在学自定义控件下拉刷新这一案例，控制ListView头条目和尾条目的显示隐藏时，就是设置其padding值的正负控制其的显示与隐藏。这并不是什么很大的知识点。只是一个小技巧，这里给大家分享一下。
这一使用，是否有限制：没有限制，针对View都是适用的。
在我的案例中，我分别使用了TextView、ImageView和LinearLayout作为显示隐藏的对象，成功控制其显示与隐藏。案例中使用paddingTop控制向上的隐藏与显示，当然你也可以使用另外三个，控制不同方向的显示与隐藏。
简单说一下View消失的原因：在初始显示的View，其四个边就是设置padding的参考线，设置值，会在参考线的基础上移动。例如paddingTop为正值时，参考上边，向下移动。为负值时，参考上边，向上移动。当移动过程中，也到其他的VIew就会被盖住。并没有消失。只是看不见了。
这是我的代码：
MainActivity:
package com.aimqq.showhide; import android.os.AsyncTask;
import android.os.Bundle;
import android.os.Handler;
import android.os.SystemClock;
import android.app.Activity;
import android.view.MotionEvent;
import android.view.View;
import android.view.View.OnTouchListener;
import android.widget.ImageView;
import android.widget.LinearLayout;
import android.widget.RelativeLayout;
import android.widget.TextView; public class MainActivity extends Activity { private static final Integer HIDE = 1001;
private static final Integer SHOW = 1002;
private TextView content;
private int height;
boolean isStop;
private MyAsyncTask task;
private ImageView ic;
private int height2;
private LinearLayout lay;
private int height3; @Override
protected void onCreate(Bundle savedInstanceState) {
super.onCreate(savedInstanceState);
setContentView(R.layout.activity_main);
content = (TextView) findViewById(R.id.tv_content);
ic = (ImageView) findViewById(R.id.iv_ic);
lay = (LinearLayout) findViewById(R.id.ll_lay);
// content.measure(0, 0);
// height = content.getMeasuredHeight();
// ic.measure(0, 0);
// height2 = ic.getMeasuredHeight();
lay.measure(0, 0);
height3 = lay.getMeasuredHeight();
} public void show(View v) {
stopPreTask();
task = new MyAsyncTask();
isStop = false;
task.execute(-height3, 0, SHOW);
} public void hide(View v) {
stopPreTask();
isStop = false;
task = new MyAsyncTask();
task.execute(0, height3, HIDE);
} private void stopPreTask() {
if (task != null) {
isStop = true;
}
task = null;
} public class MyAsyncTask extends AsyncTask<Integer, Integer, Void> { @Override
protected void onPreExecute() { } @Override
protected Void doInBackground(Integer... params) {
if (params[2] == HIDE) {
for (int i = params[0]; i <= params[1]; i++) {
if (isStop) {
break;
}
publishProgress(-i);
SystemClock.sleep(10);
}
} else if (params[2] == SHOW) {
for (int i = params[0]; i <= params[1]; i++) {
if (isStop) {
break;
}
publishProgress(i);
SystemClock.sleep(10);
}
}
return null;
} @Override
protected void onPostExecute(Void result) {
isStop = false;
} @Override
protected void onProgressUpdate(Integer... values) {
if (isStop) {
return;
}
lay.setPadding(0, values[0], 0, 0);
lay.invalidate();
} }
}
布局代码：
<RelativeLayout xmlns:android="http://schemas.android.com/apk/res/android"
xmlns:tools="http://schemas.android.com/tools"
android:layout_width="match_parent"
android:layout_height="match_parent" > <LinearLayout
android:id="@+id/ll_lay"
android:layout_width="match_parent"
android:layout_height="wrap_content"
android:layout_marginTop="45dp"
android:orientation="vertical" > <TextView
android:id="@+id/tv_content"
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:layout_gravity="center_horizontal"
android:text="看看我"
android:textColor="#ff0000"
android:textSize="25sp" /> <ImageView
android:id="@+id/iv_ic"
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:layout_gravity="center_horizontal"
android:src="@drawable/ic_launcher" />
</LinearLayout> <LinearLayout
android:layout_width="match_parent"
android:layout_height="wrap_content"
android:layout_centerInParent="true"
android:orientation="horizontal" > <Button
android:layout_width="0dp"
android:layout_height="wrap_content"
android:layout_weight="1"
android:onClick="show"
android:text="显示" /> <Button
android:layout_width="0dp"
android:layout_height="wrap_content"
android:layout_weight="1"
android:onClick="hide"
android:text="隐藏" />
</LinearLayout> </RelativeLayout>
效果图：
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" 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" 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