CSS3 3D 转换

CSS3 允许您使用 3D 转换来对元素进行格式化。

在本章中，您将学到其中的一些 3D 转换方法：

• rotateX()
• rotateY()

rotateX() 方法

rotateX()方法，围绕其在一个给定度数X轴旋转的元素

div
{
    width:100px;
    height:75px;
    background-color:red;
    border:1px solid black;
}
div#div2
{
    transform:rotateX(120deg);
    -webkit-transform:rotateX(120deg); /* Safari and Chrome */
}
</style>

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

rotateY() 方法

rotateY()方法，围绕其在一个给定度数Y轴旋转的元素。

<style>
div
{
    width:100px;
    height:75px;
    background-color:red;
    border:1px solid black;
}
div#div2
{
    transform:rotateY(130deg);
    -webkit-transform:rotateY(130deg); /* Safari and Chrome */
}
</style>

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" 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" 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