Android View 阴影的总结

  关于 Android 阴影,大家肯定不陌生的。但是Android 中到底有多少种方式可以实现阴影效果以及各种方式之间有什么区别和优缺点,这就是我想总结的。下面我们一个一个来说:

一、各种实现阴影的方式

  1. Android 在 API 21(5.0)添加了 elevation,可以很方便的在 View 上实现阴影。但是这个只在 >= API21 的手机上可以看到阴影效果,低于这个版本的就没有阴影效果。目前市场上应用还是需要适配至 API15 的,所以需要慎重使用。

  2. CardView 也可以实现阴影效果,项目中一般都是使用这种方式实现卡片式的效果并带有阴影。使用 CardView 确实很不错,但是它在使用的时候也是需要有注意的地方:

    (1) CardView 实现阴影效果的布局,在 >= API 21 的版本上和 < 21 的版本上,如果不在代码上做好控制,他们的显示差异还是很大的。至于如何进行适配,可以自行查找。有图有真相:大小呈现差异,阴影有差异:测试机型都一致,只有Android 版本差异,对于左下角的 cardBackgroundcolor 透明也是有差异的。左侧为 API 15  、 右侧为 API 22

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" alt="" width="338" height="583" />

    (2) CardView 在 >= API21 的版本上实现阴影效果也是通过  elevation 来实现的,最终的渲染是调用 native 方法进行的。在使用过程中发现这样一个问题,在不同位置的 View 阴影的方向是不一样的。不知道你们发现没,它模拟的场景就是 光源的位置在屏幕中心的正上方,然后 View 的位置由光源的位置决定。阴影方向不一致,这一点造成了我在开发中的一个 BUG,很头痛啊,这也是一个 BUG,后面会有解决这个 。有图有真相:

Android View 阴影的总结

    (3)如果有对阴影颜色有要求的需求, CardView 不好意思,臣妾做不到啊。哈哈,CardView 黑的差不多了。

  3. Shape 来实现阴影。通过这种方式来实现阴影,由于shape是作为背景来使用的,阴影的存在有可能使内容显示在阴影部分即阴影也占位哈。硬伤啊,当然你可以手动设置 margin 或者 padding 值控制内容的显示位置,当然要是 dp 适配的哈。我们来看一下 shape 如何实现阴影:

<?xml version="1.0" encoding="utf-8"?>
<layer-list xmlns:android="http://schemas.android.com/apk/res/android"> <!--边-->
<item>
<shape android:shape="rectangle">
<padding
android:bottom="2px"
android:left="1px"
android:right="2px"
android:top="1px" /> <solid android:color="#00CCCCCC" /> <corners android:radius="5dp" />
</shape>
</item>
<item>
<shape android:shape="rectangle">
<padding
android:bottom="2px"
android:left="1px"
android:right="2px"
android:top="1px" /> <solid android:color="#10CCCCCC" /> <corners android:radius="5dp" />
</shape>
</item>
<item>
<shape android:shape="rectangle">
<padding
android:bottom="2px"
android:left="1px"
android:right="2px"
android:top="1px" /> <solid android:color="#20CCCCCC" /> <corners android:radius="5dp" />
</shape>
</item>
<item>
<shape android:shape="rectangle">
<padding
android:bottom="2px"
android:left="1px"
android:right="2px"
android:top="1px" /> <solid android:color="#30CCCCCC" /> <corners android:radius="5dp" />
</shape>
</item>
<item>
<shape android:shape="rectangle">
<padding
android:bottom="2px"
android:left="1px"
android:right="2px"
android:top="1px" /> <solid android:color="#50CCCCCC" />
<corners android:radius="5dp" />
</shape>
</item> <!--中心背景 -->
<item>
<shape
android:shape="rectangle"
android:useLevel="false">
<!--实心 -->
<solid android:color="@color/white_f2" />
<corners android:radius="5dp" />
<size android:width="32dp"
android:height="32dp"/> </shape>
</item> </layer-list>

  效果图:

Android View 阴影的总结

  4. 通过 .9 图来制作阴影,这里通过一个很好的工具来制作哈:http://inloop.github.io/shadow4android/

    来看下界面:这种方式制作小的背景阴影很模糊,效果上比不过 shape。如果这个没太大关系,这种方式很方便,不用敲代码,哈哈。

Android View 阴影的总结

  5.  用 SCardView 来实现阴影,使用方式和 CardView 一样,但是它是使用一套代码,显示不会有差异,而且可以通过设置光源的位置来控制阴影的方向以及阴影的颜色。来看下效果:

  Android View 阴影的总结

  SCardView 如何在代码中使用: 添加依赖

compile 'io.github.meetsl:SCardView:1.0'

  XML 代码:

    <com.meetsl.scardview.SCardView
android:layout_width="@dimen/card_size"
android:layout_height="@dimen/card_size"
android:layout_alignParentBottom="true"
android:layout_centerHorizontal="true"
android:layout_margin="20dp"
app:cardBackgroundColor="#80B3FF"
app:cardCornerRadius="5dp"
app:cardElevation="@dimen/cardview_elevation"
app:cardLightDirection="RT"> <TextView
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:layout_gravity="center_horizontal"
android:padding="5dp"
android:text="RT"
android:textColor="@android:color/white"
android:textSize="16sp" /> <ImageView
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:layout_gravity="center"
android:src="@mipmap/home_back" />
</com.meetsl.scardview.SCardView>

二、总结各种方式

方式 是否有显示差异 是否可以控制阴影方向 是否可以设置阴影颜色 阴影是否占位 是否模糊 绘制效率 其他
elevation 不可控制 不可设置 不占位 高,通过 native 绘制 只在 API 21 生效
CardView 不可控制 不可设置 不占位 Api 21 上效率高,通过native 绘制  
shape 可控 可设置 占位 一般  
.9 图 可控,生效一次,更改需重新生成  可设置,更改需重新生成 占位 模糊 慢(加载图片显示)  
SCardView 可控 可设置 不占位 一般  

  阴影的各种绘制比较已经奉上,按照需求和方便程度,各取所需。就到这吧,周末愉快!

  SCarView 的具体说明和使用可以看这篇:

  https://www.cnblogs.com/aimqqroad-13/p/9656316.html

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