CSS3中的动画效果记录
今天要记录的是CSS3中的三种属性transform、transition以及animation,这三个属性大大提升了css处理动画的能力。
一、Transform 变形
CSS中transform
属性允许你修改CSS可视化模型的坐标控件。使用transform,元素可以安装设定的值变形、旋转、缩放、倾斜。
语法:
transform : none | <transform-function> [ <transform-function> ]*
也就是:
transform: rotate | scale | skew | translate |matrix;
对一个元素进行transform的多种属性操作,例如rotate、scale、translate三种,以往我们叠加效果都是用逗号(“,”)隔开,但transform中使用多个属性时却需要有空格隔开。
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" 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在IE9中,使用jQuery动态添加样式,不显示效果,其他浏览器显示正常。是因为IE9认为 -ms-transform是无效的脚本,不执行。请将 "-ms-transform"改为“msTransform”。
这里介绍一个在线调试CSS3的工具,http://westciv.com,这个工具还可以调试Gradients、Shadows等属性。
1、transform-origin属性
transform的参照点默认为元素的中心点,如果要改变这个参照点,可以是用transform-origin属性进行自定义。受影响变形函数:rotate()、scale()、skew()、matrix()。语法:
transform-origin: [ [ <percentage> | <length> | left | center | right ] [ <percentage> | <length> | top | center | bottom ]? ] | [ [ left | center | right ] || [ top | center | bottom ] ]
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" 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2、旋转rotate
从原点(由transform-origin属性指定)开始安装顺时针方向旋转元素一个特定的角度。
旋转30度,transform-origin为默认值 | 旋转30度,transform-origin为left,top |
.rotate{
-webkit-transform:rotate(30deg);
-moz-transform:rotate(30deg);
-o-transform:rotate(30deg);
-ms-transform:rotate(30deg);
transform:rotate(30deg);
}
.transform_left_top{
-webkit-transform-origin:left top;
-moz-transform-origin:left top;
-o-transform-origin:left top;
-ms-transform-origin:left top;
transform-origin:left top;
}
3、移动translate
移动translate我们分为三种情况:translate(x,y)水平方向和垂直方向同时移动(也就是X轴和Y轴同时移动);
translateX(x)仅水平方向移动(X轴移动);translateY(Y)仅垂直方向移动(Y轴移动)。X或Y取值百分比的时候,相对于自身的宽与高。
x轴移动50px,y轴移动20px transform-origin为默认值 |
x轴移动50px,y轴移动20px transform-origin为left,top |
设置transform-origin与不设置不影响移动。
.translate{
-webkit-transform:translate(50px,20px);
-moz-transform:translate(50px,20px);
-o-transform:translate(50px,20px);
-ms-transform:translate(50px,20px);
transform:translate(50px,20px);
}
4、缩放scale
缩放scale和移动translate是极其相似,他也具有三种情况:scale(x,y)使元素水平方向和垂直方向同时缩放(也就是X轴和Y轴同时缩放);scaleX(x)元素仅水平方向缩放(X轴缩放);scaleY(y)元素仅垂直方向缩放(Y轴缩放),但它们具有相同的缩放中心点和基数,其中心点就是元素的中心位置,缩放基数为1,如果其值大于1元素就放大,反之其值小于1,元素缩小。
scale(1.5,1) transform-origin为默认值 |
scale(1.5,1) transform-origin为left,top |
.scale{
-webkit-transform:scale(1.5,1);
-moz-transform:scale(1.5,1);
-o-transform:scale(1.5,1);
-ms-transform:scale(1.5,1);
transform:scale(1.5,1);
}
5、扭曲skew
