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" alt="" />

记忆如沙指尖过，叹如果，何为如，何为果？ 花季，风碾过，零落一地寂寞，谁明身该如何，土也湮没，雨坐，重刷遗地的香一抹。

认识javascript

JavaScript 是属于网络的脚本语言！

JavaScript 是因特网上最流行的脚本语言。

JavaScript 是一种轻量级的编程语言。

JavaScript 被数百万计的网页用来改进设计、验证表单、检测浏览器、创建cookies，以及更多的应用。

JavaScript 是可插入 HTML 页面的编程代码。

JavaScript 插入 HTML 页面后，可由所有的现代浏览器执行。

JavaScript 很容易学习。

JavaScript 很容易使用！你一定会喜欢它的

一、如何编写

1、JavaScript代码存在形式

<!-- 方式一 -->

<script type"text/javascript" src="JS文件"></script>

<!-- 方式二 -->

<script type"text/javascript">

    Js代码内容

</script>

2、JavaScript代码存放位置

• HTML的head中
• HTML的body代码块底部(推荐)

由于Html代码是从上到下执行，如果Head中的js代码耗时严重，就会导致用户长时间无法看到页面，如果放置在body代码块底部，那么即使js代码耗时严重，也不会影响用户看到页面效果，只是js实现特效慢而已。

二、变量

JavaScript中变量的声明是一个非常容易出错的点，局部变量必须一个 var 开头，如果未使用var，则默认表示声明的是全局变量。

<script type="text/javascript">

    // 全局变量

    name = 'seven';

    function func(){

        // 局部变量

        var age = 18;

        // 全局变量

        gender = "男"

    }

</script>

JavaScript中代码注释：

• 单行 //
• 多行 /*  */

注意：此注释仅在Script块中生效。

三、数据类型

JavaScript 中的数据类型分为原始类型和对象类型：

• 原始类型
  • 数字
  • 字符串
  • 布尔值
• 对象类型
  • 数组
  • “字典”
  • ...

特别的，数字、布尔值、null、undefined、字符串是不可变。

// null、undefined

null是JavaScript语言的关键字，它表示一个特殊值，常用来描述“空值”。

undefined是一个特殊值，表示变量未定义。

1、数字（Number）

JavaScript中不区分整数值和浮点数值，JavaScript中所有数字均用浮点数值表示。

转换：

• parseInt(..)    将某值转换成数字，不成功则NaN
• parseFloat(..) 将某值转换成浮点数，不成功则NaN

特殊值：

• NaN，非数字。可使用 isNaN(num) 来判断。
• Infinity，无穷大。可使用 isFinite(num) 来判断。

判断类型：

　　typeof

更多数值计算：

常量

Math.E

常量e，自然对数的底数。

Math.LN10

10的自然对数。

Math.LN2

2的自然对数。

Math.LOG10E

以10为底的e的对数。

Math.LOG2E

以2为底的e的对数。

Math.PI

常量figs/U03C0.gif。

Math.SQRT1_2

2的平方根除以1。

Math.SQRT2

2的平方根。

静态函数

Math.abs( )

计算绝对值。

Math.acos( )

计算反余弦值。

Math.asin( )

计算反正弦值。

Math.atan( )

计算反正切值。

Math.atan2( )

计算从X轴到一个点的角度。

Math.ceil( )

对一个数上舍入。

Math.cos( )

计算余弦值。

Math.exp( )

计算e的指数。

Math.floor( )

对一个数下舍人。

Math.log( )

计算自然对数。

Math.max( )

返回两个数中较大的一个。

Math.min( )

返回两个数中较小的一个。

Math.pow( )

计算xy。

Math.random( )

计算一个随机数。

Math.round( )

舍入为最接近的整数。

Math.sin( )

计算正弦值。

Math.sqrt( )

计算平方根。

Math.tan( )

