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**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
原理介绍：将两种不同效果的图片放在相同的位置，改变上面的图片的透明度，就能实现了。
布局文件：
<RelativeLayout ="http://schemas.android.com/apk/res/android" ="http://schemas.android.com/tools" android:layout_width="match_parent" android:layout_height="match_parent" android:paddingLeft="@dimen/activity_horizontal_margin" android:paddingRight="@dimen/activity_horizontal_margin" android:paddingTop="@dimen/activity_vertical_margin" android:paddingBottom="@dimen/activity_vertical_margin" tools:context=".MainActivity"> <ImageView android:layout_width="wrap_content" android:layout_height="wrap_content" android:layout_centerInParent="true" android:id="@+id/iv_bottom" /> <ImageView android:layout_width="wrap_content" android:layout_height="wrap_content" android:layout_centerInParent="true" android:id="@+id/iv_top" /></RelativeLayout>
MainActivity
package cn.seanlou.stripclothes;import android.app.Activity;import android.graphics.Bitmap;import android.graphics.BitmapFactory;import android.graphics.Canvas;import android.graphics.Color;import android.os.Bundle;import android.util.Log;import android.view.MotionEvent;import android.view.View;import android.widget.ImageView;public class MainActivity extends Activity { private ImageView ivBottom; private ImageView ivTop; private Bitmap imgBlank; @Override protected void onCreate(Bundle savedInstanceState) { super.onCreate(savedInstanceState); setContentView(R.layout.activity_main); findView(); init(); } /** * 初始化控件内容 */ private void init() { BitmapFactory.Options options = new BitmapFactory.Options(); options.inSampleSize = 1; //获取显示在上面的图片，BitmapFactory.decodeResource()方法获取到的图片编码是RGB格式的，需要转换成ARGB格式的。 Bitmap imgTop = BitmapFactory.decodeResource(getResources(), R.mipmap.g1_up, options); //获取显示在下面的图片。 Bitmap imgBottom = BitmapFactory.decodeResource(getResources(), R.mipmap.g1_back, options); //创建一个显示在上面的图片imgTop大小的空白Bitmap图片，图片格式设置成ARGB格式的。 imgBlank = Bitmap.createBitmap(imgTop.getWidth(), imgTop.getHeight(), Bitmap.Config.ARGB_4444); //将imgBlank创建为画布。 Canvas canvas = new Canvas(imgBlank); //将imgTop画在画布上 canvas.drawBitmap(imgTop, 0, 0, null); ivTop.setImageBitmap(imgBlank); ivBottom.setImageBitmap(imgBottom); ivTop.setOnTouchListener(new MyOnTouchListener()); } private void findView() { ivTop = (ImageView) findViewById(R.id.iv_top); ivBottom = (ImageView) findViewById(R.id.iv_bottom); } private class MyOnTouchListener implements View.OnTouchListener { @Override public boolean onTouch(View v, MotionEvent event) { if (event.getAction() == MotionEvent.ACTION_MOVE) { int x = (int) event.getX(); int y = (int) event.getY(); Log.i("location", "当前位置 x:" + x + ",y:" + y); for (int i = x - 20; i < x + 20; i++) { for (int j = y - 20; j < y + 20; j++) { //处理图片边界问题 if (i >= 0 && i < imgBlank.getWidth() && j >= 0 && j < imgBlank.getHeight()) { //设置当前点为透明 imgBlank.setPixel(i, j, Color.TRANSPARENT); } } } //显示图片 ivTop.setImageBitmap(imgBlank); } return true; } }}
原标题：Android中bitmap图片透明度的处理（以撕美女衣服为例）
关键词：Android
我知道了 