NineOldAndroid

1.首先上效果图：

左边这张是没有点击button的时候的效果，   右边这张是点击button 后是以该button为圆的展开5个button

aaarticlea/png;base64,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" alt="" width="279" height="497" />                              aaarticlea/png;base64,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" alt="" width="281" height="501" />

2.实现的思路是：

　　1)在FrameLayout中将6个Button进行重叠，然后将主Button显示在最上面，其他Button可以隐藏掉。

　　2)然后调用用NineOldAndroids来进行动画设置，在设置动画的时候要注意是以Button为中心的圆。所以要根据Button的位置来确定平移的x,y（处理的时候用到了三角函数）

3.在实现过程中遇到的一个问题：

　　　android AnimatorSet AnimationSet 的区别：

　　　　　简介: AnimatorSet 和 AnimationSet 都是动画集合。这里简单介绍下他们的异同，了解这些后在设计动画实现时才能得心应手。
　　　　　AnimationSet 我们最常用的是调用其 addAnimation 将一个个不一样的动画组织到一起来，然后调用view 的 startAnimation 方法触发这些动画执行。功能较弱不能做到把集合中的动画按一定顺序进行组织然后在执行的定制。

　　　　　AnimatorSet 我们最常用的是调用其play、before、with、after 等方法设置动画的执行顺序，然后调用其start 触发动画执行。

　　　　　AnimationSet 与 AnimatorSet 最大的不同在于，AnimationSet 使用的是 Animation 子类、AnimatorSet 使用的是 Animator 的子类。

　　　　　Animation 是针对视图外观的动画实现，动画被应用时外观改变但视图的触发点不会发生变化，还是在原来定义的位置。

　　　　　Animator  是针对视图属性的动画实现，动画被应用时对象属性产生变化，最终导致视图外观变化。

4.代码：

MianActivity

 public class MainActivity extends Activity implements OnClickListener {

     private Button main, one, two, three, four, five;

     private boolean isShow = false;

     @Override

     protected void onCreate(Bundle savedInstanceState) {

         super.onCreate(savedInstanceState);

         setContentView(R.layout.activity_main);

         initView();

     }

     private void initView() {

         main = (Button) findViewById(R.id.Main);

         one = (Button) findViewById(R.id.one);

         two = (Button) findViewById(R.id.two);

         three = (Button) findViewById(R.id.three);

         four = (Button) findViewById(R.id.four);

         five = (Button) findViewById(R.id.five);

         main.setOnClickListener(this);

         one.setOnClickListener(this);

         two.setOnClickListener(this);

         three.setOnClickListener(this);

         four.setOnClickListener(this);

         five.setOnClickListener(this);

     }

     @Override

     public void onClick(View v) {

         switch (v.getId()) {

         case R.id.Main:

             if (!isShow) {

                 isShow = true;

                 animationShow(one, 1, 5, 300);

                 animationShow(two, 2, 5, 300);

                 animationShow(three, 3, 5, 300);

                 animationShow(four, 4, 5, 300);

                 animationShow(five, 5, 5, 300);

             } else {

                 isShow = false;

                 animationHint(one, 1, 5, 300);

                 animationHint(two, 2, 5, 300);

                 animationHint(three, 3, 5, 300);

                 animationHint(four, 4, 5, 300);

                 animationHint(five, 5, 5, 300);

             }

             break;

         case R.id.one:

             Toast.makeText(MainActivity.this, "点击了" + one, Toast.LENGTH_SHORT)

                     .show();

             break;

         case R.id.two:

             Toast.makeText(MainActivity.this, "点击了" + two, Toast.LENGTH_SHORT)

                     .show();

             break;

         case R.id.three:

             Toast.makeText(MainActivity.this, "点击了" + three, Toast.LENGTH_SHORT)

                     .show();

             break;

         case R.id.four:

             Toast.makeText(MainActivity.this, "点击了" + four, Toast.LENGTH_SHORT)

                     .show();

             break;

         case R.id.five:

             Toast.makeText(MainActivity.this, "点击了" + five, Toast.LENGTH_SHORT)

