JavaScript闭包(一)——实现

时间:2022-09-01 00:26:22

闭包的官方的解释是:一个拥有许多变量和绑定了这些变量的环境的表达式(通常是一个函数),因而这些变量也是该表达式的一部分。

通俗点的说法是:

  1. 从理论角度:所有的函数。因为它们都在创建的时候就将上层上下文的数据保存起来了。哪怕是简单的全局变量也是如此,因为函数中访问全局变量就相当于是在访问*变量,这个时候使用最外层的作用域。

  2. 从实践角度:以下函数才算是闭包:

    即使创建它的上下文已经销毁,它仍然存在(比如,内部函数从父函数中返回)
            在代码中引用了*变量(*变量:是指在函数中使用的,但既不是函数参数也不是函数的局部变量的变量)

        function testFreedom() {
var freedomVar = 1;
function inner(param) {
echo(pclosure1, param + freedomVar);//将结果打印到pclosure1中
}
return inner;
}

对于inner函数来说,freedomVar就属于*变量。

一、一个实现

<p id="closure1" style="color:red"></p>
     function echo(p, html) {
p.innerHTML += html + '<br/>';
}
     function closure() {
var innerVar = 0;
function inner() {
return ++innerVar;
}
return inner;
}
var quote = closure();
echo(pclosure1, quote());//
echo(pclosure1, quote());//

先看看结果情况:

1、第一次quote函数的结果为1,第二次为2

2、inner嵌套在函数closure内部;函数closure返回函数inner

3、结合上面的闭包实践角度特点,可以得出closure是一个闭包

4、函数closure在返回后不会被GC回收,原因如下:

  1. closure返回函数inner的引用给quote

  2. 函数inner的作用域链包含了对函数closure的活动对象(activation_1)的引用,如下图所示。

  3. inner可以访问到closure中定义的所有变量和函数

  4. 函数inner被quote引用

  5. 函数inner又依赖函数closure

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" 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二、大致的作用域图

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" alt="" />

三、closure里面的大致执行步骤

1) 初始化Global Object即window对象,Variable Object(全局执行环境中的可变对象)为window对象本身。创建Scope Chain对象,假设为scope_1,其中只包含window对象

2) 扫描JavaScript源代码,从结果中可以得到定义的变量名、函数对象。按照扫描顺序:

  1. 发现函数closure的定义,使用这个定义创建函数对象,传给创建过程的Scope Chain为scope_1。将结果添加到window的属性中,名字为closure,值为返回的函数对象

  2. 发现变量quote,在window对象上添加quote属性,值为undefined

3) 执行函数closure,得到返回值:

  3.1 创建Activation Object,假设为activation_1;创建一个新的Scope Chain,假设为scope_2,scope_2中第一个对象为activation_1,第二个对象为window对象

  3.2 处理参数列表。创建arguments对象并进行设置,将arguments设置为activation_1的属性

  3.3 对closure的函数体执行类似步骤2的处理过程:

  1. 发现变量innerVar,在activation_1对象上添加innerVar属性,值为undefined

  2. 发现函数inner的定义,使用这个定义创建函数对象,传给创建过程的Scope Chain为scope_2(函数closure的Scope Chain)。将结果添加到activation_1的属性中,名字为inner,值为返回的函数对象。inner的内部 [[Scope]]就是scope_2

  3.4 执行innerVar赋值语句,赋值为"0"

  3.5 执行inner:

  1. 创建Activation Object,假设为activation_2;创建一个新的Scope Chain,假设为scope_3,scope_3中第一个对象为activation_2,接下来的对象依次为activation_1、window 对象(取自fn2的[[Scope]],即scope_2)

  2. 处理参数列表。因为inner没有参数,所以只用创建arguments对象并设置为activation_2的属性

  3. 对inner的函数体执行类似步骤2的处理过程,没有发现变量定义和函数声明

  4. 执行函数体。对任何一个变量引用,从scope_3上进行搜索,这个示例中,innerVar将在activation_1上找到

  5. 返回inner的返回值

  3.6 返回结果

4) 打印结果

demo下载:

http://download.csdn.net/download/loneleaf1/8019865

参考资料:

http://www.nowamagic.net/librarys/veda/detail/1707 JavaScript闭包其一:闭包概论

http://www.nowamagic.net/librarys/veda/detail/1708 JavaScript闭包其二:闭包的实现

http://www.nowamagic.net/librarys/veda/detail/1709 JavaScript闭包其三:闭包的用法

http://www.ruanyifeng.com/blog/2009/08/learning_javascript_closures.html 简单易懂的JavaScript闭解

http://page.renren.com/601017893/note/801095804 Javascript 闭包

http://kb.cnblogs.com/page/110782/ Javascript闭包——懂不懂由你,反正我是懂了

http://coolshell.cn/articles/6731.html 理解Javascript的闭包

http://kb.cnblogs.com/page/105708/ 深入理解Javascript闭包(closure)

http://www.zhihu.com/question/20032419 动态作用域和词法域的区别是什么?

http://kangax.github.io/compat-table/es5/  ECMAScript5浏览器兼容表

http://www.nowamagic.net/librarys/veda/detail/1579 我们应该如何去了解JavaScript引擎的工作原理

http://www.ibm.com/developerworks/cn/web/1006_qiujt_jsfunctional/ JavaScript 中的函数式编程实践

http://www.cnblogs.com/fool/archive/2010/10/19/1855266.html 理解Javascript_13_执行模型详解

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