扭曲skew和translate、scale一样同样具有三种情况:skew(x,y)使元素在水平和垂直方向同时扭曲(X轴和Y轴同时按一定的角度值进行扭曲变形);skewX(x)仅使元素在水平方向扭曲变形(X轴扭曲变形);skewY(y)仅使元素在垂直方向扭曲变形(Y轴扭曲变形)
skew(30deg, 10deg) transform-origin为默认值 |
skew(30deg, 10deg) transform-origin为left,top |
.skew{
-webkit-transform:skew(30deg, 10deg);
-moz-transform:skew(30deg, 10deg);
-o-transform:skew(30deg, 10deg);
-ms-transform:skew(30deg, 10deg);
transform:skew(30deg, 10deg);
}
6、矩阵matrix
matrix(<number>, <number>, <number>, <number>, <number>, <number>) : 以一个含六值的(a,b,c,d,e,f)变换矩阵的形式指定一个2D变换,相当于直接应用一个[a b c d e f]变换矩阵。就是基于水平方向(X轴)和垂直方向(Y轴)重新定位元素,此属性值使用涉及到数学中的矩阵,matrix矩阵是transform变换的基础,可以应付很多高端的效果,算是一种高级应用技巧。网上有专门介绍这个的用法,我这里就不详细介绍了。有个在线编辑matrix的网站,useragentman.com。可以在线调试,下图所示:
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" alt="" />
w3school在线测试:
值 | 描述 | 测试 |
---|---|---|
none |
定义不进行转换。 | 测试 |
matrix(n,n,n,n,n,n) |
定义 2D 转换,使用六个值的矩阵。 | 测试 |
matrix3d(n,n,n,n,n,n,n,n,n,n,n,n,n,n,n,n) |
定义 3D 转换,使用 16 个值的 4x4 矩阵。 | |
translate(x,y) |
定义 2D 转换。 | 测试 |
translate3d(x,y,z) |
定义 3D 转换。 | |
translateX(x) |
定义转换,只是用 X 轴的值。 | 测试 |
translateY(y) |
定义转换,只是用 Y 轴的值。 | 测试 |
translateZ(z) |
定义 3D 转换,只是用 Z 轴的值。 | |
scale(x,y) |
定义 2D 缩放转换。 | 测试 |
scale3d(x,y,z) |
定义 3D 缩放转换。 | |
scaleX(x) |
通过设置 X 轴的值来定义缩放转换。 | 测试 |
scaleY(y) |
通过设置 Y 轴的值来定义缩放转换。 | 测试 |
scaleZ(z) |
通过设置 Z 轴的值来定义 3D 缩放转换。 | |
rotate(angle) |
定义 2D 旋转,在参数中规定角度。 | 测试 |
rotate3d(x,y,z,angle) |
定义 3D 旋转。 | |
rotateX(angle) |
定义沿着 X 轴的 3D 旋转。 | 测试 |
rotateY(angle) |
定义沿着 Y 轴的 3D 旋转。 | 测试 |
rotateZ(angle) |
定义沿着 Z 轴的 3D 旋转。 | 测试 |
skew(x-angle,y-angle) |
定义沿着 X 和 Y 轴的 2D 倾斜转换。 | 测试 |
skewX(angle) |
定义沿着 X 轴的 2D 倾斜转换。 | 测试 |
skewY(angle) |
定义沿着 Y 轴的 2D 倾斜转换。 | 测试 |
perspective(n) |
为 3D 转换元素定义透视视图。 |
二、Transition过渡
W3C标准中对css3的transition这是样描述的:“css的transition允许css的属性值在一定的时间区间内平滑地过渡。这种效果可以在鼠标单击、获得焦点、被点击或对元素任何改变中触发,并圆滑地以动画效果改变CSS的属性值。”
语法:
transition : [<'transition-property'> ||
<'transition-duration'> ||
<'transition-timing-function'> ||
<'transition-delay'>
[,
[ <'transition-property'> ||
<'transition-duration'> ||
<'transition-timing-function'> ||
<'transition-delay'>
]
]*
属性 | 说明 |
transition-property |
规定设置过渡效果的 CSS 属性的名称。 |
transition-duration |
规定完成过渡效果需要多少秒或毫秒。 |
transition-timing-function |
规定速度效果的速度曲线。 |
transition-delay |
定义过渡效果何时开始。 |
