘制了，首先输出的Log 就是“contentview dispatchDraw”了，它将绘制需要重绘的孩子（lay1和lay2中的一个）,接着会调用drawChild，使得computeScroll 函数被触发（drawChild里面会调用child.computeScroll()）,于是，lay1或者lay2就会以mScroller的位置信 息为依据来调用scrollTo了，它的孩子btn1或者btn2就会被移动了。之后又调用了getChildAt(0).invalidate()，这 将导致系统不断重绘，直到startScroll中设置的时间耗尽mScroller.computeScrollOffset()返回false才停下

如果你想控制lay1和lay2的移动可以在ContentLinearout的computScroll中利用scrollTo()进行移动

思想总结：1.绘制是至上而下的 2.要移动子View就要在父view的computScroll中写方法。

代码下载：代码

下面内容的参考地址：

http://www.w3c.com.cn/%E5%9B%BE%E8%A7%A3android-view%E7%9A%84scrolltoscrollbygetscrollx-getscrolly

Android系统手机屏幕的左上角为坐标系，同时y轴方向与笛卡尔坐标系的y轴方向想反。通过提供的api如getLeftgetTopgetBottomgetRight可以获得控件在parent中的相对位置。同时，也可以获得控件在屏幕中的绝对位置，详细用法可参考android应用程序中获取view的位置

当我们 编写一些自定义的滑动控件时，会用到一些api如scrollTo(),scrollBy(),getScrollX(), getScrollY()。由于常常会对函数getScrollX(), getScrollY()返回的值的含义产生混淆，尤其是正负关系，因此本文将使用几幅图来对这些函数进行讲解以方便大家记忆。

注意：调用View的scrollTo()和scrollBy()是用于滑动View中的内容，而不是把某个View的位置进行改变。如果想改变莫个View在屏幕中的位置，可以使用如下的方法。

调用public void offsetLeftAndRight(int offset)用于左右移动方法或public void offsetTopAndBottom(int offset)用于上下移动。

如：button.offsetLeftAndRignt(300)表示将button控件向左移动300个像素。

scrollTo(int x, int y) 是将View中内容滑动到相应的位置，参考的坐标系原点为parent View的左上角。

调用scrollTo(100, 0)表示将View中的内容移动到x = 100， y = 0的位置，如下图所示。注意，图中黄色矩形区域表示的是一个parent View，绿色虚线矩形为parent view中的内容。一般情况下两者的大小一致，本文为了显示方便，将虚线框画小了一点。图中的黄色区域的位置始终不变，发生位置变化的是显示的内容。

同理，scrollTo(0, 100)的效果如下图所示：

scrollTo(100, 100)的效果图如下：

若函数中参数为负值，则子View的移动方向将相反。

scrollBy(int x, int y)其实是对scrollTo的包装，移动的是相当位置。 scrollTo(int x, int y)的源码和scrollBy(int x, int y)源码如下所示.

      /**
     * Move the scrolled position of your view. This will cause a call to
     * {@link #onScrollChanged(int, int, int, int)} and the view will be
     * invalidated.
     * @param x the amount of pixels to scroll by horizontally<pre name="code" class="java"> /**
     * Set the scrolled position of your view. This will cause a call to
     * {@link #onScrollChanged(int, int, int, int)} and the view will be
     * invalidated.
     * @param x the x position to scroll to
     * @param y the y position to scroll to
     */
     public void scrollTo(int x, int y) {
     if (mScrollX != x || mScrollY != y) {
     int oldX = mScrollX;
     int oldY = mScrollY;
     mScrollX = x;
     mScrollY = y;
     invalidateParentCaches();
     onScrollChanged(mScrollX, mScrollY, oldX, oldY);
     if (!awakenScrollBars()) {
     postInvalidateOnAnimation();
     }
     }
     }

     /* @param y the amount of pixels to scroll by vertically */
     public void scrollBy(int x, int y) { scrollTo(mScrollX + x, mScrollY + y); }

可见，mScrollX和mScrollY是View类中专门用于记录滑动位置的变量。这两个函数最终调用onScrollChanged()函数，感兴趣者可以参考他们的源代码。

