一、border-radius

border-radius用于添加圆角边框,用处非常广泛。

1)一个值,代表了四个角

.radius-one {
/* Safari 3-4, iOS 1-3.2, Android 1.6- */
-webkit-border-radius: 12px; /* Firefox 1-3.6 */
-moz-border-radius: 12px; /* Opera 10.5, IE 9, Safari 5, Chrome, Firefox 4, iOS 4, Android 2.1+ */
border-radius: 12px;
}

aaarticlea/png;base64,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" alt="" />

2)三个值,中间的值代表右上和左下

.radius-three {
/* top left, top right|bottom left, bottom right */
border-radius: 5px 20px 5px;
}

3)斜杠设置第二组值

“/”前是指圆角的水平半径,而“/”后是指圆角的垂直半径,他们两都遵循TRBL(上右下左)的顺序原则。左上角是10px/40px,右上角是20px/30px,以此类推。

.radius-five {
border-radius: 10px 20px 30px 40px/40px 30px 20px 10px; /* horizontal radius / vertical radius */
}

aaarticlea/png;base64,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" alt="" />

4)背景图将被裁剪

.radius-img {
background: url(img.jpg) no-repeat right bottom;
border-radius: 12px;
}

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" alt="" />

二、box-shadow

box-shadow 向框添加一个或多个阴影。该属性是由逗号分隔的阴影列表,每个阴影由 2-4 个长度值、可选的颜色值以及可选的 inset 关键词来规定。省略长度的值是 0。

box-shadow: h-shadow v-shadow blur spread color inset;

