ConstraintLayout约束布局_xnxhd

ConstraintLayout约束布局

目录

1. 前言
2. 为什么用ConstraintLayout
3. 如何使用ConstraintLayout
   1. 添加依赖
   2. 相对定位
   3. 角度定位
   4. 边距
   5. 居中和偏移
   6. 尺寸约束
   7. 链
4. 辅助工具
   1. Optimizer
   2. Barrier
   3. Group
   4. Placeholder
   5. Guideline
5. 总结

前言

ConstraintLayout是Google在API9的时候推出的新ViewGroup，可以用来解决复杂布局的多层嵌套问题，减少布局层级，加快布局渲染效率。

为什么使用ConstraintLayout

在开发过程中我们不可避免的会遇到复杂UI的多层嵌套，Android的布局渲染在计算的时候是从下往上一层一层的计算的，嵌套层级越多Android绘制视图消耗的时间和计算功耗就越多。

RelativeLayout也可以有效的减少层级的嵌套，但是RelativeLayout的使用不够灵活计算效率也不高，因为一次绘制RelativeLayout最少需要计算两次，而且适配是个很大的问题。ConstraintLayout的使用比较简单，最少只需要计算一次，而且可以按照比例约束控件位置和尺寸，比较容易适配。

如何使用ConstraintLayout

1. 添加依赖

在build.gradle文件的dependencies中添加如下依赖

 implementation 'com.android.support.constraint:constraint-layout:1.1.3'
1

2. 相对定位

   RelativeLayout也有相对位置的概念，只是RelativeLayout的相对位置是指一个控件相对于另一个控件的位置，例如android:layout_toRightOf="id1"是指此View处于id为id1的View的右边。

   ConstraintLayout则是指一个位置相对与另一个位置的约束，例如：layout_constraintLeft_toLeftOf=“id1”是指此View的左边和id为id1的View的左边位置在X轴上的坐标一致。

   常用的属性有：

   layout_constraintLeft_toLeftOf
   layout_constraintLeft_toRightOf
   layout_constraintRight_toLeftOf
   layout_constraintRight_toRightOf
   layout_constraintTop_toTopOf
   layout_constraintTop_toBottomOf
   layout_constraintBottom_toTopOf
   layout_constraintBottom_toBottomOf
   layout_constraintBaseline_toBaselineOf 文字基准线约束
   layout_constraintStart_toEndOf
   layout_constraintStart_toStartOf
   layout_constraintEnd_toStartOf
   layout_constraintEnd_toEndOf

3. 角度定位

   指的是可以用一个角度和一个距离来约束两个控件的中心。

   例如

   <TextView
           android:id="@+id/TextView1"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content" />
   
       <TextView
           android:id="@+id/TextView2"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintCircle="@+id/TextView1"
           app:layout_constraintCircleAngle="120"
           app:layout_constraintCircleRadius="150dp" />
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   是以TextView1的中点为坐标原点，顺时针120度方向距离150dp的位置定位TextView2的中点。

   常用属性为

   layout_constraintCircle="" 中心
   layout_constraintCircleAngle="" 角度
   layout_constraintCircleRadius="" 距离

4. 边距

   ConstraintLayout的边距常用属性如下：
   android:layout_marginStart
   android:layout_marginEnd
   android:layout_marginLeft
   android:layout_marginTop
   android:layout_marginRight
   android:layout_marginBottom

   跟其他布局的边距属性一致。只是需要先约束控件的位置才能使用边距属性 。例如，你要使用layout_marginTop属性，需要先给控件设置layout_constraintTop_toTopOf或
   layout_constraintTop_toBottomOf属性才能生效。

   特殊的边距，goneMargin

   goneMargin主要用于约束的控件可见性被设置为gone的时候使用的margin值，属性如下：

   layout_goneMarginStart
   layout_goneMarginEnd
   layout_goneMarginLeft
   layout_goneMarginTop
   layout_goneMarginRight
   layout_goneMarginBottom

   此属性只在控件的可见性为gone的时候才被应用

5. 居中和偏移

   在RelativeLayout的居中是将layout_centerInParent设置为true来实现，ConstraintLayout的写法是

   app:layout_constraintBottom_toBottomOf="parent"
   app:layout_constraintLeft_toLeftOf="parent"
   app:layout_constraintRight_toRightOf="parent"
   app:layout_constraintTop_toTopOf="parent"
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   如果根布局不是ConstraintLayout则将parent换成ConstraintLayout的id。

