Android控件FlowLikeView实现点赞动画

private AnimatorSet generateEnterAnimation(View target) {
 ObjectAnimator alpha = ObjectAnimator.ofFloat(target, "alpha", 0.2f, 1f);
 ObjectAnimator scaleX = ObjectAnimator.ofFloat(target, "scaleX", 0.5f, 1f);
 ObjectAnimator scaleY = ObjectAnimator.ofFloat(target, "scaleY", 0.5f, 1f);
 AnimatorSet enterAnimation = new AnimatorSet();
 enterAnimation.playTogether(alpha, scaleX, scaleY);
 enterAnimation.setDuration(150);
 enterAnimation.setTarget(target);
 return enterAnimation;
}

private ValueAnimator generateCurveAnimation(View target) {
 CurveEvaluator evaluator = new CurveEvaluator(generateCTRLPointF(1), generateCTRLPointF(2));
 ValueAnimator valueAnimator = ValueAnimator.ofObject(evaluator,
   new PointF((mViewWidth - mPicWidth) / 2, mViewHeight - mChildViewHeight - mPicHeight),
   new PointF((mViewWidth) / 2 + (mRandom.nextBoolean() ? 1 : -1) * mRandom.nextInt(100), 0));
 valueAnimator.setDuration(3000);
 valueAnimator.addUpdateListener(new CurveUpdateLister(target));
 valueAnimator.setTarget(target);

 return valueAnimator;
}

private class CurveEvaluator implements TypeEvaluator<PointF> {

 // 由于这里使用的是三阶的贝塞儿曲线, 所以我们要定义两个控制点
 private PointF ctrlPointF1;
 private PointF ctrlPointF2;

 public CurveEvaluator(PointF ctrlPointF1, PointF ctrlPointF2) {
  this.ctrlPointF1 = ctrlPointF1;
  this.ctrlPointF2 = ctrlPointF2;
 }

 @Override
 public PointF evaluate(float fraction, PointF startValue, PointF endValue) {

  // 这里运用了三阶贝塞儿曲线的公式，参照上面公式
  float leftTime = 1.0f - fraction;
  PointF resultPointF = new PointF();

  // 三阶贝塞儿曲线
  resultPointF.x = (float) Math.pow(leftTime, 3) * startValue.x
    + 3 * (float) Math.pow(leftTime, 2) * fraction * ctrlPointF1.x
    + 3 * leftTime * (float) Math.pow(fraction, 2) * ctrlPointF2.x
    + (float) Math.pow(fraction, 3) * endValue.x;
  resultPointF.y = (float) Math.pow(leftTime, 3) * startValue.y
    + 3 * (float) Math.pow(leftTime, 2) * fraction * ctrlPointF1.y
    + 3 * leftTime * fraction * fraction * ctrlPointF2.y
    + (float) Math.pow(fraction, 3) * endValue.y;

  // 二阶贝塞儿曲线，具体公式请上网查阅
//   resultPointF.x = (float) Math.pow(leftTime, 2) * startValue.x + 2 * fraction * leftTime * ctrlPointF1.x
//     + ((float) Math.pow(fraction, 2)) * endValue.x;
//   resultPointF.y = (float) Math.pow(leftTime, 2) * startValue.y + 2 * fraction * leftTime * ctrlPointF1.y
//     + ((float) Math.pow(fraction, 2)) * endValue.y;

  return resultPointF;
 }
}

<com.anenn.flowlikeviewlib.FlowLikeView
  android:id="@+id/flowLikeView"
  android:layout_width="75dp"
  android:layout_height="200dp">

  <TextView
   android:layout_width="wrap_content"
   android:layout_height="wrap_content"
   android:layout_alignParentBottom="true"
   android:layout_centerHorizontal="true"
   android:background="@android:color/transparent"
   android:includeFontPadding="false"
   android:onClick="addLikeView"
   android:text="Like"
   android:textColor="#0099cc"
   android:textSize="18sp"
   android:textStyle="bold" />
 </com.anenn.flowlikeviewlib.FlowLikeView>