计算正切值。

Math

2、字符串（String）

字符串是由字符组成的数组，但在JavaScript中字符串是不可变的：可以访问字符串任意位置的文本，但是JavaScript并未提供修改已知字符串内容的方法。

常见功能：

obj.length                           长度

定义和用法

length 属性可设置或返回数组中元素的数目。

语法

arrayObject.length

实例

<script type="text/javascript">

var arr = new Array(3)

arr[0] = "John"

arr[1] = "Andy"

arr[2] = "Wendy"

document.write("Original length: " + arr.length)

document.write("<br />")

arr.length=5

document.write("New length: " + arr.length)

</script>

输出：

Original length: 3

New length: 5

obj.trim()                           移除空白
obj.trimLeft()
obj.trimRight()

obj.charAt(n)                        返回字符串中的第n个字符

//字符中的字符从左向右进行索引，由0开始，字符串中的空格也算在内

案例：

var string = "charAt find word position";

document.write("charAt find word position"+ "<br/>")

document.write("string.charAt(0) is：" + string.charAt(0) + "<br/>");

document.write("string.charAt(1) is：" + string.charAt(1) + "<br/>");

document.write("string.charAt(2) is：" + string.charAt(2) + "<br/>");

document.write("string.charAt(3) is: " + string.charAt(3) + "<br/>");

document.write("string.charAt(4) is: " + string.charAt(4) + "<br/>");

document.write("string.charAt(5) is: " + string.charAt(5) + "<br/>");

document.write("string.charAt(6) is: " + string.charAt(6) + "<br/>");

document.write("string.charAt(7) is: " + string.charAt(7) + "<br/>");

document.write("string.charAt(string.length-2) is: " + string.charAt(string.length-2) + "<br/>")

document.write("string.charAt(string.length-1) is: " + string.charAt(string.length-1) + "<br/>")

//输出结果

string.charAt(0) is：c

string.charAt(1) is：h

string.charAt(2) is：a

string.charAt(3) is: r

string.charAt(4) is: A

string.charAt(5) is: t

string.charAt(6) is:

string.charAt(7) is: f

string.charAt(string.length-2) is: o

string.charAt(string.length-1) is: n

obj.concat(value, ...)               拼接

定义和用法

concat() 方法用于连接两个或多个数组。

该方法不会改变现有的数组，而仅仅会返回被连接数组的一个副本。

语法

arrayObject.concat(arrayX,arrayX,......,arrayX)

实例

例子 1

在本例中，我们将把 concat() 中的参数连接到数组 a 中：

<script type="text/javascript">

var a = [1,2,3];

document.write(a.concat(4,5));

</script>

输出：

1,2,3,4,5

例子 2

在本例中，我们创建了两个数组，然后使用 concat() 把它们连接起来：

<script type="text/javascript">

var arr = new Array(3)

arr[0] = "George"

arr[1] = "John"

arr[2] = "Thomas"

var arr2 = new Array(3)

arr2[0] = "James"

arr2[1] = "Adrew"

arr2[2] = "Martin"

document.write(arr.concat(arr2))

</script>

输出：

George,John,Thomas,James,Adrew,Martin

例子 3

在本例中，我们创建了三个数组，然后使用 concat() 把它们连接起来：

<script type="text/javascript">

var arr = new Array(3)

arr[0] = "George"

arr[1] = "John"

arr[2] = "Thomas"

var arr2 = new Array(3)

arr2[0] = "James"

arr2[1] = "Adrew"

arr2[2] = "Martin"

var arr3 = new Array(2)

arr3[0] = "William"

arr3[1] = "Franklin"

document.write(arr.concat(arr2,arr3))

</script>

输出：

George,John,Thomas,James,Adrew,Martin,William,Franklin

obj.indexOf(substring,start)         子序列位置

定义和用法

indexOf() 方法可返回某个指定的字符串值在字符串中首次出现的位置。

语法

stringObject.indexOf(searchvalue,fromindex)

参数     描述

searchvalue     必需。规定需检索的字符串值。

fromindex     可选的整数参数。规定在字符串中开始检索的位置。它的合法取值是 0 到 stringObject.length - 1。如省略该参数，则将从字符串的首字符开始检索。

