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使用CSS3制作导航条和毛玻璃效果

导航条对于每一个Web前端攻城狮来说并不陌生,但是毛玻璃可能会相对陌生一些。简单的说,毛玻璃其实就是让图片或者背景使用相应的方法进行模糊处理。这种效果对用户来说是十分具有视觉冲击力的。

本次分享的主题:通过CSS3来制作类似下面的导航条和毛玻璃效果。

导航条是梯形形状的。

使用CSS3制作导航条和毛玻璃效果

背景区域的毛玻璃效果。

使用CSS3制作导航条和毛玻璃效果

.container { position: relative;}.container::after { content: ''; position: absolute; left: 0; right: 0; bottom: 0; top: 0;
 z-index: -1;}

什么意思呢?稍安勿躁,我会在接下来的两个实战例子中对这段代码的意思一一道来。

 

文章结构:

1.导航条

  1.1:平行四边形导航条

  1.2:梯形导航条

2.毛玻璃效果

3.结束语

4.参考文章

 

 

1.导航条

1.1:平行四边形导航条

平行四边形制作的思想:平行四边形的制作运用了CSS3 2D 变形中的skew()倾斜属性,因为我们只是在水平方向上倾斜,所以在使用skew()时需要将第二个参数指定为0,否则x,y轴方向都会发生倾斜,这并不是我们想要的效果。或者是使用skewX()。具体的代码实现如下。

使用CSS3制作导航条和毛玻璃效果使用CSS3制作导航条和毛玻璃效果
<div class="rascal">    <ul>      <li>博客园</li>      <li>首页</li>      <li>新随笔</li>      <li>联系</li>      <li>订阅</li>      <li>管理</li>    </ul></div>

平行四边形导航条HTML
.keith li { position: relative;}.keith li::after { content: ''; position: absolute; left: 0; right: 0; bottom: 0; top: 0; z-index: -1; background: #2175BC; -moz-transform: skewX(-25deg); -ms-transform: skewX(-25deg); -webkit-transform: skewX(-25deg); transform: skewX(-25deg);}.keith li:hover::after { background: #2586D7;}

上面代码中,只显示了部分重要部分。在设置平行四边形的时候需要注意以下几点:

1.给 li 元素设置relative,然后伪元素after设置absolute和LRBT四个方向的定位。原因在于我们需要让伪元素相对与 li 元素定位,并且让伪元素填满整个 li 元素的空间,这样的话给伪元素设置的背景就会铺满整个 li 元素 。最重要的是,在伪元素上设置skewX(),只会对伪元素进行倾斜,并不会对父元素上的文字进行倾斜。

2.设置z-index:-1。这里如果不设置z-index值为负值的话,就看不到在 li 元素里面的文字了,因为absolute会提高自身元素的层级,所以要让伪元素z-index为-1,让其的层级位居 li 元素之后。

3.使用skewX()函数让 伪元素(不是 li 元素) 元素旋转 25度,注意写上属性前缀,防止浏览器兼容性问题。

4.将伪元素和伪类结合使用的时候,必须要注意的是先伪类,再伪元素。如果是li::after:hover 这样设置的话是没有任何效果的。正确的写法:li:hover::after。

示例效果如下。

使用CSS3制作导航条和毛玻璃效果

使用CSS3制作导航条和毛玻璃效果使用CSS3制作导航条和毛玻璃效果

<div class="keith">    <ul>      <li>博客园</li>      <li>首页</li>      <li>新随笔</li>      <li>联系</li>      <li>订阅</li>      <li>管理</li>    </ul></div>

梯形导航条HTML
使用CSS3制作导航条和毛玻璃效果使用CSS3制作导航条和毛玻璃效果
$('.keith li').click(function(event) {    $('.keith li').removeClass('zIndex');    $(this).addClass('zIndex');});