   如果是水平居中使用

   app:layout_constraintLeft_toLeftOf="parent"
   app:layout_constraintRight_toRightOf="parent"
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   如果是竖直居中使用

   app:layout_constraintBottom_toBottomOf="parent"
   app:layout_constraintTop_toTopOf="parent"
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   偏移可以采用两种方式

   1. 使用设置边距实现偏移，因为已经约束了位置，可以使用边距进行偏移，使用像素位置进行偏移

   2. 使用layout_constraintHorizontal_bias 水平偏移，layout_constraintVertical_bias 垂直偏移，使用百分比来进行偏移。

      取值范围在0-1之间，越接近0则越偏左(偏上)，越接近1则越偏右(偏下)

6. 尺寸约束

   尺寸约束可以使用四种方式

   1. 使用指定的尺寸

   2. 使用wrap_content，让控件自己计算大小

      当控件的高度或宽度为wrap_content时，可以使用下列属性来控制最大、最小的高度或宽度：
      android:minWidth 最小的宽度
      android:minHeight 最小的高度
      android:maxWidth 最大的宽度
      android:maxHeight 最大的高度
      注意！当ConstraintLayout为1.1版本以下时，使用这些属性需要加上强制约束，如下所示：
      app:constrainedWidth=”true”
      app:constrainedHeight=”true”

   3. 使用0dp（MATCH_CONSTRAINT）

      官方不推荐在ConstraintLayout中使用match_parent，可以使用设置宽度为0，配合约束替代match_parent

   4. 宽高比

      当宽和高至少有一个被设置为0时，可以通过layout_constraintDimensionRatio设置宽高比，举个例子

      app:layout_constraintDimensionRatio="1:1"
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      则是将控件的宽高比设置为1：1，出来的是正方形。除此之外我们还可以在1:1前面加W或H来分别指定宽度和高度限制。例：

      app:layout_constraintDimensionRatio="H,1:2"指的是 高:宽=1:2
      app:layout_constraintDimensionRatio="W,1:2"指的是 宽:高=1:2

7. 链

   如果几个控件互相约束，就可以称为链，例：

   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)]

   用代码表示：

      <TextView
           android:id="@+id/TextView1"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toLeftOf="parent"
           app:layout_constraintRight_toLeftOf="@+id/TextView2" />
   
       <TextView
           android:id="@+id/TextView2"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toRightOf="@+id/TextView1"
           app:layout_constraintRight_toLeftOf="@+id/TextView3"
           app:layout_constraintRight_toRightOf="parent" />
   
       <TextView
           android:id="@+id/TextView3"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toRightOf="@+id/TextView2"
           app:layout_constraintRight_toRightOf="parent" />
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   3个TextView互相约束，两端两个TextView分别与parent约束，成为一条链，效果如图：

   [外链图片转存失败,源站可能有防盗链机制,建议将图片保存下来直接上传(img-x8tpcGOF-1573704531459)(data:image/jpeg;base64,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)]

   一条链的第一个控件是链头，可以通过给链头设置layout_constraintHorizontal_chainStyle属性改变链的样式。chains提供了三种样式，分别是：

   1. CHAIN_SPREAD—展开元素（默认）
   2. CHAIN_SPREAD_INSIDE—展开元素，但链的两端贴近parent
   3. CHAIN_PACKED—链的元素将被打包在一起

   如图所示：

   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)]

   上面所展示的是样式链，除了样式链外还可以创建权重链

   上面我们给每个控件的宽度都是wrap_content，如果我们把宽度都设为0dp，这个时候可以在每个控件中设置横向权重

   layout_constraintHorizontal_weight（constraintVertical为纵向)来创建一个权重链，类似LinearLayout的layout_weight属性，如下：

   <TextView
           android:id="@+id/TextView1"
           android:layout_width="0dp"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toLeftOf="parent"
           app:layout_constraintRight_toLeftOf="@+id/TextView2"
           app:layout_constraintHorizontal_weight="2" />
   
       <TextView
           android:id="@+id/TextView2"
           android:layout_width="0dp"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toRightOf="@+id/TextView1"
           app:layout_constraintRight_toLeftOf="@+id/TextView3"
           app:layout_constraintRight_toRightOf="parent"
           app:layout_constraintHorizontal_weight="3" />
   
       <TextView
           android:id="@+id/TextView3"
           android:layout_width="0dp"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toRightOf="@+id/TextView2"
           app:layout_constraintRight_toRightOf="parent"
           app:layout_constraintHorizontal_weight="4" />
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   效果如下：

   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)]