提示和注释

注释：indexOf() 方法对大小写敏感！

注释：如果要检索的字符串值没有出现，则该方法返回 -1。

实例

在本例中，我们将在 "Hello world!" 字符串内进行不同的检索：

<script type="text/javascript">

var str="Hello world!"

document.write(str.indexOf("Hello") + "<br />")

document.write(str.indexOf("World") + "<br />")

document.write(str.indexOf("world"))

</script>

以上代码的输出：

0

-1

6

obj.lastIndexOf(substring,start)     子序列位置

定义和用法

lastIndexOf() 方法可返回一个指定的字符串值最后出现的位置，在一个字符串中的指定位置从后向前搜索。

语法

stringObject.lastIndexOf(searchvalue,fromindex)

案例：

        <script type="text/javascript">

        var str="Hello world world!"

        document.write(str.lastIndexOf("Hello") + "<br />")

        document.write(str.lastIndexOf("World") + "<br />")

        document.write(str.lastIndexOf("world"))

        </script>

以上代码的输出：

0

-1

12

obj.substring(from, to)              根据索引获取子序列

定义和用法

substring() 方法用于提取字符串中介于两个指定下标之间的字符。

语法

stringObject.substring(start,stop)

参数     描述

start     必需。一个非负的整数，规定要提取的子串的第一个字符在 stringObject 中的位置。

stop     

可选。一个非负的整数，比要提取的子串的最后一个字符在 stringObject 中的位置多 1。

如果省略该参数，那么返回的子串会一直到字符串的结尾。

实例

例子 1

在本例中，我们将使用 substring() 从字符串中提取一些字符：

<script type="text/javascript">

var str="Hello world!"

document.write(str.substring(3))

</script>

输出：

lo world!

例子 2

在本例中，我们将使用 substring() 从字符串中提取一些字符：

<script type="text/javascript">

var str="Hello world!"

document.write(str.substring(3,7))

document.write(str.substring(3,str.length))//都行

</script>

输出：

lo w

obj.slice(start, end)                切片

定义和用法

slice() 方法可从已有的数组中返回选定的元素。

语法

arrayObject.slice(start,end)

参数     描述

start     必需。规定从何处开始选取。如果是负数，那么它规定从数组尾部开始算起的位置。也就是说，-1 指最后一个元素，-2 指倒数第二个元素，以此类推。

end     可选。规定从何处结束选取。该参数是数组片断结束处的数组下标。如果没有指定该参数，那么切分的数组包含从 start 到数组结束的所有元素。如果这个参数是负数，那么它规定的是从数组尾部开始算起的元素。

返回值

返回一个新的数组，包含从 start 到 end （不包括该元素）的 arrayObject 中的元素。

说明

请注意，该方法并不会修改数组，而是返回一个子数组。如果想删除数组中的一段元素，应该使用方法 Array.splice()。

提示和注释

注释：您可使用负值从数组的尾部选取元素。

注释：如果 end 未被规定，那么 slice() 方法会选取从 start 到数组结尾的所有元素。

实例

例子 1

在本例中，我们将创建一个新数组，然后显示从其中选取的元素：

<script type="text/javascript">

var arr = new Array(3)

arr[0] = "George"

arr[1] = "John"

arr[2] = "Thomas"

document.write(arr + "<br />")

document.write(arr.slice(1) + "<br />")

document.write(arr)

</script>

输出：

George,John,Thomas

John,Thomas

George,John,Thomas

例子 2

在本例中，我们将创建一个新数组，然后显示从其中选取的元素：

<script type="text/javascript">

var arr = new Array(6)

arr[0] = "George"

arr[1] = "John"

arr[2] = "Thomas"

arr[3] = "James"

arr[4] = "Adrew"

arr[5] = "Martin"

document.write(arr + "<br />")

document.write(arr.slice(2,4) + "<br />")

document.write(arr)