JS代码
.keith li { position: relative;}.keith li::after { content: ''; position: absolute; top: 0; bottom: 0; left: 0; right: 0; z-index: -1; background: #2175BC; -moz-transform: perspective(0.5em) rotateX(5deg); -ms-transform: perspective(0.5em) rotateX(5deg); -webkit-transform: perspective(0.5em) rotateX(5deg); transform: perspective(0.5em) rotateX(5deg); -moz-transform-origin: bottom; -webkit-transform-origin: bottom; transform-origin: bottom;}.keith li:hover::after { background: #3B9BE5;}

上面代码中,只显示重要部分。注意以下几个问题:

1.前四个问题与平行四边形导航条的制作思路基本相同。其中,在伪元素上设置perspective()和rotateX(),只会对伪元素进行3D处理和在空间中X轴的旋转,并不会对父元素上的文字进行任何的处理。文字还是会按照默认效果显示。如果在父元素上设置perspective()和rotateX(),则会影响之后的所有子元素。也就是所有的子元素(包括文字)都会进行旋转。文字被旋转了,阅读十分困难的。这个逻辑应该不难理解。

2.用于控制梯形是左倾斜还是右倾斜的属性是transform-origin。梯形不倾斜:bottom。左倾斜:bottom left;右倾斜:bottom right。

示例效果如下:

使用CSS3制作导航条和毛玻璃效果

使用CSS3制作导航条和毛玻璃效果(切换状态)

使用CSS3制作导航条和毛玻璃效果(左倾斜)

使用CSS3制作导航条和毛玻璃效果(右倾斜)

2.毛玻璃效果

毛玻璃的实现思想:毛玻璃使用了CSS3中的backgroung-size,fiter滤镜的原理。

background-size属性用于指定背景图片的尺寸,其中的一个参数cover是将背景图片放大,以适合铺满整个容器。但是这个属性使用的前提是需要设定一张足够大尺寸的图片,否则会导致背景图片失真。

fiter滤镜中的blur()用于将图片进行高斯模糊处理,只接受单位值,值越大,模糊效果越明显。

在张鑫旭老师的一篇关于毛玻璃实现的文章中(会在参考文章中给出链接),给出了毛玻璃实现的效果,可是有一些小问题:如果在背景图片上加上文字,blur()会将文字一起模糊掉,这样的话会用户体验不太好。当然,在不需要文字的背景图片下,张鑫旭老师的方案还是很棒的。

以下给出具体代码:

使用CSS3制作导航条和毛玻璃效果使用CSS3制作导航条和毛玻璃效果
<div class="rascal">    My Name is Uncle-Keith!</div>

毛玻璃HTML
body { background: url("../images/family-one.jpg") no-repeat center center fixed; -moz-background-size: cover; -o-background-size: cover; -webkit-background-size: cover; background-size: cover;}.rascal { position: relative; background: rgba(255, 255, 255, 0.3); overflow: hidden;}.rascal::after { z-index: -1; content: ''; position: absolute; top: 0; bottom: 0; left: 0; right: 0; background: url("../images/family-one.jpg") no-repeat center center fixed; -moz-background-size: cover; -o-background-size: cover; -webkit-background-size: cover; background-size: cover; -webkit-filter: blur(20px); filter: blur(20px); margin: -30px;}

上面代码中,需要注意几个问题:

1.同样这里也是使用父元素relative,伪元素absolute的方法,并且设置了TBLR和z-index。使用这种方法的关键之处在于我们是对伪元素进行了blur()处理,这样并不会影响到父元素中的文字效果。

2.需要给背景图片添加background-size属性,这个是为了让图片自适应整个屏幕的宽度。另外,这个属性需要添加两次。一是在body元素上,一是在伪元素上。在伪元素上添加的原因是我们要让blur()处理模糊的图片与背景图片相同。如果在伪元素中给background设置inherit的话,只会继承父容器rascal的背景,而rascal容器是一个白色背景的容器,这样就与我们的效果不相同了。下图是在伪元素中使用background:inherit;的毛玻璃效果。

使用CSS3制作导航条和毛玻璃效果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

可以看到,毛玻璃中的blur()效果有点过犹不及了,一圈模糊效果超出了容器,给父元素设置overflow:hidden,可以将超出的部分剪切掉。最终的示例效果如下。

使用CSS3制作导航条和毛玻璃效果

CSS
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