View转载请注明 http://blog.csdn.net/eclipsexys 翻译自Developer Android,时间仓促,有翻译问题请留言指出,谢谢

定义阴影和裁减

材料设计引入了深度的UI元素。深度帮助用户了解每一个元素的相对重要性。以及集中注意力于手头的任务。

一个视图。通过Z属性表示的Elevation,决定了它的影子的大小:具有较高的Z值的View蒙上更大的阴影。浏览次数仅仅投射阴影在Z=0平面上;他们不投在以下放置它们和上面的Z =0平面的其它意见的阴影。

具有较高的Z值的意见闭塞的View与较低的Z值。然而,鉴于Z值不会影响视图的大小。 

Elevation也非常有创建动画。当中的小部件临时超越视图平面运行某些操作的时候。

指定Elevation到你的Views

一个视图中的Z值有两个组成部分,高度和翻译。仰角是静态分量和翻译是用于动画:

Z = elevation + translationZ

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" alt="" />

设置在布局定义视图的高度,使用android:elevation属性。设置在活动的代码视图的高度,使用View.setElevation()方法。

要设置视图的转换。使用View.setTranslationZ()方法。

新ViewPropertyAnimator.z()和ViewPropertyAnimator.translationZ()方法,使您能够轻松地制作动画的View elevation。欲了解很多其它信息,请參阅ViewPropertyAnimator和物业动画开发者指南的API參考。

您也能够使用StateListAnimator以声明方式指定这些动画。

这是情况下,状态变化触发动画,当用户按下一个button,像特别实用。欲了解很多其它信息,请參见动画视图状态更改。

Z值与X和Y值具有同样的測量单位。

自己定义视图的阴影和Outlines


一个视图的背景绘制的边界决定了其影子的默认形状。Outlines表示图形对象的外部形状,并限定了波纹区域的触摸反馈。

考虑这个View,与背景绘制的定义:

<TextView
android:id="@+id/myview"
...
android:elevation="2dp"
android:background="@drawable/myrect" />

背景绘制定义为带有圆角的矩形:

<!-- res/drawable/myrect.xml -->
<shape xmlns:android="http://schemas.android.com/apk/res/android"
android:shape="rectangle">
<solid android:color="#42000000" />
<corners android:radius="5dp" />
</shape>

该视图投下带有圆角的影子。由于背景绘制定义视图的轮廓。提供了一个自己定义的轮廓覆盖视图的影子的默认形状。

要定义自己定义大纲代码中的一个View:

扩展ViewOutlineProvider类。 
    覆盖getOutline()方法。 
    分配新大纲提供给您的视图与View.setOutlineProvider()方法。

您能够创建椭圆形和矩形轮廓使用大纲类中的方法圆角。默认纲要提供者的意见得到从视图的背景轮廓。为了防止鉴于蒙上阴影,设置其轮廓提供商为null。

裁减视图

裁剪View,您能够轻松地更改视图的形状。你能够改变视图一致性与其它设计元素或改变的图的形状,以响应用户输入。您能够剪辑,以便使用View.setClipToOutline()方法还是Android的轮廓区域:clipToOutline属性。

仅仅有矩形,圆形和圆角矩形轮廓支撑剪裁,如由Outline.canClip()方法来确定。

夹视图到绘制的形状。设置绘制的视图的背景(如上图所看到的),并调用View.setClipToOutline()方法。

剪裁View是昂贵的操作,所以不要动画。你用它来夹视图的形状。为了达到这个效果,请使用显示效果动画。

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