JS-作用域链及作用

【作用域链】

1 什么事作用域链

一个变量,在当前环境可以使用,当前环境的内部环境也可以使用,内部的深层环境...也可以使用,变量在不同环境都可以使用的现象想成了一个链条,称为“作用域链”

 <!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>02-作用域链定义</title>
<script type="text/javascript">
//当前是wondow环境
var name = "tom";
var age = 23;
//在js里边,函数就对象,允许有嵌套关系
function f1(){
//内部环境
console.log(name);
console.log(age);
function f2(){
//内部“深层环境”
console.log(name);
console.log(age);
function f3(){
//内部“深层环境”
console.log(name+"--"+age);
}
f3();
}
f2();
}
f1();
</script>
</head>
<body> </body>
</html>

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" alt="" />

 <!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>03-作用域链定义</title>
<script type="text/javascript">
//变量在当前环境、内部、深层环境都会起作用
var name = "tom"; function f1(){
var addr = "北京";
console.log("f1:"+name+"--"+addr);
function f2(){
//变量在当前环境和内部、深层环境都会起作用
var height = "170";
console.log("f2:"+name+"--"+height+"--"+addr);
function f3(){
console.log("f3"+name+"--"+addr+"--"+height);
}
f3();
}
f2();
}
f1();
</script>
</head>
<body> </body>
</html>

2 作用域链的作用

① 变量的作用域链是的变量的作用域会在当前、内部、深层环境起作用,而不会跑到外部环境。

 <!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>04-作用域链定义</title>
<script type="text/javascript">
//变量在当前环境、内部、深层环境都会起作用
// 不会在外部环境起作用
var name = "tom"; function f1(){
var addr = "北京";
console.log("f1:"+name+"--"+addr);
}
f1();
console.log(addr);//undefined
</script>
</head>
<body> </body>
</html>

04-作用域链定义

② 作用域链使得变量的访问按照顺序访问

变量必须“先声明、后使用”

 <!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>05-作用域链定义</title> <script type="text/javascript">
//变量在当前、内部、深层环境都会起作用
//变量必须“先声明、后使用”
var name="tom";
function f1(){
f2(); //使用 //undefined
var addr="北京";//声明
//f2函数的“声明”位置与“调用”没有先后顺序关系
//函数有预加载步骤,代码会被第一个放到内存
function f2(){
console.log("f2:"+name+"--"+addr);
}
}
f1();
</script>
</head>
<body> </body>
</html>

05-作用域链定义

③ 变量的作用域是变量声明是就决定的,而不是运行时

 <!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>06-作用域链定义</title>
<script type="text/javascript">
//变量在当前、内部、深层环境都会起作用
//变量的作用域是变量声明时候就决定的,而不是运行时
var age=23;
function f1(){
console.log("f1:"+age);
} function f2(){
var age=29;
f1();
}
f2(); //f1:23(√) f1:29(×)
</script>
</head>
<body> </body>
</html>

06-作用域链定义

3 AO-ActiveObject活动对象

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" alt="" />

 <!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>07-作用域链定义</title>
<script type="text/javascript">
//变量在当前、内部、深层环境都会起作用 var name="cat";
function f1(){
var age=5;
function f2(){
var color="yellow";
console.log(name+age+color); //ok
function f3(){
console.log("f3:"+name+"--"+age+"--"+color);
}
f3();
}
f2();
}
f1();
</script>
</head>
<body> </body>
</html>

07-作用域链定义

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" alt="" />

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