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4JVR/UwZM5ay78fn/S4hEJ0qJ8Mqr7yai+jasHPsuEMvT+G7ak/5AoJYe2Bj0iwOV0wKl2SDyJPSHlBIfSeSiI9fXU46BRGBtNTk7S5HJRTYIavtVD7Eknlcz+O6EwJubOLx8cmBd555cP0kV9EooCJQRKoGbLtYQe9ydOD8+eJyrzSuo6eTPf6htMr2inHQpJ6DMlNn2BBgNSKoNyDQ3e3vtS28s/qnp+kresnlqzfmrN+qmF8yaS3n20uZN4k3Thn9Bfevidgs1vvw8ZqL14gbsnVv1IqMqgbDbb5hNvr7nw+1jTuguLI2iHdsz7jW3V0vay8zab7XLXXSg2m23gtuVO7TN9F3T2ipn2ipnO6onO6onuqzr3VZ2ncbK9YqbKy+y1antGo/F0ofnDlNSMnZn7D+Qk6P+xY7+FLmBS6L+nZRvhxYcpqa+nHt+1ey84ND4+3mAwqK+MJkG58wtob5Iu+cUt70osdSErq3P2NJ497/zyQfVnk1CghIAIlKSfMO5J27O65SZzkcG7DuJQSEJXWgeeKbEt32e51RfkZM1uvdi+ZRLHnpRDK1Ni7XV7e/MSN6XlQp8dynMHG8Ce05d/+vA7BVErt9uLF4BDnbXL7NaLwQ3qfIn5tbMx0cXRJAkFh3bM+03fxtU2m+3Ulf7tBdfocupKv9PhuFP7DK1OUjyNk1WOhGrS9uyDA5B1JicnGQyG11OP8+z5VnZFqaV1x35Lgv4fUDJ2Zn6xJOL11ONp2cbXU48bDIbk5CRIQtVfIqo+KBj9FHbGO2dPq9+1W2LB5sNHmmb9mFZn5+xpnbOn3V2xSmWVUKCEgAi0pK7zzW7nP4estD3L2k/sv3xdYqnqlpufdNvpM/LPlNjgbFIQTyK5hgZ78xKbN0wWCrRm/dSmhFm39750WJ/48DsFT+gv0fZ8+J0CmDh9+adRK7dHrdx+9eBTxKG2oiMqk1CVeyrzW/2aC7+PLo4GjUIS2jHvNzCaeepK/4ava7carMSeWw3WDV/XHjxtHbht8TRO5tkTBHrxlFRCFOiIAMg94ZR6WrZxw+4LIE1SNuy+0NA5UPB90+upx9dlFH+Yknr1henrt6QTn6ZlGw0GQ8z6mA9TUk8Xqj05poFALVV3V6wi3iQ2bJr14+bDRyQWbDebKx/QEW+S0hAxV2WVUKCEgAh0/+Xr+3sbRs65k8uVuu3SuaTL7aKTUHIq6U/H/kVfGaoANUE5upvE+u9NCbNs2x+7vfcluCaUFFDnw+8UTF/+KZSoldv/fuyDqwefGjDNgV58ZeIiW5FU6w9oUE6HY/OJt0GdkISm7n/V+utfWH/9i4HPMi933QV7CsuGr2tPXen3dKUxBdr4/VNqfuKpwdVmTgdcmfRhSqrRaARFrsso3rD7wobdF2iBVjV1vpVdAfaMWR+zLqP49dTjTycdfz31+Oupx41GI5yO37Vb7ek+9UE5j58QdsNBoNe+zZNYsKu0tPIBXefsaU2zfswrKquEAiUERKC55+rp32iWtZ/4xjX8SbcdzhpJFFqgb3aPCHT5Potw2NQv1AtUaE+4hunkxscP6xOf0F+iC61OKBMj3oVzR5CB2osX7HvhkSAKFAZAiUBJR97661+0l53fXnBt6a7LG76uFZaluy5vL7g2cNvCFKjKYVD1ba+1tQWu69y1e++hvEIiROLQ3MsdB/Pr1mUUP510HOz5xZIIMhtc5JSg/4fRaISR0FAQ6L3sr5gCrXxA126WSpBvVlaemzmpadaPqx+cyisqq4QCJWgvUEffjbL2E8SeV2s/gyuZ4HIln4Vcz0QLFK4JVYyaoOzWi7btj/HseWTOjC+nT/hy+gTwI0k56SIh0KsHn/pg9X+qvJhJpUBjTetogb52Nubt/115YXFEe9l5EKWYQDd8XSvWi7dXzFRzMZP6tldWXg4Chf47mPHppONPJx2fm2qemWB8K7vi6aTjM175/IslEWDPQ3mFVU2dpZZW0oUHk0IvPmNnpsoqadCF/8vHwm545+xpcgR66qcTwJjnZk6ii8oqoUAJ2gvU7a6jr5bfaR8GgcosIShQegAUcs8vp084MmfGuSVTNr/9PtOeIFD40SeUq6d/Zy9eAF34or9GFf01KugCJfakk1AiULESygI1Go1w2bzBYACBzv5D7kOvHpr9h9zZf8iFDHRmgvFQXuHV0sIvlkQse3FF7uWO042312UUw5wzXvl89h9y07KNpwvNcB5JZZU0yUBpb5JuuEyB0t489dMJUFRWCQVK0Fqgw9eHnYXkxNFHN5qTf3DDjzVlahSuZKIvpw+6QBs3R0KHnQi0cN7EwnkTq56f1JQwizg0auX2zW+/f1ifuCktlyfQlRFLB0xzQKADpjl9OT8fMM1ReSJefReeJ9DXzsbEmta1l53farA+ss3MtOcj28xbDVZmF959Vdd/9lfB7cIbjUYYAzUajWnZxodePQRJ5eLEU7mXO+7YnVVNndvyr9h6ek4XmtdvSX9s96Vt+VceSi99bPclKDMTjDMTjGnZxpLiYriYSWWVNBkDJdKku+GVD+h8joESY5JydPp9R6ffp7JKKFCClgIdubnnUBq5aOnNbmfyD264jciOZu/F82bLNb+KyiuZVJ6Ft36WSYwJ136CTNte/lHjpqndKVMqExed3Ph4U8Ks7pQp3SlTBkxzDusTaYEW/TWqL+fn9uIFfTk/78v5eVfm/b15iSqvpVd/EoknUCh7LP9z6kr/I9vMQofCRLGTSO6ruqCfRCopLoYLmIxGo8FgWJx4Ci6hX5x4al1G8dxU81vZFbaeHqPRuH5L+kPppdvyr5xuvP3KCevCA7ULD9Q+tvvS3FTz3FTzobxCyEBDQaDu0nMNEXNpdZKMUo5AwZh0yXt4lsoqoUAJmmagVPrZVbT15Wr7m93OhB43JKE7mm+rvCeIYtRec150BAQKv92sWT+1avVUuHgeJjZumtq+ZVLjpqk166fue+GRlRFL4X53EyPe1f3k+YkR74I3Iffsyry/fcukoF8HmvmtninQ187G1NRWQxIqLJB+CvvvzuqJoXAZU11d7a7dez9MSTUYDAaDYW6qeV1G8eLEU6DFuanmUksrnJ33qvNYA/xdeKyBCBTuzLTsxRWhINDhWz1X18XwBjGhPy59Hei1b/PAmJ/fP4Eu3760QmWVUKAEjQXq+CEHRj9jT9Y9W9n3aqvXodv6h6VPprvcrsG7DmZRXiWPx6N6fzu6mwrnTfxy+gTQZc36qfQv4uFs0pE5M47MmQH3aqKL7ifPf7D6P0GgYM/ulCmNmyOD/lPO8yXmNUaGQKOLo/947r9qaqsPnuY79OBpa1tL853aZ4T2dFZPtFfMDPqF9PbBAfgpEdyhbsPuC6R7/lB66cH8OoPB8HTSccg979idj+2+tPBALdgTBPpQeulb2RV1dbUZOzPhFk0qq6SJa5oPHxF2xk/9dMKVP/9ZYqn6Xbt56vz8/gk7pvwf4e3v/AUFStBSoCOnj4oe7Srauiiv45kS2/LaXnAoJKHpFe0Sl8TDZUzpFe3vlbW9V9YWe7Ju+T7L8n0WsR8vyUf9/q5MiQVRFs6bCElo46apJPFcGbEUMk3am2RKV+b9oE6wJ/x8PugCZQ6D0g79rt4MGoVSU1v9Xb3568LFwp472PN6/uOh8FNOo9G4/0BOfHy8xWI5lFdIBje35V/ZfyBnbqqZTDndeBt67ou/u7H4uxsLjzVAL76svLyurjZmfcyyF1cYjUaV9dEkqMHW1u8emCbsjEv/Fv7ilnfBmLzS1aj2EQkoUIKWAh12FkL6aWuz6gss4NCV1gG6I7//8nVmRklufMf7GdIfD19Q+TMkj0a3swOBfjl9AunIg0ObEmY1Jcw6ufFxSD9BnbqfPL8yYumlzT+7tPlnJPGEmzmtjFiq8gpQrYI6eDJnjTFaLA8Fje6x/A+UzSfeXn04uqPy/zJzT3vFTLNR7d3ptbnv9ej964xGY2NDw7b8K2DJtGzjSL45Otw5J6N+Tka9V6AHahceqN2Wf+XG9Y79B3LmzZ+/7MUVofBTTuDilneF/fGj0+8TfeSR25338CyhPQ0xMeorgwIlaClQxw85kH56PJ7m7v7l+yyL8jpIRz75Bzdc0pRe0V5S13mrbxD67NUtN3PP1cOPOHm3s1u+j/GQDwVosr+tn2UKHcpLRU9ufHzfC4/se+GRS5t/1r5lUvuWSeDN9i2TujLvb94wed8LjxT9NUqTeyprcju71YejpR06coWTMXqNMZqXftL2VJ9+ahIRsP9ADvyYvbGhARwK6nzFdJP01udk1P+34cZb2RVzMupBoJFHroM9LRbLshdXzJs/X/1V9B7tgupqbBR2xj+/f8Jgaytz/sHWVmb6KXb/UL9AgRI07cLfesNT9GhLcQ78m3uuXtiRB4fCOSUo5PfvxJ4vV9sh/fzTsX8pj0yjoAiuoUHzqt9yHErdkwk0SkwKJ5TIROi/Q19ek5uBerS7obIch64xRsea1pEbiIA6wZ79Z3/Vf/ZXIXVD5Tv9/XB35A9TUm09Pa2tLdvyr4AlSYHc878NN4hAwZ43rnfErI+B9NM+OKC+Mhq65kJWllCIYsOgV/78Z+HM6kc/ARQoQdOTSG2v0A8idrldfzr2L6FDaY2COpn2/OPhC1qdtddqfzu6m8hvkMChkIoSjZICE5s3TIYklAhUK3t6tAvq4Mkc4lAxja4xRp+78B88dRJ7qu+8AxoelmXl5cteXLHsxRUZOzNtPT13+vtLLa3b8q+8YrpJHBp55Dr8uy3/Sqml1T440NraAvacN3++Vg/20NY1hTExPCcyk1Bm+lkYE6PVk+JRoATtBUrfAnnwruOPhy/wHArjoXRJ6HHDQ+Voe6q/ix1Bw/3t6G6i81D62iYocHa+ecNkyEahNG6aatv+mPpLl2g0DIrnUJ5J1xijPz79LO1Nok4N7enR+rA0Go3QE4cTSi6n405/f1VTZ+7lDlKqmjqrmjrtgwP2wYHThWaYf978+erPHRG0Dco1OGgQOPTo9Pu6SkthMHTY6egqLT