</script>

输出：

George,John,Thomas,James,Adrew,Martin

Thomas,James

George,John,Thomas,James,Adrew,Martin

obj.toLowerCase()                    小写

定义和用法

toLowerCase() 方法用于把字符串转换为小写。

语法

stringObject.toLowerCase()

返回值

一个新的字符串，在其中 stringObject 的所有大写字符全部被转换为了小写字符。

实例

在本例中，"Hello world!" 将以小写字母来显示：

<script type="text/javascript">

var str="Hello World!"

document.write(str.toLowerCase())

</script>

obj.toUpperCase()                    大写

obj.split(delimiter, limit)          分割

定义和用法

split() 方法用于把一个字符串分割成字符串数组。

语法

stringObject.split(separator,howmany)

参数     描述

separator     必需。字符串或正则表达式，从该参数指定的地方分割 stringObject。

howmany     可选。该参数可指定返回的数组的最大长度。如果设置了该参数，返回的子串不会多于这个参数指定的数组。如果没有设置该参数，整个字符串都会被分割，不考虑它的长度。

返回值

一个字符串数组。该数组是通过在 separator 指定的边界处将字符串 stringObject 分割成子串创建的。返回的数组中的字串不包括 separator 自身。

但是，如果 separator 是包含子表达式的正则表达式，那么返回的数组中包括与这些子表达式匹配的字串（但不包括与整个正则表达式匹配的文本）。

提示和注释

注释：如果把空字符串 ("") 用作 separator，那么 stringObject 中的每个字符之间都会被分割。

注释：String.split() 执行的操作与 Array.join 执行的操作是相反的。

实例

例子 1

在本例中，我们将按照不同的方式来分割字符串：

<script type="text/javascript">

var str="How are you doing today?"

document.write(str.split(" ") + "<br />")

document.write(str.split("") + "<br />")

document.write(str.split(" ",3))

</script>

输出：

How,are,you,doing,today?

H,o,w, ,a,r,e, ,y,o,u, ,d,o,i,n,g, ,t,o,d,a,y,?

How,are,you

案例二：

a = "alex7eric9uuuy";

a.split(/\d+/)    答案：["alex", "eric", "uuuy"]

a.split(/(\d+)/)   答案：["alex", "7", "eric", "9", "uuuy" ]

a.split(/(\d+)e/) 答案：["alex", "7", "ric", "9", "uuuy"]

obj.search(regexp)                   方法用于检索字符串中指定的子字符串，或检索与正则表达式相匹配的子字符串。

定义和用法

search() 方法用于检索字符串中指定的子字符串，或检索与正则表达式相匹配的子字符串。

语法

stringObject.search(regexp)

参数     描述

regexp     

该参数可以是需要在 stringObject 中检索的子串，也可以是需要检索的 RegExp 对象。

注释：要执行忽略大小写的检索，请追加标志 i。

返回值

stringObject 中第一个与 regexp 相匹配的子串的起始位置。

注释：如果没有找到任何匹配的子串，则返回 -1。

说明

search() 方法不执行全局匹配，它将忽略标志 g。它同时忽略 regexp 的 lastIndex 属性，并且总是从字符串的开始进行检索，这意味着它总是返回 stringObject 的第一个匹配的位置。

实例

例子 1

在本例中，我们将检索 "W3School"：

<script type="text/javascript">

var str="Visit W3School!"

document.write(str.search(/W3School/))

</script>

输出：

6

在下面的例子中，无法检索到 w3school（因为 search() 对大小写敏感）。

<script type="text/javascript">

var str="Visit W3School!"

document.write(str.search(/w3school/))

</script>

输出：

-1

例子 2

在本例中，我们将执行一次忽略大小写的检索：

<script type="text/javascript">

var str="Visit W3School!"

document.write(str.search(/w3school/i))