辅助工具

1. Optimizer

   当我们使用MATCH_CONSTRAINT时，ConstraintLayout将对控件进行两次测量，ConstraintLayout在1.1中可以通过设置layout_optimizatonLevel进行优化，可设置的值有：

   1. none：无优化
   2. standard：仅优化直接约束和屏障约束（默认）
   3. direct：优化直接约束
   4. barrier：优化屏障约束
   5. chain：优化链约束
   6. dimensions：优化尺寸测量

2. Barrier

   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)]

   假设有三个控件ABC，C在AB的右边，但是AB的宽是不固定的，这个时候C无论约束在A的右边或者B的右边都不对。当出现这种情况可以使用Barrier来解决。Barrier可以在多个控件的一侧建立一个屏障，如下所示：

   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)]

   这个时候C只要约束在Barrier的右边就可以了，代码如下：

   <TextView
           android:id="@+id/TextView1"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content" />
   
       <TextView
           android:id="@+id/TextView2"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintTop_toBottomOf="@+id/TextView1" />
   
       <android.support.constraint.Barrier
           android:id="@+id/barrier"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:barrierDirection="right"
           app:constraint_referenced_ids="TextView1,TextView2" />
   
       <TextView
           android:id="@+id/TextView3"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toRightOf="@+id/barrier" />
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   app:barrierDirection为屏障所在的位置，可设置的值有：bottom、end、left、right、start、top

   app:constraint_referenced_ids为屏障引用的控件，可设置多个（用“，”隔开）

3. Group

   Group可以把多个控件归为一组，方便隐藏或显示一组控件，举个例子：

   <TextView
           android:id="@+id/TextView1"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content" />
   
       <TextView
           android:id="@+id/TextView2"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toRightOf="@+id/TextView1" />
   
       <TextView
           android:id="@+id/TextView3"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:layout_constraintLeft_toRightOf="@id/TextView2" />
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   现在有三个并排的TextView，用Group把TextView1和TextView3归为一组，再设置这组控件的可见性，如下所示：

    <android.support.constraint.Group
           android:id="@+id/group"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           android:visibility="invisible"
           app:constraint_referenced_ids="TextView1,TextView3" />
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   效果如下：

   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)]

4. Placeholder

   Placeholder指的是占位符。在Placeholder中可使用setContent()设置另一个控件的id，使这个控件移动到占位符的我i之。举个例子：

   <android.support.constraint.Placeholder
           android:id="@+id/placeholder"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           app:content="@+id/textview"
           app:layout_constraintLeft_toLeftOf="parent"
           app:layout_constraintTop_toTopOf="parent" />
   
       <TextView
           android:id="@+id/textview"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           android:background="#cccccc"
           android:padding="16dp"
           android:text="TextView"
           android:textColor="#000000"
           app:layout_constraintRight_toRightOf="parent"
           app:layout_constraintTop_toTopOf="parent" />
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   新建一个Placeholder约束在屏幕的左上角，新建一个TextView约束在屏幕的右上角，在Placeholder中设置app:content="@+id/textview"，这时TextView回跑到屏幕的左上角。效果如下：

   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)]

5. Guideline

   GuideLine像辅助线一样，在预览的时候帮助你完成布局（不会显示在界面上）。Guideline的主要属性：

   1. android:orientation 垂直vertical，水平horizontal
   2. layout_constraintGuide_begin 开始位置
   3. layout_constraintGuide_end 结束位置
   4. layout_constraintGuide_parcent 距离顶部的百分比（orientation = horizontal时则为距离左边）

   举个例子：

    <android.support.constraint.Guideline
           android:id="@+id/guideline1"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           android:orientation="horizontal"
           app:layout_constraintGuide_begin="50dp" />
   
       <android.support.constraint.Guideline
           android:id="@+id/guideline2"
           android:layout_width="wrap_content"
           android:layout_height="wrap_content"
           android:orientation="vertical"
           app:layout_constraintGuide_percent="0.5" />
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   guideline1为水平辅助线，开始位置是距离顶部50dp，guideline2为垂直辅助线，开始位置为屏幕宽的0.5（中点位置），效果如下：

   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)]

总结

本篇文章主要介绍了ConstraintLayout和它在布局文件里的用法，和一些辅助ConstraintLayout布局的工具，跟着敲一遍就能学会ConstraintLayout的基本用法。除此之外，ConstraintLayout还有一个独立的编辑器，只需要拉拖拽就可以完成整个布局。有兴趣可以参考https://blog.csdn.net/guolin_blog/article/details/53122387