06/T7ePN++tELs3vUKQIEStBfojasV9LTBuw5yQunZyr6V1gHQKF3eaHW+2moHey7fZ9EXWLS9YlTjRjw0SI+H8jRKBEquc9r3wiPmVb/V1p4erYMyGw88c3Dt6sPRQpOuMUY3fv8Uz5v9Z391Pf9xDe3pCcBhSRw6b/78jJ2ZZeXld/r74QmdUOyDAzeud8Aj52A2Tc6802gelMPhOPbeVl6C+fn9E757YFrx88u+e2Ca8K1j7211qPiBgxAUKCEgJ5F4581dbleH5SxJRZ+t7Fte27vSOkAKPeip/qIlIYHY33brRV4qOqJR6lfzcFqpMiVWc3t6AhBUW0vzjn0fE41Ceebg2q8LF9PeBHWWHNpaU1utbQUCsZvgwR4gx3nz58PP2+GOy/CIY+jpQ9HwUUiEQAh0cHAw99NP4Sy88Dp5coIe3sr99NPe3l6Hw+HWqP/uQYFSaPxTzq6ireBQZ9v3dIGMsrrlpr7AEnuyLvZk3aK8DiixJ+v+dOxfuefqA6FOIHD721Z0pDJxETzcmOShjZsjKxMX3d77EjxKXsNnwdMEKKia2mrQKJTVh6Ov5z9OSsmhraBONT/ZFCNAEd3p76dzTEgzl724gn46PPz6U5OzRjw0D6q3t7ersbG4qOgTvX7Lc8sgxzw6/T761+6QhG55btknen1xUZHFYunt7UWBBgKNbybicrucbd93FW3tKtraUpzTYTnb2814pubgXcetvkEo6i/z9ElA97draNBuvWi3XrQVHbF+lgmvHd1NAfImIaBB2Wy2mtrq8yVms/EAlPMl5praavXXKkkQ0Iju9PdbLBaDwZCxMxNuWQ8PTYLHzwVCnUAggnK73Q6HA0xqsViKi4pO5ByiC0izq7Gxt7d3cHBQQ3UCKFBCYJ8LHyJgUOOC8IvIg0GFOyjQ8Ur4BRV+EXkwqHAHBTpeCb+gwi8iD/RK+0YAAAktSURBVAYV7qBAxyvhF1T4ReTBoMIdhkARBEGkCYqtQhC+QBEEQRCZoEARBEEUggJFEARRCAoUQRBEIShQBEEQhaBAEQRBFIICRRAEUQgKFEEQRCEoUARBEIWgQBEEQRSCAkUQBFEIChRBEEQhKFAEQRCFoEARBEEUggJFEARRCAoUQRBEIf/eArXqo3RR+vC4OayCWExxOp1Op9PFmQJVqVBAp1PXyEOvkUhExHtLbewqEdt0Gm1SnST0bLyl1K6Y/jT+BKs+aqQCkhGOTauSWIu3nl78FsGYHhumOP66qBj8qoUwdiVBmOICrU5OPcfaQcIDSQajXyl0gwpXgY5lXIFZl8ztMLYC9ciLNiQEqroCY9SGyGHJWRctMP9kplnsgfSnKY7zlcb7d6wgR4tYeuJFUEOrPipKbw0FgUqnWkxZ+I43LATq7zbxjLVA4bXe+8VMvpS90PMyJpHF40zsT6NWy1mcvRZGJXmTvZ9qioPl+OsdnYHzIax8kFd/mWEytzS/wtyE1C+dMWMnE2XVmd62MI9IWMKNqbSK3kliu4NdVUZEki2DA+/gEb6WqDDnHWGjZWxn0SYUFxdFJpOZ6NX51Rlh1Z9jE+k5+Sv0VkvGRpY4hOkF6B1tFVmX3ONO0EREohMGqxs1Jv1CuJXUIEegvIOI3a8RbBPKtGRxsU+TWtzvDJQs7VUUd71eE1Afws4HeRWWGSYTXoWl/5XGt0Bl1tn7IWLpMGNjal1DWswKNi/X8iPoWNDvsj5FagUihwBnzRJNiGpkjAbHjlociYOfaQq2LxgtUMZGFj2E6QZi1Udx25h4a5d13Il00HwGq+OmnLqgZaDCyKXzqdHej2xryFucX0k+nMQyitcoWeme1A5mGtz/ejK3qkd4nPgjKH7s3DooqLNU3QQbU24NhS1+tCaiq1O0eSWNo5OZgfoQqIxDQE4TYr8WiVoQiBjMeKWClY5LdGbWEcGJQrAFfW4rmcedSN2YfhS+EJtN+GkK3KqhQFk680OgMhYXq6TPd31GoW2Yaqo0itS+9J3f+VlnRdmxZjVU0gx43yFs99GK0QVBoJJfVD6jZoXjcyIdLw+5cXHn4FdKYikqDqrn569AZWxbbuzCSHWSKaf0ZpRq1SwClIGyPkrqX3mLy3wLjoY4bpeCnlk4EKEwA5VTGbF5fI+Biu5LvwXqq86+MlDOxpRTQ7HDESaJ7Q65m1fW8LGOm334EKjELhzrDFQKCReIiVJuK5K5keWoTXGCoigD9RkpLUexb5QxF6ggY+fHaDWZ5H9Liy0ucXZausEzxkA5NqWGWkami4/FcNYiK0wmgnl8noVnJw5isYsKVFadlY2BitbQI3kWXmx3KGpFnOWpiom98IgdJDLPwotvZ99NSOS1SONnI32oSwcuDJh7CkjGRpYQAqc18TaR6LpkHXfiApVAuE2kN4hUYxbH13Wg0srj5Ou8jN+fbo7Y4qy1MOcG4ky8w4k+C8+dj1EBaiax1FVmmHy4fTRmxCJLs/eonwKVV2dGZdgbU04NGWvl7XfW7pBbVW5vMS5O5hgojcjsrD0lW6C+m5B4asJs/GJIhKATiENiB3EOLpkbWfwQpred8JtSfF0yjjtJgTLjFU4X+1clQf2hwpghJ0NExowx3B06+RnoeIBWBlOjcqaEDWQLCL8dUaCaggINKYIh0HGNROIsoVRf6fb4RiK/FstMhWhQDfUfgSAI8u8JChRBEEQhKFAEQRCFoEARBEEUggJFEARRCAoUQRBEIShQBEEQhaBAEQRBFIICRRAEUQgKFEEQRCEoUARBEIWgQBEEQRSCAkUQBFEIChRBEEQhKFAEQRCFoEARBEEUggJFEARRCAoUQRBEIVoIdPRpUqJP9uIh44kOEnfbl/mEEznPwOE9MMfn82TG4ukIYhtH+kFyQcevavsP83kMwgczBGF/If/eMFuY2FMkmYg/eVhNtVQIVPh4KbFHoPAE6vGl3ZATqCbvaktg1iWzPaBAkTFG2MKETxSV1CN5cLjKeviCnpO5iPADma9lzsD8cInVaQYKlIWCtuFBgSKBh/lceLYQWY+upqfFmcQebw0HlT5uZDalXXjpY0Y4j8yDzUMdb2Qe5rvS1RNsrNHNKPZa9FnsUXFxZDq9IOd57aPPux95zLZwqzNWoqOeyk12h6y9RleFuwDn4eki6/L5BHDmWiiEe5k5A737mDsdQbRF2LZMcWKtmMKqjxqZSdyG3Hmoz9RiDFTHQjiPRyQZYR5pYhWQflcErynp6Pku5XjEu63IZO/4iHduasyETPQrA+XtDuG8zL3mXa0pjlNvbjNgrGvkX3qshxsXcy0cfO503l5m7nQE0RzfY6Di6agPgYrOI7II8/CQIy9p9wlfC48u6c/kLcicX8ioZqz6qCi9Pg62hCmOdgi9Eaz6KJaAiFBGpnMFo1yg0jNL7zWW5HwKlDHdv7bhkdwRzC9Lsd0kbFQIogxfzcgUx+tu8dXKb/Ey5hE/gJnNWk7ySE9kviUtTaZAmQYXfo4wbm/GBX3YKL11xJy0NLln6sjGkhIQ/enCdwU5Jpnd9/b3c69RdR+ZpESgPjJW3u4Q7hR61zD3C2M3+fktiCDSyO+KcjMmdgYhZx4fGZDEMSDUGXMRBVPkvysqUAamOF2cfiSx5P4z8q6Mk0WcDFQXZ+IOomqTgarYa8IKBDIDFftXOF3s+8+DAkU0hZVJ0d0zfhfSOxdjupx5hP8K6yTZxIXvMvUnlqoIP4f5afL1Kg6kdZysjZk+jv5vMvFF492E7MFE6W61F5GOP+tfGXvNFCf8GhCriawxUFXDOxJ7SsKzaE9EE4TNiNWbA+iOW1wcO4OQM4+8k0g+swyPeD6oZop2AuUFynCc4KS1+OYXipV7jtu7nFheS94Vbn8/9xo9+sA/nSW1LuEwh38Cpf/1yNhTaEkk0IRcC6MPFaZGZU4R4nMpeo0KlkUCh8R+QYEiQSRUWpiYqjySSpUvOPkSlD4sxSqJBA7hHqHfYmamPr8+EUQTsGEhCIIoBAWKIAiiEBQogiCIQlCgCIIgCkGBIgiCKAQFiiAIohAUKIIgiEJQoAiCIApBgSIIgigEBYogCKIQFCiCIIhCUKAIgiAKQYEiCIIo5P8DyAjBLLiVo0IAAAAASUVORK5CYII=" 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1、transition-property
transition-property是用来指定当元素其中一个属性改变时执行transition效果,其主要有以下几个值:none(没有属性改变);all(所有属性改变)这个也是其默认值;indent(元素属性名)。当其值为none时,transition马上停止执行,当指定为all时,则元素产生任何属性值变化时都将执行transition效果,ident是可以指定元素的某一个属性值。在W3C官网中列出了所有可以实现transition效果的CSS属性值以及值的类型,大家可以点这里了解详情。
2、transition-duration
transition-duration是用来指定元素 转换过程的持续时间,取值:<time>为数值,单位为s(秒)或者ms(毫秒),可以作用于所有元素,包括:before和:after伪元素。其默认值是0,也就是变换时是即时的。
3、transition-timing-function
transition-timing-function的值允许你根据时间的推进去改变属性值的变换速率,transition-timing-function有6个可能值:
ease |
(逐渐变慢)默认值,ease函数等同于贝塞尔曲线(0.25, 0.1, 0.25, 1.0) |
linear |
(匀速),linear 函数等同于贝塞尔曲线(0.0, 0.0, 1.0, 1.0) |
ease-in |
(加速),ease-in 函数等同于贝塞尔曲线(0.42, 0, 1.0, 1.0) |
ease-out |
(减速),ease-out 函数等同于贝塞尔曲线(0, 0, 0.58, 1.0) |
