JavaScript闭包模型
JavaScript闭包模型
----- [原创翻译]2016-09-01 09:32:22
《 一》 闭包并不神秘
本文利用JavaScript代码来阐述闭包,目的是为了使普通开发者能很好的理解闭包,并不面向专家或函数式编程开发者。
一旦领悟了闭包的核心思想,它就不再难于理解;然而,只看一些理论上的文档或是以理论为中心的文档只会让你南辕北辙。
本文适用于那些在主流编程语言中有一定编程经历的开发者们,且能看懂如下的JavaScript函数:
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" alt="" />
function sayHello(name) {
var text = 'Hello ' + name;
var say = function() { console.log(text); }
say();
}
《二》 闭包实例
两句话总结:
- 闭包是支持 头等函数(first-class functions)的一种函数;它是一个能在其作用域类引用变量(变量先被声明),赋值给另外一个变量,作为一个参数传递给其他函数,或是作为一个函数的结果返回。又或者--
- 闭包是函数开始执行时分配出来的一个栈帧,且当函数返回后不会被释放(类似于‘栈帧’是在堆上被分配而不是在栈上被分配!)。
下面的代码返回给另一个函数一个引用。
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" alt="" />
function sayHello2(name) {
var text = 'Hello ' + name; // Local variable
var say = function() { console.log(text); }
return say;
}
var say2 = sayHello2('Bob');
say2(); // logs "Hello Bob"
运行结果:(--PS:译者添加--)
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" alt="" />
大部分的开发者都够能理解上面的代码中一个函数的引用是如何返回给一个变量(say2)。如果你这还不能看明白的话,那么你需要去学习基础的知识而不应该是闭包了。一个C 语言开发者会理解为一个函数返回了一个指针给另外一个函数,变量say 与say2分别是两个函数的指针。
而C语言中指针指向一个函数与JavaScript里一个函数的引用有一个很关键的区别。那就是,在JavaScript中,你可以理解为一个函数引用变量是一个指针指向一个函数,同时又是一个隐式的指针指向闭包。
上面的代码中存在一个闭包,因为匿名函数 function() {console.log(text);}在其他函数里面有被定义了,实例中在sayHeelo2()函数中定义的。在JavaScript中,如果你在另一个函数中使用function关键字,那么你就正在创建一个闭包。
在C与其他类似的编程言语里,当一个函数返回后,所有的局部变量将不会再可利用,因为栈帧已经被销毁。
在JavaScript中,如果你在一个函数中声明另一个函数,那么局部变量在从你调用的函数返回后依然可以使用。正像上面演示的那样,因为我们从sayHello2()返回之后再调用的say2()注意到我们调用的代码里面有text这个变量,而这个变量是sayHello2()函数里的一个局部变量。
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仔细观察say2.toString()的输出,我们不难发现这段代码引用了text变量。匿名函数能够引用包含值为'Hello Bob'的text,原因就在于sayHello2()的局部变量被保存在闭包中。
神秘就在于JavaScript里的函数引用也是对函数中创建的闭包的一个隐式引用---类似于委托是加在某一个对象上面的隐式引用的一个方法指针。
《三》 更多实例
出于某些原因,当你只看相关文档时,发现闭包好像确实难于理解,但是当你结合一些实例就能够了解到它们到底是如何工作的(可能会花费我们一些时间)。建议在实践中认真学习直到你理解它们是如何工作的。如果你在没有完全理解闭包是如何工作的就使用她们,估计你可能搞出很多非常糟糕的bug。
实例1:
本例演示了局部变量不被复制—它们被保存在引用中。这就好像当存在着一个函数的时候在内存中存一个相应的栈帧。
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" 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实例1运行结果:(--PS:译者添加--)
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" alt="" />
实例2:
三个全局函数都是对同一个闭包的引用,因为它们都被定义成单独调用setupSomeGlobals()的函数。
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" alt="" />
var gLogNumber, gIncreaseNumber, gSetNumber;
function setupSomeGlobals() {
// Local variable that ends up within closure
var num = 42;
// Store some references to functions as global variables
gLogNumber = function() { console.log(num); }
gIncreaseNumber = function() { num++; }
gSetNumber = function(x) { num = x; }
} setupSomeGlobals();
gIncreaseNumber();
gLogNumber(); //
gSetNumber(5);
gLogNumber(); // var oldLog = gLogNumber; setupSomeGlobals();
gLogNumber(); // oldLog() //
实例2运行结果:(--PS:译者添加--)
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" alt="" />
当三个函数被定义的时候,它们共享同一个闭包的入口——setupSomeGlobals()函数的局部变量。
在上面的例子中,如果再次调用setuoSomeGlobals()函数,那么一个全新的闭包(栈帧!)将创建。原来的三个变量:gLoNumber, gIncreaseNumberm fSetNumber 将被产生新的闭包的函数重写;(在JavaScript中,无论何时你在一个函数里面声明了另一个函数,当外部的函数被调用的时候里面的函数都会被再创建一次。)
实例3:
下面的实例对开发者来说并不陌生,因此需要很好地理解一下。当在一个循环中定义一个函数的时候要特别地小心:闭包里的局部变量可能并不会像你一开始想象那样执行。
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" alt="" />
function buildList(list) {
var result = [];
for (var i = 0; i < list.length; i++) {
var item = 'item' + i;
result.push( function() {console.log(item + ' ' + list[i])} );
}
return result;
} function testList() {
var fnlist = buildList([1,2,3]);
// Using j only to help prevent confusion -- could use i.
