Android 线性布局(LinearLayout)相关官方文档 - 指南部分
Android 线性布局(LinearLayout)相关官方文档 - 指南部分
太阳火神的漂亮人生 (http://blog.csdn.net/opengl_es)
本文遵循“署名-非商业用途-保持一致”创作公用协议
Android 官方文档线性布局相关资源链接汇总例如以下:
android-sdk-macosx-4.4.2/docs/guide/topics/ui/layout/linear.html
android-sdk-macosx-4.4.2/docs/reference/android/widget/LinearLayout.html
android-sdk-macosx-4.4.2/docs/reference/android/widget/LinearLayout.LayoutParams.html
因为在线文档訪问困难,这里给出的是本地文档的相对路径。
重点摘要:
1、未指定权重的子视图,其是否占空间,所占空间具体由什么来决定。是按内容,还是按设定的宽、高值,或者由子视图重载 android.view.View 的 onMeasure 方法?
a、理论分析结果:由原文句子 “The other two will expand equally to fill the space remaining after all three fields are measured. ”,能够初步判断是按 onMeasure 測定的宽、高来确定所占空间。而针对于大多数组件。会重载该方法来确定其内容所占空间,也即这一组件的宽、高设定为 "wrap_content" 所占空间。
b、实际測试结果待补充。
2、为何正文中提示,宽、高属性要设置为 "0dp" ?假设没设置为 "0dp" 。其值是否会对子视图本身所占的无权重空间有影响?假设按权重分配的空间没有设定的宽或高值大。会如何?假设宽或高设置为 "0dp" ,此时权重分配的空间仍没有其本身内容占用空间大。会如何?
a、理论分析结果:没思路。不知道会是啥结果;
b、实际測试结果待补充。
译文来源:guide/topics/ui/layout/linear.html
线性布局 Linear Layout
本文档中内容
IN THIS DOCUMENT
- 布局权重
Layout Weight - 演示样例
Example
关键类
KEY CLASSES
线性布局
LinearLayout线性布局.布局參数
LinearLayout.LayoutParams
线性布局 是一个视图分组。它在单一方向上对齐全部的子视图,或者竖直方向或者水平方向。能够使用 android:orientation 属性来指定布局方向。
LinearLayout is a view group that aligns all children in a single direction, vertically or horizontally. You can specify the layout direction with the android:orientation attribute.
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" alt="" />
线性布局的全部子视图是按一个挨一个地堆叠。所以一个竖向列表每行仅仅会有一个子视图,不管多宽;水平列表仅仅有一行高(最高子视图的高度,加上内填充)。
线性布局遵守子视图间的外边距以及每个子视图的重力(靠右、居中或靠左)。
All children of a LinearLayout are stacked one after the other, so a vertical list will only have one child per row, no matter how wide they are, and a horizontal list will only be one row high (the height of the tallest child, plus padding). A LinearLayout respects margins between children and the gravity (right, center, or left alignment) of each child.
布局权重
Layout Weight
平等加权子视图
Equally weighted children
要创建一个线布局,要在其内部。使每个子视图使用同样数量的屏幕空间。那么设置每个设图的android:layout_height 属性为 "0dp"(针对于竖向布局)或者 android:layout_width 属性为 "0dp"(针对于水平布局)。然后,为每个视图设置 android:layout_weight 属性值为 "1"。
To create a linear layout in which each child uses the same amount of space on the screen, set the android:layout_height of each view to "0dp" (for a vertical layout) or the android:layout_width of each view to "0dp" (for a horizontal layout). Then set the android:layout_weight of each view to "1".
线性布局还支持通过属性 android:layout_weight 给各个子视图赋一个权重值。
这个属性依照顾该在屏幕上占有多少空间来给一个视图赋一个权重值。更大的权重值将同意它扩展以填充父视图中剩余的空间。子视图能够指定一个权重值,这样一来全部余下的视图组空间都会分配给声明了权重的那部分子视图。默认值是 0 。
LinearLayout also supports assigning a weight to individual children with the android:layout_weight attribute. This attribute assigns an "importance" value to a view in terms of how much space is should occupy on the screen. A larger weight value allows it to expand to fill any remaining space in the parent view. Child views can specify a weight value, and then any remaining space in the view group is assigned to children in the proportion of their declared weight. Default weight is zero.
比如。假设有三个文本哉。而且当中两个声明了 1 的权重,而还有一个没有给定权重,那么第三个没有权重的文本域不会增长,仅仅会占用其内容必需的区域(待測试:假设未指定权重而指定了宽或高,那么内容必需的区域是指实际内容还是宽、高值?还是通过 onMeasured 方法获得该视图的内容必需的区域?)。其他两个域就会平等地填充在全部三个域測量后余下的空间。假设第三个字段随后给定了一个 2 的权重(而不是 0 了)。那么它如今声明的比其他两个权重更重了。这样它获得总共余下空间的一半,而头两个等分余下的部分。
For example, if there are three text fields and two of them declare a weight of 1, while the other is given no weight, the third text field without weight will not grow and will only occupy the area required by its content. The other two will expand equally to fill the space remaining after all three fields are measured. If the third field is then given a weight of 2 (instead of 0), then it is now declared more important than both the others, so it gets half the total remaining space, while the first two share the rest equally.
样例
Example
<?xml version="1.0" encoding="utf-8"?>
<LinearLayout xmlns:android="http://schemas.android.com/apk/res/android"
android:layout_width="fill_parent"
android:layout_height="fill_parent"
android:paddingLeft="16dp"
android:paddingRight="16dp"
android:orientation="vertical" >
<EditText
android:layout_width="fill_parent"
android:layout_height="wrap_content"
android:hint="@string/to" />
<EditText
android:layout_width="fill_parent"
android:layout_height="wrap_content"
android:hint="@string/subject" />
<EditText
android:layout_width="fill_parent"
android:layout_height="0dp"
android:layout_weight="1"
android:gravity="top"
android:hint="@string/message" />
<Button
android:layout_width="100dp"
android:layout_height="wrap_content"
android:layout_gravity="right"
android:text="@string/send" />
</LinearLayout>
有关线性布局每个子视图可用的属性的具体描写叙述,能够查看 LinearLayout.LayoutParams 。
For details about the attributes available to each child view of a LinearLayout, seeLinearLayout.LayoutParams.
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