ease-in-out |
(加速然后减速),ease-in-out 函数等同于贝塞尔曲线(0.42, 0, 0.58, 1.0) |
cubic-bezier |
(该值允许你去自定义一个时间曲线)可以使用工具网站来定制 |
cubic-bezier为通过贝赛尔曲线来计算“转换”过程中的属性值,如下曲线所示,通过改变P1(x1, y1)和P2(x2, y2)的坐标可以改变整个过程的Output Percentage。初始默认值为default
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" 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其他几个属性的示意图:
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" alt="" />
4、transition-delay
transition-delay是用来指定一个动画开始执行的时间,也就是说当改变元素属性值后多长时间开始执行transition效果,其取值:<time>为数值,单位为s(秒)或者ms(毫秒),其使用和transition-duration极其相似,也可以作用于所有元素,包括:before和:after伪元素。 默认大小是"0",也就是变换立即执行,没有延迟。
下面做个简单事例,在移到方块的时候,将方块的width增加
:hover之前 | :hover之后 |
.a_border{
display:block;
width:80px;
background:#e0e0e0;
text-align:center;
line-height:80px
}
a.a_border:hover{
width:150px;
-webkit-transition:width 0.5s linear 1s;
-moz-transition:width 0.5s linear 1s;
-o-transition:width 0.5s linear 1s;
-ms-transition:width 0.5s linear 1s;
transition:width 0.5s linear 1s;
}
三、Animation动画
通过 CSS3,我们能够创建动画,这可以在许多网页中取代动画图片、Flash 动画以及 JavaScript。CSS3的Animation是由“keyframes”这个属性来实现动画效果,Keyframes可以指定任何顺序排列来决定Animation动画变化的关键位置。可以在这个Tencent网站上面做在线的动画调试。
各自的语法:
animation:<single-animation-name> || <time> ||
<timing-function> || <time> ||
<single-animation-iteration-count> || <single-animation-direction> || <single-animation-fill-mode>
keyframes-rule: '@keyframes' IDENT '{' keyframes-blocks '}';
keyframes-blocks: [ keyframe-selectors block ]* ;
keyframe-selectors: [ 'from' | 'to' | PERCENTAGE ] [ ',' [ 'from' | 'to' | PERCENTAGE ] ]*;
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" 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" alt="" />
属性 | 描述 | CSS |
---|---|---|
@keyframes | 规定动画。 | 3 |
animation | 所有动画属性的简写属性,除了 animation-play-state 属性。 | 3 |
animation-name | 规定 @keyframes 动画的名称。 | 3 |
animation-duration | 规定动画完成一个周期所花费的秒或毫秒。默认是 0,意味着没有动画效果。 | 3 |
animation-timing-function |
规定动画的速度曲线。默认是 "ease"。 还有linear、ease-in、ease-out、ease-in-out、cubic-bezier(n,n,n,n) |
3 |
animation-delay | 规定动画何时开始。默认是 0。 | 3 |
animation-iteration-count |
规定动画被播放的次数。默认是 1。下面是其他值: "infinite":规定动画应该无限次播放 |
3 |
animation-direction |
规定动画是否在下一周期逆向地播放。默认是 "normal"。下面是其他值: "alternate":动画应该轮流反向播放 "reverse":动画反向运行,方向始终与normal相反。(FF14.0.1以下不支持) "alternate":动画会循环正反方向交替运动,奇数次(1、3、5……)会正常运动,偶数次(2、4、6……)会反向运动,即所有相关联的值都会反向。 "alternate-reverse":动画从反向开始,再正反方向交替运动,运动方向始终与alternate定义的相反。(FF14.0.1以下不支持) |
3 |
animation-play-state |
