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手把手教你使用Size Class

时间:2015-08-05 编辑:吴启晗iOS 来源:Cnblogs

在 iOS8 中,我们不用再像以前那样,一个页面新建多个 xib 文件来适配不同类型的屏幕,现在我们可以把各种尺寸屏幕的适配工作放在一个文件中完成,然后可以通过不同类别的 Size 来定制各种尺寸的界面。换句话说,你眼前的 Storyboard 不是一个普通的 Storyboard ,而是一个九合一的 Storyboard ,可以管理九种类型的屏幕。

对于宽度和高度而言,都有三种情况:紧凑 (Compact) 、任意 (Any) 、 正常 (Regular) ,所以一共有3*3=9个类别。

在设置 Size Class 的时候页面会有提示。默认情况下宽和高都为Any,如下图。

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" border="0" onload="return imgzoom(this,600);"/>

我们可以从上图Size Class设置界面看到,上方文字Any Width Any Height就是表示宽和高都为任意;下方文字For all layouts 意思显然就是适用于所有尺寸。然后我们向视图中加入一个居中的button按钮,如下图所示

这时候 我们再进入Size Class的设置界面,将Size设置为如下图所示

 

从Size Class设置界面的上方文字可以看到,此时,宽度是正常的,高度是紧凑的;从下方文字可以看到For 5.5inch iPhones in landscape。意思即为适用于5.5寸iPhone横屏,那不就是iPhone6+横屏嘛。(至于其他的Size,我就不再演示,只演示这一个,我想大家都可以举一反三的)。我们这时候再向屏幕中假如一个按钮button,如下图

这时运行程序就可以看到效果,我们第一次添加的按钮,无论是用iPhone4,5还是6等都会出现,但是第二次添加的按钮,只有在iphone6+的横屏的情况下才会出现。我想大家应该明白为什么第二个按钮只会在iPhone6+上面显示了吧。这我就不再解释了。

演示结果(iphone6+竖屏和横屏)

关键词:使用