理解了scrollTo(int x, int y)和scrollBy(int x, int y)的用法，就不难理解getScrollX() 和getScrollY()。这两个函数的源码如下所示：

      /**
     * Return the scrolled left position of this view. This is the left edge of
     * the displayed part of your view. You do not need to draw any pixels
     * farther left, since those are outside of the frame of your view on
     * screen.
     *
     * @return The left edge of the displayed part of your view, in pixels.
     */
     public final int getScrollX() {
     return mScrollX;
     }

     /**
     * Return the scrolled top position of this view. This is the top edge of
     * the displayed part of your view. You do not need to draw any pixels above
     * it, since those are outside of the frame of your view on screen.
     *
     * @return The top edge of the displayed part of your view, in pixels.
     */
     public final int getScrollY() {
     return mScrollY;
     }

1、之前有朋友反馈button点击不能移动，这是因为android 4.0默认打开了硬件加速，如果想让button移动，请在AndroidManifest的Application标签或者activity标签中加 入：android:hardwareAccelerated="false"

//执行beginScroll() 方法，第一个子View将会滑动到制定位置
//若用手指在MyViewGroup上滑动，子View根据手指滑动的距离来滑动相应的距离
//以为scrollTo , scrollBy 移动的是子View,所以在第一个子View上面包裹了一个
//父View Linearlayout，以便执行scrollTo 的时候不是将第一个子view里面的内容移动，而是
//将第一个子View进行移动
public class MyViewGroup extends LinearLayout {

private boolean s1 = true;
    Scroller scroller = null;
    private int downX, downY;
    private View oneView;

public MyViewGroup(Context context, AttributeSet attrs) {
        super(context, attrs);
        scroller = new Scroller(context);
        setOrientation(LinearLayout.VERTICAL);
    }

/**
     * onTouch , invalidate(), postInvalidate()都会触发computeScroll()方法
     * Scroller的startScroll要执行出动画效果是要依靠computeScroll()方法的，
     * 在该方法中调用Scroller.computeScrollOffset()来判断Scroller滑动完成没有
     * 若没有滑动完成继续执行computeScroll()，在computeScroll()执行postInvalidate()
     * 来循环调用computeScroll(),就形成了滑动动画效果了。
     * 说白了Scroller只是记录了滑动信息，并不是它执行了滑动,正真的滑动效果是在computeScroll()执行的
     * ，通过scroller.getCurrX()来获取当前滑动的值，用这个值来进行自己想达到的效果
     */
    @Override
    public void computeScroll() {

if (scroller.computeScrollOffset()) {
            oneView.scrollTo(scroller.getCurrX(), 0);
            postInvalidate();
        }

}

@Override
    protected void onMeasure(int widthMeasureSpec, int heightMeasureSpec) {
        super.onMeasure(widthMeasureSpec, heightMeasureSpec);
        oneView = getChildAt(0);
    }

public void beginScroll() {
        if (!s1) {
            scroller.startScroll(0, 0, 0, 0, 1000);
            s1 = true;
        } else {
            scroller.startScroll(0, 0, -500, 0, 1000);
            s1 = false;
        }
        postInvalidate();

}

@Override
    public boolean onTouchEvent(MotionEvent event) {

switch (event.getAction()) {
        case MotionEvent.ACTION_DOWN:
            System.out.println("MotionEvent.ACTION_DOWN");
            requestDisallowInterceptTouchEvent(true);
            downX = (int) event.getX();
            downY = (int) event.getY();
            return true;
        case MotionEvent.ACTION_MOVE:
            System.out.println("MotionEvent.ACTION_MOVE");
            int detalX = (int) (event.getY() - downY);
            oneView.scrollTo(detalX, 0);
            break;
        case MotionEvent.ACTION_UP:
            System.out.println("当会不会执行");
            break;
        }

// 将事件交给自定义的MyViewGroup处理 ，
        // 如果返回false或者super.onTouch(event)则直接返回到顶端View去了
        // 自定义的MyViewGroup的后续事件也就不会执行了.
        return super.onTouchEvent(event);
    }
}