Android 布局学习之——LinearLayout的layout_weight属性_移动开发_编程开发_程序员俱乐部

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Android 布局学习之——LinearLayout的layout_weight属性

 2014/11/5 23:14:17  JohnTsai  程序员俱乐部  我要评论(0)
  • 摘要:一直对layout_weight属性感到比较困惑,今天学习一下,来深入了解layout_weight属性和它的用法。定义首先,看看Android官方文档是怎么说的,毕竟人家才是权威嘛。官方文档的意思是:layout_weight属性用于分配LinearLayout中的的额外空间(extraspace)。如果View不想拉伸的话,layout_weight值设置为0。否则的话这些像素会按比例分配到这些weight值大于0的所有View。换句话说,也就是android
  • 标签:android 学习

     一直对layout_weight属性感到比较困惑,今天学习一下,来深入了解layout_weight属性和它的用法。

  •      定义

    首先,看看Android官方文档是怎么说的,毕竟人家才是权威嘛。

    

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" alt="" />

    官方文档的意思是:

                 layout_weight属性用于分配LinearLayout中的的额外空间(extra space)。

                 如果View不想拉伸的话,layout_weight值设置为0。否则的话这些像素会按比例分配到

                 这些weight值大于0的所有View。

    换句话说,也就是android:layout_weight属性告知LinearLayout如何进行子组件的布置安排。

    说这么多,不如用几个例子来形象的描述它:

   1.首先设置一个Linear_Layout布局,方向设置为水平,放置两个TextView,不设置Layout_weight值。可以看到

   空余的白色部分就是官方文档中所说的extra space(额外空间)。

         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" alt="" />

  布局文件代码:

  

 1 <LinearLayout xmlns:android="http://schemas.android.com/apk/res/android"
 2     xmlns:tools="http://schemas.android.com/tools"
 3     android:layout_width="match_parent"
 4     android:layout_height="wrap_content"
 5     android:orientation="horizontal" >
 6 
 7     <TextView
 8         android:layout_width="wrap_content"
 9         android:layout_height="wrap_content"
10         android:background="#f00"
11         android:text="TextView1" />
12     <TextView 
13         android:layout_width="wrap_content"
14         android:layout_height="wrap_content"
15         android:background="#0f0"
16         android:text="ThisIsTextView2"
17         />
18 </LinearLayout>

 

    2.设置两个TextView的Layout_weight的值都为1。

     在上面的xml文件中,给每个TextView增加一个"android:layout_weight=1"属性。

       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" alt="" />

  TextView1,TextView2的layout_weight值分别设置为2和1,1和2,看运行的效果:

  2和1:

        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" 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" alt="" />

       相信通过以上例子和图片,大家应该对layout_weight属性的用法已经非常理解了。

      那么,问题又来了。如果我想要将两个子组件分配相同的宽度或高度,那该怎么设置layout_weight呢?

      只需要将各子组件的layout_width值设置为0,这样就避开了第一步的空间分配。

      这样LinearLayout就只会考虑使用layout_weight值来完成空间的分配了。

     

 1 <LinearLayout xmlns:android="http://schemas.android.com/apk/res/android"
 2     xmlns:tools="http://schemas.android.com/tools"
 3     android:layout_width="match_parent"
 4     android:layout_height="wrap_content"
 5     android:orientation="horizontal" >
 6 
 7     <TextView
 8         android:layout_width="0dp"<!--将layout_width值设置为0dp以避开第一步的空间分配-->
 9         android:layout_height="wrap_content"
10         android:background="#f00"
11         android:layout_weight="1"<!--LinearLayout将会按此值分配空间-->
12         android:text="TextView1" />
13     <TextView 
14         android:layout_width="0dp"
15         android:layout_height="wrap_content"
16         android:background="#0f0"
17         android:layout_weight="1"
18         android:text="ThisIsTextView2"
19         />
20 </LinearLayout>

       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" 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