                     .show();

             break;

         }

     }

     private void animationShow(View view, int index, int total, int radius) {

         if (view != null) {

             view.setVisibility(View.VISIBLE);

         }

         // 根据三角函数来获得view平移的x,和y

         double degree = index * Math.PI / (2 * total);

         int translateX = (int) ((int) radius * Math.sin(degree));

         int translateY = (int) ((int) radius * Math.cos(degree));

         AnimatorSet set = new AnimatorSet();

         set.playTogether(

                 ObjectAnimator.ofFloat(view, "translationX", 0, translateX),

                 ObjectAnimator.ofFloat(view, "translationY", 0, translateY),

                 ObjectAnimator.ofFloat(view, "scaleX", 0f, 1f),

                 ObjectAnimator.ofFloat(view, "scaleY", 0f, 1f),

                 ObjectAnimator.ofFloat(view, "alpha", 0f, 1f));

         set.start();

     }

     private void animationHint(View view, int index, int total, int radius) {

         if (view != null) {

             view.setVisibility(View.VISIBLE);

         }

         // 根据三角函数来获得view平移的x,和y

         double degree = index * Math.PI / (2 * total);

         int translateX = (int) ((int) radius * Math.sin(degree));

         int translateY = (int) ((int) radius * Math.cos(degree));

         AnimatorSet set = new AnimatorSet();

         set.playTogether(

                 ObjectAnimator.ofFloat(view, "translationX", translateX, 0),

                 ObjectAnimator.ofFloat(view, "translationY", translateY, 0),

                 ObjectAnimator.ofFloat(view, "scaleX", 1f, 0f),

                 ObjectAnimator.ofFloat(view, "scaleY", 1f, 0f),

                 ObjectAnimator.ofFloat(view, "alpha", 1f, 0f));

         set.start();

     }

 }
activity_main.xml：
 <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"

     android:paddingBottom="@dimen/activity_vertical_margin"

     android:paddingLeft="@dimen/activity_horizontal_margin"

     android:paddingRight="@dimen/activity_horizontal_margin"

     android:paddingTop="@dimen/activity_vertical_margin"

     tools:context=".MainActivity" >

     <FrameLayout

         android:layout_width="match_parent"

         android:layout_height="match_parent" >

         <Button

             android:id="@+id/one"

             android:layout_width="40dp"

             android:layout_height="40dp"

             android:background="@drawable/circle2"

             android:visibility="gone" />

         <Button

             android:id="@+id/two"

             android:layout_width="40dp"

             android:layout_height="40dp"

             android:background="@drawable/circle3"

             android:visibility="gone" />

         <Button

             android:id="@+id/three"

             android:layout_width="40dp"

             android:layout_height="40dp"

             android:background="@drawable/circle4"

             android:visibility="gone" />

         <Button

             android:id="@+id/four"

             android:layout_width="40dp"

             android:layout_height="40dp"

             android:background="@drawable/circle5"

             android:visibility="gone" />

         <Button

             android:id="@+id/five"

             android:layout_width="40dp"

             android:layout_height="40dp"

             android:background="@drawable/circle6"

             android:visibility="gone" />

         <Button

             android:id="@+id/Main"

             android:layout_width="40dp"

             android:layout_height="40dp"

             android:background="@drawable/circle1" />

     </FrameLayout>

 </RelativeLayout>

源码下载地址：源码

android 用NineOldAndroid实现的弹出按钮的更多相关文章

  1. Android ListView 长按列表弹出菜单

    Android ListView 长按列表弹出菜单 设置长按菜单 listView.setOnCreateContextMenuListener(new View.OnCreateContextMen ...

  2. android PopupWindow实现从底部弹出或滑出选择菜单或窗口

    本实例弹出窗口主要是继承PopupWindow类来实现的弹出窗体,布局可以根据自己定义设计.弹出效果主要使用了translate和alpha样式实现,具体实习如下: 第一步:设计弹出窗口xml: &l ...