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" alt="" />

偏移方向如下图所示:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWAAAAD6CAIAAAAQiQqKAAAKUElEQVR4nO3dMXLiWhBGYdYyy2ANsw7WwxrYwRCwAJZASkTmhCoFVBEQeAJsLIQat6R7W7q/zleOZhhDv9Y9Ixu/9xafAGBYjP0CAEwXgQBgIhAATAQCgIlAADARCAAmAgHARCAAmAgEABOBAGAiEABMBAKAiUAAMBEIACYCAcBEIACYCAQAE4EAYCIQ8q6rTbUzf+tj8fvH/Y87H/yxOrU91alabM7ryvF6q8vS+UjkRyDkvQlE64O7HM5Ttdhejr7H7vYfngcfD+fF/up+BciLQMhrnvndvv6XfCMfjQf/FhcjEMfD2XOvsdh8LA+3+0v6/cFUYwwEQsupejlU11XtdO32H4vNeXW6Pf7E8XBe/FSgHojbevuxPFyP1fPnrxfBcQex239VYMhjuK0YC4GQdTycl4fb9/cOzuvqXoeWO4Lazf8jELf1tu0vbQIxMwRC1eOoX1ebarWvf7vx1W29fTz4vK4+P09V+4HsHIjbevvui4u7RyBevzb5+XUCMQYCIern6N6/j3BdWe8vPPntm5SvgWic/GYv2p+3ccvwFIhaCL5vggjEaAiEpNt6+ziWX99ofP5ew+dnl28l/hzOrncQ7e9Z3r+7QSAKQCAEHQ/n2rn9eSdit//1vYDudxBvA/H8Sh7q/fp6YQRimgiEnOaPJNXfqjS+9fhZf3DCQFhf1zR/ne9BTBaB0FJdlpvGOwKvP+nw5geWEgbitt5aT9TyoxnvQ0AgxkIgpLQcpOqybL558eY+IlUg7m9eGG+anKrGb/E252QRCFU//+rErz+G8PynWgNhvlvZ8rG9rF9+qrrxtUPj6w4zELV3SRxvwSA9AgHARCAAmAgEABOBAGAiEABMBAKAiUAAMBEIACYCAcBEIACYCAQAE4EAYCIQAEwEAoCJQAAwEQgAJgIBwEQgMEV//v29f4z9QuaOQGCKHml4lIJYjIJAYIpac0Ap4hEITNH7CnBbEYZAYIr8J59YZEUgMEX9TjulSI5AYIoGHnJuK1IhEJiihAebWAxBIDBFmQ4zpeiKQGCKcp9hbiucCETB6le53sco/xjDnrQUBKJgXNDJUYoGAlEwruN8uK24IxAFm/m1G2bOsSAQBZvh9Tq6uZWCQBRsPpfpBM3ktoJAFEz70iyIcCwIRMH0LkcBYrEgEAXTuASFCZSCQBSs6CtvVsq9rSAQBSvuasPndyzGfhVeBKJgBV1nM8cdBEZQ3NU2K+VGoY5AFKzoK0+VQBTqCETBZK7C0mncLLQiEAXTuxwLIhyFOgJRMO1Lc5rmEIU6AlGw+Vym45rJzUIrAlGwGV6vYeYchToCUbCZX7s5EIUGAlGw4P9IZPDHKP8Yw560FAQCU5T7rBIFJwKBKcp0bolCVwQCU5TwDHOzMASBwBQNPMxEIRUCgSnqcbCJQg4EAlPkP+REISsCgSl6f+C5WQhDIDBFryefKIyCQGCKHhUgCuMiEJgiujARBAKAiUAAMBEIACYCAcBEIACYCAQAE4EAYCIQAEwEAoCJQAAwEQgAJgIBwEQgAJgIBAATgQBgIhAATASim+n8H+UWmLxUux6RwgyRhv//GlK9Eo3rT5jGghRmiEQg4KSxIIUZIhEIOGksSGGGSAQCThoLUpghEoGAk8aCFGaIRCDgpLEghRkiEQg4aSxIYYZIBAJOGgtSmCESgYCTxoIUZohEIOCksSCFGSIRCDhpLEhhhkgEAk4aC0ozw/FwXmw+7h+rk/GgU7XYXo7tv3ddff/x9x/tn/xULTbndeV4odVl6XykgUDASWNB3WbY7dvP7fJwazyynoz3H69/9su7oLS9MMeDj4fzYn/1fcp2BAJOGgsaOMN1tal2zsd2OfBvHt81PVbUnj7c1SAQcNJYUJcZqsvSdTIf9/C39bbLsWwUwRGU3d6+AXE/ptNtBYGAk8aC+sxQO3K1O4iW83xbb81vSbQcSwLRhcb1J0xjQdkDkfMOwvz89SI8Xu3r1yY/v04gkJrGgjrM4Ppi/unkD76DaHzaZi+uq7b3NRq3DE+BqD3j8XAmEMhHY0El30G0v2d5W28JBMansaCCvwdxPJzbHtB8UgKBUWgsKMe7GI/zmfUOov3ri9df53sQGIXGgrL+HES+O4jbemv9ZNR19fx1h3UH8e6V2AgEnDQWVGIg7jcmxvOeqsZv8TYnRqGxoG4zuH6KcX/9/YuLp/cmqlWHB1/W++a9Q+NVNZJkBqL2Lon574+8IBBw0liQwgyRCAScNBakMEMkAgEnjQUpzBCJQMBJY0EKM0QiEHDSWJDCDJEIBJw0FqQwQyQCASeNBSnMEIlAwEljQQozRCIQcNJYkMIMkQgEnDQWpDBDJAIBJ40FKcwQiUDASWNBCjNEIhBw0liQwgyRCAScNBakMEMkAgEnjQUpzBCJQMBJY0EKM0QiEHDSWJDCDJEIBJw0FqQwQyQCASeNBSnMEIlAwEljQQozRCIQcNJYkMIMkQgEnDQWpDBDJAIBJ40FKcwQiUDASWNBCjNEIhBw0liQwgyRCAScNBakMEMkAgEnjQUpzBCJQMBJY0EKM0QiEHDSWJDCDJEIBJw0FqQwQyQCASeNBSnMEIlAwEljQQozRCIQcNJYkMIMkQgEnDQWpDBDJAIBJ40FKcwQiUDASWNBCjNEIhBw0liQwgyRCAScNBakMENaf/79ff8xkU+ucf0J01iQwgxpJfxLPutTa1x/wjQWpDBDWmMFouvzalx/wjQWpDBDcqM0gkCI0ViQwgzJEQgMp7EghRmSIxAYTmNBCjPkENyIHk+ncf0J01iQwgw5EAgMpLEghRlyIBAYSGNBCjNkEtaIfk+kcf0J01iQwgyZEAgMobEghRkyIRAYQmNBCjPkE9CI3k+hcf0J01iQwgz5EAj0prEghRnyIRDoTWNBCjNklbURQz65xvUnTGNBCjNkRSDQj8aCFGbIikCgH40FKcyQW6ZGDPy0GtefMI0FKcyQG4FADxoLUpghNwKBHjQWpDBDgOSNGP4JNa4/YRoLUpghAIFAVxoLUpghAIFAVxoLUpghRsJGJPlUC0ze8C2PTmGGGFMLBBCAQHgRCMwQgeggycGmDigIgeiAQGBuCEQHBAJzQyA6GH62qQPKQiC6GXjCCQTKQiC6IRCYFQLRzZATTh1QHALRWe9zTiBQHALRGYHAfBCIzggE5oNA9NHjqFMHlIhA9EEgMBMEog8CgZkgED11OvDUAYUiED0RCMwBgeiJQGAOCER/zmNPHVAuAtEfgYA8AtEfgYA8AjHIr4efOqBoBGIQAgFtBGIQAgFtBGKoNwmgDigdgRiKQEAYgRiKQEAYgUigNQTUAQIIRAIEAqoIRAIEAqoIRBqNHFAHaCAQaRAISCIQaRAISCIQyTyiQB0gg0AkQyCgh0AkQyCgh0Ck9OffX+oAJQQiJQIBMQQiJQIBMQQiJeoAMQQCgIlAADARCAAmAgHARCAAmAgEABOBAGAiEABMBAKAiUAAMBEIACYCAcBEIACYCAQAE4EAYCIQAEz/Ae4KSCec8GZjAAAAAElFTkSuQmCC" alt="" />

