js基础练习---图片无缝左右滚动效果(主要以复制删除为主)

时间:2022-02-17 08:23:02

昨天闲来没事 看了下图片效果  发现这个方法j 就自己模仿下 上代码  当中有很多的纰漏 请大神们多多指教一二?

<script type="text/javascript">
window.onload=function()
{
var oLeft=document.getElementById("left")
var oRight=document.getElementById("right")
var oBox=document.getElementById("box");
var oUll=document.getElementById("ull");
var oLi=oUll.getElementsByTagName("li")
var oSize=oLi[0].offsetWidth + 16; //li的宽度
function Ulwidth()
{
oUll.style.width=oLi.length * oSize + "px"; //整体ul的宽度等于li的长乘于li宽度
}
Ulwidth(); var oNum=6; //点击按钮走动的数量
var aBut=true; oLeft.onclick=function(){ //左侧点击 if(aBut){
aBut = false; for(var i=0;i<oNum;i++){
var aLi=oLi[i].cloneNode(true);//添加li
oUll.appendChild(aLi); //复制li到ul里
Ulwidth();
} startMove(oUll,(- oNum * oSize),function(){ //startMove是调用框 for(var i=0;i<oNum;i++){
oUll.removeChild(oLi[0]); //移除复制
oUll.style.left = 0;
} aBut=true;
})
} } oRight.onclick=function(){ //右侧点击 if(aBut){
aBut = false; for(var i=0;i<oNum;i++){
var aLi=oLi[i].cloneNode(true);
oUll.appendChild(aLi);
Ulwidth();
} startMove(oUll,( oNum * oSize),function(){ for(var i=0;i<oNum;i++){
oUll.removeChild(oLi[0]);
oUll.style.left = 0;
} aBut=true;
})
} } }
</script>

move.js运动框架

function startMove(obj,json,endFn){

        clearInterval(obj.timer);

        obj.timer = setInterval(function(){

            var bBtn = true;

            for(var attr in json){

                var iCur = 0;

                if(attr == 'opacity'){
if(Math.round(parseFloat(getStyle(obj,attr))*100)==0){
iCur = Math.round(parseFloat(getStyle(obj,attr))*100); }
else{
iCur = Math.round(parseFloat(getStyle(obj,attr))*100) || 100;
}
}
else{
iCur = parseInt(getStyle(obj,attr)) || 0;
} var iSpeed = (json[attr] - iCur)/8;
iSpeed = iSpeed >0 ? Math.ceil(iSpeed) : Math.floor(iSpeed);
if(iCur!=json[attr]){
bBtn = false;
} if(attr == 'opacity'){
obj.style.filter = 'alpha(opacity=' +(iCur + iSpeed)+ ')';
obj.style.opacity = (iCur + iSpeed)/100; }
else{
obj.style[attr] = iCur + iSpeed + 'px';
} } if(bBtn){
clearInterval(obj.timer); if(endFn){
endFn.call(obj);
}
} },30); } function getStyle(obj,attr){
if(obj.currentStyle){
return obj.currentStyle[attr];
}
else{
return getComputedStyle(obj,false)[attr];
}
}

move.js

<script src="move.js" type="text/javascript"></script> 注意这调用的运动框架 框架是复制过来的
<title>无标题文档</title>
<style type="text/css">
ul,li{padding:0px;margin:0px;}
#box{width:450px;margin:0 auto;position:relative;border:1px solid #ff0;height:70px;overflow:hidden;}
#ull{position:absolute;left:;top:10px;list-style:none;}
#ull li{float:left;width:60px;height:50px;line-height:50px; background-color:#F00;text-align:center;color:#fff;margin-right:16px;}
</style>
<input type="button" value="左滚动" id="left" style="position:absolute;left:50%;top:100px;"/>
<input type="button" value="右滚动" id="right" style="position:absolute;left:60%;top:100px;"/>
<div id="box">
<ul id="ull">
<li><img src="../示例图片/示例图片/5.jpg"></li>
<li>图片2</li>
<li>图片3</li>
<li>图片4</li>
<li><img src="../示例图片/示例图片/6.jpg"></li>
<li>图片6</li>
<li>图片7</li>
<li>图片8</li>
<li>图片9</li>
<li>图片0</li>
<li><img src="../示例图片/示例图片/7.jpg"></li>
<li>图片6</li>
<li>图片7</li>
<li>图片8</li>
<li>图片9</li>
<li>图片0</li>
<li><img src="../示例图片/示例图片/7.jpg"></li>
</ul>
</div>

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" alt="" />

虽然当中有很多不理解,但是希望自己一点一滴的进步,一定要克服懒惰啊,学一点就离成功近一步,雄起吧!!!