规定动画是否正在运行或暂停。默认是 "running" "paused"是指规定动画已暂停 |
3 |
animation-fill-mode |
规定对象动画时间之外的状态。 "forwards"指当动画完成后,保持最后一个属性值(在最后一个关键帧中定义) "backwards"指在 animation-delay 所指定的一段时间内,在动画显示之前,应用开始属性值(在第一个关键帧中定义) "both"同时配置了forwards和backwards。在动画显示之前,应用第一帧;动画结束时,应用最后一帧 |
3 |
看一个实例:
这句话I am moving将会在左右来回移动,并且在执行到一半的时候字体放大。
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" alt="" />
aaarticlea/png;base64,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" alt="" />
.animation1{
-moz-animation-duration: 3s;
-moz-animation-name: slidein;
-moz-animation-iteration-count: infinite;
-moz-animation-direction: alternate; -webkit-animation-duration: 3s;
-webkit-animation-name: slidein;
-webkit-animation-iteration-count: infinite;
-webkit-animation-direction: alternate; -o-animation-duration: 3s;
-o-animation-name: slidein;
-o-animation-iteration-count: infinite;
-o-animation-direction: alternate; -ms-animation-duration: 3s;
-ms-animation-name: slidein;
-ms-animation-iteration-count: infinite;
-ms-animation-direction: alternate; animation-duration: 3s;
animation-name: slidein;
animation-iteration-count: infinite;
animation-direction: alternate;
}
@keyframes slidein {
from {margin-left:100%;width:300%}
50% {font-size: 300%;margin-left: 25%;width: 150%;}
to {margin-left:0%;width:100%;}
}
@-moz-keyframes slidein {
from {margin-left:100%;width:300%}
50% {font-size: 300%;margin-left: 25%;width: 150%;}
to {margin-left:0%;width:100%;}
}
@-webkit-keyframes slidein {
from {margin-left:100%;width:300%}
50% {font-size: 300%;margin-left: 25%;width: 150%;}
to {margin-left:0%;width:100%;}
}
@-o-keyframes slidein {
from {margin-left:100%;width:300%}
50% {font-size: 300%;margin-left: 25%;width: 150%;}
to {margin-left:0%;width:100%;}
@-ms-keyframes slidein {
from {margin-left:100%;width:300%}
50% {font-size: 300%;margin-left: 25%;width: 150%;}
to {margin-left:0%;width:100%;}
}
一些网上的在线实例:
附件下载:
参考资料:
http://www.ruanyifeng.com/blog/2014/02/css_transition_and_animation.html CSS动画简介
http://www.w3cplus.com/content/css3-animation CSS3 Animation
http://www.w3cplus.com/content/css3-transform CSS3 Transform
http://www.w3cplus.com/content/css3-transition CSS3 Transition
http://www.w3school.com.cn/cssref/pr_transition.asp CSS3 transition属性
http://www.w3school.com.cn/cssref/pr_transform.asp CSS3 transform属性
http://ecd.tencent.com/css3/guide.html 动画手册
https://developer.mozilla.org/zh-CN/docs/Web/CSS/Reference CSS属性参考 里面有浏览器兼容显示
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