
最近遇到这种头疼的问题,百思不得其解,不耻下问,悬梁刺股这些事情都做过之后,终于看到希望,于是攒见好就收,感觉整理分享给大家,希望有所帮助。
对手机分辨率和网页像素的初步认识是,是2倍的差别。
但是让人费解的是为什么还要 1.325 这种数据呢,原来是这么回事:
举个栗子:
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*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" 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" alt="" />
以下是我摘抄并翻译的,想了解更多原文在尾部有链接哈~
-webkit-min-device-pixel-ratio的常见值对比(是设备上物理像素和设备独立像素,设备像素比率)
设备 分辨率 设备像素比率Android LDPI 320×240 0.75 Iphone 3 & Android MDPI 320×480 1 Android HDPI 480×800 1.5 Iphone 4 960×640 2.0
设备像素为:1.0 (-webkit-min-device-pixel-ratio)
所有non-Retina mac电脑
苹果iPhone(第一代)
苹果iPhone 3 g
苹果iPhone 3 gs
苹果iPad(第一代)
苹果iPad 2
苹果iPad迷你(第一代)
宏碁Iconia A500
三星Galaxy Tab 10.1
三星Galaxy S
设备像素为:1.3 (-webkit-min-device-pixel-ratio)
华硕MemoPad高清7
谷歌Nexus 7(2012型)
设备像素为:1.4 (-webkit-min-device-pixel-ratio)
诺基亚流光(Lumia)520
设备像素为:1.5 (-webkit-min-device-pixel-ratio)
谷歌Nexus S
HTC欲望
HTC Desire HD
HTC不可思议的年代
HTC速度
宏达电的感觉
Kindle Fire高清
三星Galaxy S II
索尼平板电脑Xperia Z
索尼Xperia U
设备像素为:2.0 (-webkit-min-device-pixel-ratio)
所有mac视网膜显示器
苹果iPhone 4
苹果iPhone 4 s
苹果iPhone 5
苹果iPhone 5度
苹果iPhone 5 s
苹果iPhone 6
苹果iPad(第三代)
苹果iPad 4
苹果iPad的空气
苹果iPad迷你(2rd代)
HTC一条X
谷歌的Galaxy Nexus
谷歌Nexus 4
谷歌Nexus 7(2013型)
谷歌Nexus 10
摩托罗拉极限摩托
三星Galaxy S三世
三星Galaxy注意二世
索尼Xperia年代
索尼Xperia T
设备像素为:2.6 (-webkit-min-device-pixel-ratio)
诺基亚流光(Lumia)930
设备像素为:3.0 (-webkit-min-device-pixel-ratio)
HTC(M7)
HTC的蝴蝶
华为荣耀6
苹果iPhone 6 +
LG G2
联系5
OnePlus一
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