</script>

输出：

6

obj.match(regexp)                    全局搜索，如果正则中有g表示找到全部，否则只找到第一个。

定义和用法

match() 方法可在字符串内检索指定的值，或找到一个或多个正则表达式的匹配。

该方法类似 indexOf() 和 lastIndexOf()，但是它返回指定的值，而不是字符串的位置。

语法

stringObject.match(searchvalue)

stringObject.match(regexp)

参数     描述

searchvalue     必需。规定要检索的字符串值。

regexp     必需。规定要匹配的模式的 RegExp 对象。如果该参数不是 RegExp 对象，则需要首先把它传递给 RegExp 构造函数，将其转换为 RegExp 对象。

返回值

存放匹配结果的数组。该数组的内容依赖于 regexp 是否具有全局标志 g。

实例

例子 1

在本例中，我们将在 "Hello world!" 中进行不同的检索：

<script type="text/javascript">

var str="Hello world!"

document.write(str.match("world") + "<br />")

document.write(str.match("World") + "<br />")

document.write(str.match("worlld") + "<br />")

document.write(str.match("world!"))

</script>

输出：

world

null

null

world!

例子 2

在本例中，我们将使用全局匹配的正则表达式来检索字符串中的所有数字：

<script type="text/javascript">

var str="1 plus 2 equal 3"

document.write(str.match(/\d+/g))

</script>

输出：

1,2,3

obj.replace(regexp, replacement)     替换，正则中有g则替换所有，否则只替换第一个匹配项，
                                     $数字：匹配的第n个组内容；
                                     $&：当前匹配的内容；
                                     $`：位于匹配子串左侧的文本；
                                     $'：位于匹配子串右侧的文本
                                     $$：直接量$符号

 a

 "alex7eric9Euuy"

 a.replace(/\d+/,"&")

 "alex&eric9Euuy"

 a.replace(/\d+/g,"&")

 "alex&eric&Euuy"

 a.replace(/\d+/g,"$")

 "alex$eric$Euuy"

 a.replace(/\d+/,"$")

 "alex$eric9Euuy"

 a.replace(/(\d+)/,"x")

 "alexxeric9Euuy"

 a.replace(/(\d+)/g,"x")

 "alexxericxEuuy"

 a.replace(/(\d+)/g,"$&"+"x")

 "alex7xeric9xEuuy"

 a.replace(/(\d+)\w+(\d+)/g, "$1$2")

 "alex79Euuy"

 a.replace(/(\d+)\w+(\d+)/g,"$2$1")

 "alex97Euuy"

 a.replace(/(\d+)(\w+)(\d+)/g,"$3$1$2")

 "alex97ericEuuy"

 a.replace(/\d+/g, "$`")

 "alexalexericalex7ericEuuy"

 a

 "alex7eric9Euuy"

 a.replace(/\d+/g, "$`")

 "alexalexericalex7ericEuuy"

 a.replace(/\d+/g, "$$")

 "alex$eric$Euuy"

3、布尔类型（Boolean）

布尔类型仅包含真假，与Python不同的是其首字母小写。

• ==      比较值相等
• !=       不等于
• ===   比较值和类型相等
• !===  不等于
• ||        或
• &&      且

4、数组

JavaScript中的数组类似于Python中的列表

常见功能：

obj.length          数组的大小

obj.push(ele)       尾部追加元素

obj.pop()           尾部获取一个元素

obj.unshift(ele)    头部插入元素

obj.shift()         头部移除元素

obj.splice(start, deleteCount, value, ...)  插入、删除或替换数组的元素

                    obj.splice(n,0,val) 指定位置插入元素

                    obj.splice(n,1,val) 指定位置替换元素

                    obj.splice(n,1)     指定位置删除元素

obj.slice( )        切片

obj.reverse( )      反转

obj.join(sep)       将数组元素连接起来以构建一个字符串

obj.concat(val,..)  连接数组

obj.sort( )         对数组元素进行排序

实例

例子 1

在本例中，我们将创建一个数组，并按字母顺序进行排序：

<script type="text/javascript">

var arr = new Array(6)

arr[0] = "George"

arr[1] = "John"

arr[2] = "Thomas"

arr[3] = "James"

arr[4] = "Adrew"

arr[5] = "Martin"

document.write(arr + "<br />")

document.write(arr.sort())