1)单层阴影

.box-shadow {
/* Safari 3-4, iOS 4.0.2 - 4.2, Android 2.3+ */
-webkit-box-shadow: 3px 3px 5px 6px #ccc; /* Firefox 3.5 - 3.6 */
-moz-box-shadow: 3px 3px 5px 6px #ccc; /* Opera 10.5, IE 9, Firefox 4+, Chrome 6+, iOS 5 */
box-shadow: 3px 3px 5px 6px #ccc;
}

aaarticlea/png;base64,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" alt="" />

2)多重阴影

黑色:带模糊和阴影尺寸

紫色与黄色:只有水平和垂直

红色与蓝色:水平、垂直以及模糊

.box-shadow-more {
box-shadow: 0 0 10px 5px black,
40px -30px purple,
40px 30px 50px red,
-40px 30px yellow,
-40px -30px 50px blue;
}

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" 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三、CSS3 Gradient

1)linear-gradient(线性渐变)

在创建渐变的过程中,可以指定多个中间颜色值,这个值称为色标。每个色标包含一种颜色和一个位置,浏览器从每个色标的颜色淡出到下一个,以创建平滑的渐变。

PhotoShop中的渐变编辑器如下所示:

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" 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CSS兼容性如下

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" alt="" />

各个浏览器语法如下:

-moz-linear-gradient( [<point> || <angle>,]? <stop>, <stop> [, <stop>]* )

-webkit-linear-gradient( [<point> || <angle>,]? <stop>, <stop> [, <stop>]* )//最新发布书写语法
-webkit-gradient(<type>, <point> [, <radius>]?, <point> [, <radius>]? [, <stop>]*) //老式语法书写规则 -o-linear-gradient([<point> || <angle>,]? <stop>, <stop> [, <stop>]); /* Opera 11.10+ */ filter: progid:DXImageTransform.Microsoft.gradient(GradientType=0, startColorstr=#1471da, endColorstr=#1C85FB);/*IE<>*/
-ms-filter: "progid:DXImageTransform.Microsoft.gradient (GradientType=0, startColorstr=#1471da, endColorstr=#1C85FB)";/*IE8+*/ linear-gradient([ [ <angle> | to <side-or-corner> ] ,]? <color-stop>[, <color-stop>]+)

下面是一个实例,与上面的语法一一对应,顺序也是一样的:

.linear-gradient {
  background: -moz-linear-gradient(top, rgba(255,203,72,1) 0%, rgba(255,156,35,1) 50%);
  background: -webkit-gradient(linear, left top, left bottom, color-stop(0%,rgba(255,203,72,1)), color-stop(50%,rgba(255,156,35,1)));
  background: -webkit-linear-gradient(top, rgba(255,203,72,1) 0%,rgba(255,156,35,1) 50%);
  background: -o-linear-gradient(top, rgba(255,203,72,1) 0%,rgba(255,156,35,1) 50%);
  filter: progid:DXImageTransform.Microsoft.gradient( startColorstr='#ffcb48', endColorstr='#ff9c23',GradientType=0 );
  -ms-filter: "progid:DXImageTransform.Microsoft.gradient (GradientType=0, startColorstr=#ffcb48, endColorstr=#ff9c23)";   background: linear-gradient(to bottom, rgba(255,203,72,1) 0%,rgba(255,156,35,1) 50%);
}

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标准语法对于方向需要使用一个to,而且写的方向要与其它的相反,如果是top,这里就是bottom

第二个颜色我用了个50%,开始渐变的起始位置

还可以设置角度,它是一个由水平线与渐变线产生的的角度,逆时针方向。因此,使用0deg将产生一个左到右横向梯度,而90度将创建一个从底部到顶部的垂直渐变。

-filter、-ms-filter和-webkit-gradient就不能用啦。

.linear-gradient-angle {
background: -moz-linear-gradient(45deg, rgba(255,203,72,1) 0%, rgba(255,156,35,1) 50%);
background: -webkit-linear-gradient(45deg, rgba(255,203,72,1) 0%,rgba(255,156,35,1) 50%);
background: -o-linear-gradient(45deg, rgba(255,203,72,1) 0%,rgba(255,156,35,1) 50%);
background: linear-gradient(45deg, rgba(255,203,72,1) 0%,rgba(255,156,35,1) 50%);
}

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2)radial-gradient(径向渐变)

CSS兼容性与上面的线性渐变类似。

各个浏览器语法如下:

-moz-radial-gradient([<bg-position> || <angle>,]? [<shape> || <size>,]? <color-stop>, <color-stop>[, <color-stop>]*);
-webkit-radial-gradient([<bg-position> || <angle>,]? [<shape> || <size>,]? <color-stop>, <color-stop>[, <color-stop>]*);
-o-radial-gradient([<bg-position> || <angle>,]? [<shape> || <size>,]? <color-stop>, <color-stop>[, <color-stop>]*);
radial-gradient([ [ <shape> || <size> ] [ at <position> ]? , | at <position>, ]?<color-stop>[ , <color-stop> ]+)

下面是一个实例,与上面的语法一一对应:

.radial-gradient {
background: -moz-radial-gradient(10px 20px, #f00, #ff0 40%, #080);
background: -webkit-radial-gradient(10px 20px, #f00, #ff0 40%, #080);
background: -o-radial-gradient(10px 20px, #f00, #ff0 40%, #080);
background: radial-gradient(at 10px 20px, #f00, #ff0 40%, #080);
}

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" alt="" />

标准语法对于坐标需要使用一个at;

第二个颜色我用了个40%,开始渐变的起始位置

demo下载:

http://download.csdn.net/detail/loneleaf1/9146297

参考资料:

https://css-tricks.com/almanac/properties/b/border-radius/   css-tricks border-radius

http://www.cnblogs.com/mofish/p/3832136.html   从css3书写顺序引出来的border-radius参数

https://css-tricks.com/almanac/properties/b/box-shadow/    css-tricks border-shadow

http://www.basecss.net/article/box-shadow.html   [译]Box-shadow, CSS3最好的特性之一

http://www.webhek.com/css-box-shadow-property    CSS阴影效果(Box-shadow)用法趣味讲解

http://www.cnblogs.com/lhb25/archive/2013/01/30/css3-linear-gradient.html   CSS3 线性渐变(linear-gradient)

http://www.cnblogs.com/lhb25/archive/2013/02/24/css3-radial-gradient.html   CSS3 径向渐变(radial-gradient)

http://www.w3cplus.com/css3/new-css3-linear-gradient.html   再说CSS3渐变——线性渐变

http://blog.csdn.net/playboyanta123/article/details/9303857    radial-gradient CSS3的蛋疼的径向渐变

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