  3. android中使用PopupWindow实现弹出窗口菜单

    结合上篇android中使用ViewPager实现图片拖动,我们实现了点击“帮助”按钮的功能,这一篇则是接着上一篇,让我们一起来完成“我的”按钮的功能,这一功能,则是使用PopupWindow来实现弹 ...

  4. Android控制软键盘的弹出和隐藏

    弹出软键盘 前提:必须要有一个可以编辑的控件(EditText),并且当前已经获取焦点 /** * 弹出软键盘 */ public void openKeyboard(View view) { // ...

  5. Android Demo---实现从底部弹出窗口

    在前面的博文中,小编简单的介绍了如何制作圆角的按钮以及圆角的图片,伴着键盘和手指之间的舞步,迎来新的问题,不知道小伙伴有没有这样的经历,以App为例,点击头像的时候,会从底部弹出一个窗口,有从相册中选 ...

  6. 【Android】百度地图自定义弹出窗口

    我们使用百度地图的时候,点击地图上的Marker,会弹出一个该地点详细信息的窗口,如下左图所示,有时候,我们希望自己定义这个弹出窗口的内容,或者,干脆用自己的数据来构造这样的弹出窗口,但是,在百度地图 ...

  7. Android点击列表后弹出输入框，所点击项自动滚动到输入框上方

    使用微信的朋友圈会发现,点击某一条评论后输入框会弹出来,然后所点击的那一项会自动地滚动到输入框上方的位置,这样如果开始所点击的评论在屏幕很下方的话,就不会被输入框遮住,虽然微信这一点在我的MX2频繁点 ...

  8. android穿越之旅--如何弹出一个非比寻常的窗体

    上一篇中介绍了一种闻所未闻在android执行java命令的方法,虽然这是一种非常"高级"的技术,然后并没有什么卵用,因此被移除了博客园首页.实际上也并不是一点用处也没有,对已立即 ...

  9. android 单选、多选弹出菜单

    菜单单选窗口: import android.app.Activity;import android.app.AlertDialog;import android.content.DialogInte ...

随机推荐

  1. linux tr命令详解

    通过使用 tr,您可以非常容易地实现 sed 的许多最基本功能.您可以将 tr 看作为 sed 的(极其)简化的变体:它可以用一个字符来替换另一个字符,或者可以完全除去一些字符.您也可以用它来除去重复 ...

  2. eclipse中导入项目后中文成乱码解决办法

    转自:http://blog.163.com/lang_zi_ming/blog/static/1140161762010412112650774/ 编程时在往eclipse中导入项目后 项目中的中文 ...

  3. 第三方控件radupload 使用方式以及报错处理

    使用方式: 1.web.config  中需要加入: <httpHandlers>    <add verb="*" path="Telerik.Rad ...

  4. Docker上运行dotnet core

    下载microsoft/dotnet镜像 运行命令: docker pull microsoft/dotnet 如果没有使用阿里镜像加速的,参照这篇先配置好再跑上面命令: http://www.cnb ...

  5. LR录制https协议报证书错误，导航已阻止

    使用IE浏览器录制https协议报证书错误,导航已阻止,修改如下配置文件:

  6. mysql - 行号

    1. 初始化数据 - 列唯一 DROP TABLE IF EXISTS `sales`; CREATE TABLE `sales` ( `empid` ) NOT NULL, `mgrid` ) NO ...

  7. win 7安装 linux

    http://blog.csdn.net/wuwenxiang91322/article/details/23528619

  8. C语课设心得分享(三)

    调试. 以前咱们写课后习题,一般也不需要使用调试,如果程序编译error,根据错误信息就可以改好:如果是结果错误,那么在稿纸上过几遍基本也可以得出结果. 但咱们这个课设比较大,就需要很多调试的过程,尤 ...

  9. GridView中 LinkButton两种方式

    <asp:TemplateField HeaderText="操作" ShowHeader="False"> <ItemTemplate> ...

  10. Amr and Chemistry CodeForces 558C（BFS）

    http://codeforces.com/problemset/problem/558/C 分析:将每一个数在给定范围内(10^5)可变成的数(*2或者/2)都按照广搜的方式生成访问一遍,标记上访问 ...