</script>

输出：

George,John,Thomas,James,Adrew,Martin

Adrew,George,James,John,Martin,Thomas

亲自试一试

例子 2

在本例中，我们将创建一个数组，并按字母顺序进行排序：

<script type="text/javascript">

var arr = new Array(6)

arr[0] = "10"

arr[1] = "5"

arr[2] = "40"

arr[3] = "25"

arr[4] = "1000"

arr[5] = "1"

document.write(arr + "<br />")

document.write(arr.sort())

</script>

输出：

10,5,40,25,1000,1

1,10,1000,25,40,5

请注意，上面的代码没有按照数值的大小对数字进行排序，要实现这一点，就必须使用一个排序函数：

<script type="text/javascript">

function sortNumber(a,b)

{

return a - b

}

var arr = new Array(6)

arr[0] = "10"

arr[1] = "5"

arr[2] = "40"

arr[3] = "25"

arr[4] = "1000"

arr[5] = "1"

document.write(arr + "<br />")

document.write(arr.sort(sortNumber))

</script>

输出：

10,5,40,25,1000,1

1,5,10,25,40,1000

    2、简单数组自定义排序

    <script type="text/javascript">

        var arrSimple2=new Array(1,8,7,6);

        arrSimple2.sort(function(a,b){

            return b-a});

        document.writeln(arrSimple2.join());

    </script>

    解释：a,b表示数组中的任意两个元素，若return > 0 b前a后；reutrn < 0 a前b后；a=b时存在浏览器兼容

    简化一下：a-b输出从小到大排序，b-a输出从大到小排序。

四、其他

1、序列化

• JSON.stringify(obj)   序列化

• var a = {a:1,b:2}
  
  document.write(JSON.stringify(a))
  
  结果：
  
  {"a":1,"b":2}

• JSON.parse(str)        反序列化

• var str = '{"name":"lala","age":"23"}';
  
  document.write(JSON.parse(str));
  
  答案：
  
  [object, object]

2、转义

• decodeURI( )                   URl中未转义的字符
• decodeURIComponent( )   URI组件中的未转义字符
• encodeURI( )                   URI中的转义字符
• encodeURIComponent( )   转义URI组件中的字符
• escape( )                         对字符串转义
• unescape( )                     给转义字符串解码
• URIError                         由URl的编码和解码方法抛出

3、eval

JavaScript中的eval是Python中eval和exec的合集，既可以编译代码也可以获取返回值。

• eval()
• EvalError   执行字符串中的JavaScript代码

• 定义和用法
  
  eval() 函数可计算某个字符串，并执行其中的的 JavaScript 代码。
  
  语法
  
  eval(string)
  
  参数     描述
  
  string     必需。要计算的字符串，其中含有要计算的 JavaScript 表达式或要执行的语句。
  
  例子 1
  
  在本例中，我们将在几个字符串上运用 eval()，并看看返回的结果：
  
  <script type="text/javascript">
  
  eval("x=10;y=20;document.write(x*y)")
  
  document.write(eval("2+2"))
  
  var x=10
  
  document.write(eval(x+17))
  
  </script>
  
  输出：
  
  200
  
  4
  
  27

  详解及案例

4、正则表达式

JavaScript中支持正则表达式，其主要提供了两个功能：

• test(string)     用于检测正则是否匹配
• exec(string)    用于获取正则匹配的内容

更多操作参见：http://kb.cnblogs.com/page/80965/

注：定义正则表达式时，“g”、“i”、“m”分别表示全局匹配，忽略大小写、多行匹配。

5、时间处理

JavaScript中提供了时间相关的操作，时间操作中分为两种时间：

• 时间统一时间
• 本地时间（东8区）

更多操作参见：http://www.shouce.ren/api/javascript/main.html

五、语句和异常

1、条件语句

JavaScript中支持两个中条件语句，分别是：if 和 switch

    if(条件){

    }else if(条件){

    }else{

    }

    switch(name){

        case '1':

            age = 123;

            break;

        case '2':

            age = 456;

            break;

        default :

            age = 777;

