自从angular问世,一直就有去了解学习angular,一直想用angular去做一个项目,但无奈,大ng是国外产物,ng1.2版本就只兼容到IE8,1.3后的几个版本提升到IE9,据说NG2.0更是向移动端靠拢的。

一次次纠结中一天逛博客看到了司徒正美开发的avalon,当时又兴奋又犹豫,总觉得是一个私人在维护的框架,在许多方面都让人提不起信心,虽然一直有在学习avalon,但也一直不敢投入正式的生产环境中,一次次的逛官网看教程运行实例,现在想想还不如动手多做做示例。

今天就用avalon来做一个简单的成绩单。代码如下:

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width">
<title>avalon成绩单</title>
<style>
body{
font-size:14px;
font-family:"Microsoft YaHei";
}
.school-report{
width:720px;
}
table{
border-collapse:collapse;
}
.school-report tr.active{
background:green;
}
.school-report td,.school-report th{
text-align:center;
border:1px solid #999;
height:36px;
line-height:36px;
}
.school-report a{
color:red;
}
.data_con{
position:relative;
width:120px;
height:36px;
}
.data_con input{
position:absolute;
top:0;
left:0;
width:110px;
height:34px;
border:none;
padding:0 5px;
background:#babadc;
font-size:14px;
color:#fff;
}
</style>
<script src="http://cdn.bootcss.com/avalon.js/1.4.7/avalon.js"></script>
<script>
var vm = avalon.define({
$id: "schoolReport",
idz:"",
namez:"",
gradez:"",
array:[
{id: "d1", name: "李世民", score: 67,nowz:false},
{id: "d2", name: "赢政", score: 90,nowz:false}
],
editindex:-1,
searchz:"",
total:{
get:function(){
return this.array.length;
}
},
scoreall:{
get:function(){
var a=0;
this.array.forEach(function(el){
a+=parseInt(el.score);
})
return a;
}
},
//增加数据
addfn:function(){
var obj=null;
if(vm.id!="" && vm.name!=""){
obj={id:vm.idz,name:vm.namez,score:vm.gradez==""?0:vm.gradez,nowz:false};
vm.array.push(obj);
console.log(vm.idz,vm.namez,vm.gradez);
vm.idz="";
vm.namez="";
vm.gradez="";
}
},
//启动编辑
editfn:function(){
var elem=avalon(this),
indexz=elem.data("index");
vm.editindex=indexz;
//console.log(elem.data("index"),this["data-index"]);
},
//编辑确认
editok:function(){
vm.editindex=-1;
}
})
//搜索实现
vm.$watch("searchz",function(newz,oldz){
var arr=lookfn(newz,vm.array);
console.log(arr);
for(var j=0,len0=vm.array.length;j<len0;j++){
vm.array[j].nowz=false;
}
for(var i=0,len=arr.length;i<len;i++){
vm.array[parseInt(arr[i])].nowz=true;
}
console.log(vm.$model);
})
//根据值取得对应的索引号集合
function lookfn(str,arr){
var returnarr=[];
for(var i=0,len=arr.length;i<len;i++){
if(str!="" && arr[i].id.indexOf(str)!=-1){
returnarr.push(i);
continue;
}
if(str!="" && arr[i].name.indexOf(str)!=-1){
returnarr.push(i);
continue;
}
if(str!="" && String(arr[i].score).indexOf(str)!=-1){
returnarr.push(i);
continue;
}
}
return returnarr;
}
</script>
</head>
<body ms-controller="schoolReport">
<h3>成绩单</h3>
<div>
增加人员:<input type="text" name="idnum" ms-duplex-string="idz"> <input type="text" name="namestr" ms-duplex-string="namez"> <input type="text" name="gradenum" ms-duplex-string="gradez"> <input type="button" value="add" ms-click="addfn">
</div>
<div>
搜索:<input type="text" name="serchname" ms-duplex-string="searchz">
</div>
<table class="school-report">
<thead>
<tr>
<th width="120">学位ID</th>
<th width="120">姓名</th>
<th width="120">成绩</th>
<th width="120" colspan="2">操作</th>
</tr>
</thead>
<tbody>
<tr ms-repeat="array" ms-data-nowz="el.nowz" ms-class="active:el.nowz">
<td>
<div class="data_con">
{{el.id}}
<input type="text" ms-if-loop="$index==editindex" ms-duplex="el.id">
</div>
</td>
<td>
<div class="data_con">
{{el.name}}
<input type="text" ms-duplex="el.name" ms-if-loop="$index==editindex">
</div>
</td>
<td>
<div class="data_con">
{{el.score}}
<input type="text" ms-duplex="el.score" ms-if-loop="$index==editindex">
</div>
</td>
<td>
<a href="javascript:void(0);" ms-click="editfn" ms-data-index="$index" ms-if-loop="$index!=editindex">edit</a>
<a href="javascript:void(0);" ms-click="editok" ms-if-loop="$index==editindex">ok</a> </td>
<td>
<a href="javascript:void(0);" ms-click="$remove">del</a>
</td>
</tr>
</tbody>
<tfoot>
<tr>
<td>总人数:{{total}}</td>
<td>总分:{{scoreall}}</td>
<td></td>
<td></td>
<td></td>
</tr>
</tfoot>
</table>
</body>
</html>

在线运行

大致分析:

从整个案例来看,如果用JQ实现,我想信代码行数应该是现在的倍数级的增加,其中会是一堆堆DOM操作,而用avalon在整个项目中看不到任何DOM操作,摆脱了DOM操作的苦海,在速度与性能上都提升了,而且avalon与jQuery一同使用兼容也是妥妥的。

1:引入avalon.js,现在avalon的版本已经更新到1.5.5啦,但是多次尝试,不太稳定,项目中最好引用1.4+版本。

2:定义viewMode,avalon是通过avalon.define({})传入对象来构建一个数据模型,以上示例的viewModel如下:

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" 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3:view层实现,上救命view如下:

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" alt="" />

这里只是大概说一下实现过程,具体教程可查看avalon官网文挡,官网地址:http://avalonjs.github.io/#home.html

视频教程地址:http://edu.51cto.com/course/course_id-2533-page-1.html

前端乱炖也有很详细的文挡教程:http://www.html-js.com/article/column/234

04-20 14:12