for (var j = 0; j < fnlist.length; j++) {
fnlist[j]();
}
} testList() //logs "item2 undefined" 3 times
实例3运行结果:(--PS:译者添加--)
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" 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这一行代码:result.push(function() {console.log(item + ' ' + list[i])} ;result数组对匿名函数加引用了三次。如果不是很理解匿名函数可以思考下面的例子:
aaarticlea/png;base64,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" 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pointer = function() {console.log(item + ' ' + list[i])};
result.push(pointer);
注意到当运行这段代码的时候,结果输出三次"item2 undefined"!这是因为就如前面的例子所示,bulidList中的局部变量只存在一个闭包。当fnlist[j]调用匿名函数的时候;他们共用一个闭包,且在闭包中使用i与item的当前值(这时循环结束 i 的值为3,item的值为‘item2’)。下标从0开始的,所以是item2,而i++将使得i的值为3。
实例4:
本实例演示了闭包包含任何在其终止之前函数内声明的局部变量,变量alice 在匿名函数之后被声明。匿名函数首先被声明,当它被调用的时候,他可以传递alice变量,因为alice变量是在其相同的作用域内(JavaScript允许变量挂起),sayAlice()()直接调用函数引用并从sayAlice()返回—其正好如之前做的一样,只是没有临时变量。
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" alt="" />
function sayAlice() {
var say = function() { console.log(alice); }
// Local variable that ends up within closure
var alice = 'Hello Alice';
return say;
}
sayAlice()();// logs "Hello Alice"
实例4运行结果:(--PS:译者添加--)
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" alt="" />
巧妙性:注意到变量say也在闭包之中,其可以被任何函数在其sayAlice()函数中存取,或者可以在函数内被递归地存取。
实例4:
最后一个实例表明:局部变量每一次调用都会创建一个独立的闭包,在每一个函数声明中都没有单一的闭包存在。下面是每一次调用函数的闭包。
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" alt="" />
function newClosure(someNum, someRef) {
// Local variables that end up within closure
var num = someNum;
var anArray = [1,2,3];
var ref = someRef;
return function(x) {
num += x;
anArray.push(num);
console.log('num: ' + num +
'\nanArray ' + anArray.toString() +
'\nref.someVar ' + ref.someVar);
}
}
obj = {someVar: 4};
fn1 = newClosure(4, obj);
fn2 = newClosure(5, obj);
fn1(1); // num: 5; anArray: 1,2,3,5; ref.someVar: 4;
fn2(1); // num: 6; anArray: 1,2,3,6; ref.someVar: 4;
obj.someVar++;
fn1(2); // num: 7; anArray: 1,2,3,5,7; ref.someVar: 5;
fn2(2); // num: 8; anArray: 1,2,3,6,8; ref.someVar: 5;
实例4运行结果:(--PS:译者添加--)
aaarticlea/png;base64,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" alt="" />
总结:
如果看到这里还是觉得不够清晰,那最好的方式就是把每一个例子实现一遍,阅读一段文档相比于理解实例困难太多了。关于闭包和栈帧的说明,不能保证绝对技术无误——都有简化以助于理解。
归纳如下几点:
- 只要在一个函数里面使用其他函数,那么闭包就被使用了。
- 只要在函数中使用了eval()函数,那么闭包就被使用了,eval能引用该函数的局部变量,且在eval中甚至还可以使用eval('var foo = ...' )创建新的局部变量。
- 只要在一个函数中使用了 new Function(...)(函数构造子),那么就不会创建闭包。(new出来的函数不能引用外部函数的局部变量)
- JavaScript中的闭包相当于保存所有局部变量的一个拷贝,当一个函数退出,就变成它自己本身。
- 可能这样想是最好的,认为闭包总是在一个函数的入口被创建,它的局部变量被加到闭包中。
- 每一次含有闭包的函数被调用,那么局部变量的集合就会被保存一次。(给定函数里面包含函数的声明,且对里面的函数存在一个引用被返回或是外部的引用也以某种形式保存)。
- 两个函数就好像他们有相同的源文本,却因‘隐形’的闭包表现得完全不一样。我认为JavaScript代码不能绝对地找出是否一个函数引用存在一个闭包。
- 如果你试图做出一些动态源码的改变(例如:myFunction = Function(myFunction.toString().replace(/Hello/.'Hola'));),如果myFunction是闭包的话,那么它就不会有效果。
- 有可能在函数里面声明的函数中获取函数的声明。且能够在获得超过一层的闭包。
- JavaScript中的闭包跟其他函数式编程语言有明显差异。
链接:
感谢:
如果你学习过闭包(在这或是其他任何地方),无论是任何形式的改变的提议的反馈,只要能使本文变得更加清晰明了,我都非常感兴趣。
(翻译自stackoverflow社区;原文信息:作者:Morris 发布时间:2006-02-21)
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