    }

2、循环语句

JavaScript中支持三种循环语句，分别是：

var names = ["alex", "tony", "rain"];

for(var i=0;i<names.length;i++) {

    console.log(i);

    console.log(names[i]);

}

var names = ["alex", "tony", "rain"];

for (var index in names) {

      console.log(index);

       console.log(names[index]);

}

while(条件){

    // break;

    // continue;

}

注：字典不支持i++方式

3、异常处理

try {

    //这段代码从上往下运行，其中任何一个语句抛出异常该代码块就结束运行

}

catch (e) {
　　//catch 意思是捕获

    // 如果try代码块中抛出了异常，catch代码块中的代码就会被执行。

    //e是一个局部变量，用来指向Error对象或者其他抛出的对象

}

finally {

     //无论try中代码是否有异常抛出（甚至是try代码块中有return语句），finally代码块中始终会被执行。

}

注：主动跑出异常 throw Error('xxxx')---类似于python的raise

六、函数

1、基本函数

JavaScript中函数基本上可以分为一下三类：

//普通函数

    function func(arg) {

          return true;

}    

//匿名函数

    var func = function(arg){

        return "tony";

}   

//自执行函数

    (function(arg){

        console.log(arg);

})    

注意：对于JavaScript中函数参数，实际参数的个数可能小于形式参数的个数，函数内的特殊值arguments中封装了所有实际参数。

2、作用域

JavaScript中每个函数都有自己的作用域，当出现函数嵌套时，就出现了作用域链。当内层函数使用变量时，会根据作用域链从内到外一层层的循环，如果不存在，则异常。

//            name = "alex";

//            function f1() {

//                var name = "eric";

//                function f2() {

//                    alert(name)

//                };

//                f2();

//            };

//

//            f1();

name = "alex";

function f1() {

    var name = "eric";

    function f2() {

        alert(name);

    }

    return f2

}

var ret = f1();

ret();

        function f2(){

            var arg= [11,22];

            function f3(){

                console.log(arg);

            }

            arg = [44,55];

            return f3;

        }

        ret = f2();

        ret();

注：声明提前，在JavaScript引擎“预编译”时进行。

五句话搞定JavaScript作用域：http://www.cnblogs.com/wupeiqi/p/5649402.html

3、闭包

「闭包」，是指拥有多个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。

闭包是个函数，而它「记住了周围发生了什么」。表现为由「一个函数」体中定义了「另个函数」

由于作用域链只能从内向外找，默认外部无法获取函数内部变量。闭包，在外部获取函数内部的变量。

function f2(){

    var arg= [11,22];

    function f3(){

        a = 123；

        return a;

    }

    return f3;

}

ret = f2();

ret();

已这个例子为例，f2就是一个闭包，那么我在执行调用的时候只能通过f2去调用，也就是由外向内去获取调用；而不能由内向外

4、面向对象

function Foo (name,age) {

    this.Name = name;

    this.Age = age;

    this.Func = function(arg){  //相当于创建python的方法，但是这样每个对象都有，相对每个对象都会占有一份地址

        return this.Name + arg;

    }

}

对于上述代码需要注意：

• Foo充当的构造函数  ---class className()
• this代指对象     -----self.Name = name
• 创建对象时需要使用 new

上述代码中每个对象中均保存了一个相同的Func函数，从而浪费内存。使用原型和可以解决该问题：

function Foo (name, age) {

    this.Name = name;

    this.Age = age;

}

Foo.prototype = {

    GetInfo: function(){

        return this.Name + this.Age;

    },

    Func : function(arg) {

        return this.Name + arg;

    }

}
Foo.prototype.Func = function () {return this.Name + this.Age}；//第二种方法
         

obj1 = new Foo('damon', 18)

ret = obj1.Func();

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