javascript对象有着自有的属性,对象可以从一个称为原型的对象继承属性,对象的方法通常是继承的属性,原型式继承是javascript的核心特征。

aaarticlea/png;base64,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" alt="" width="463" height="394" />aaarticlea/png;base64,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" alt="" width="894" height="280" />

对象的直接量

名/值对中间使用:冒号分隔,对和对之间使用,逗号分隔

 var em ={};//没有任何属性的对象
var po = {x:0,y:0};//两个属性
var book = {
"main title" : "javascript",//属性名字里有空格,必须用字符串表示
" sub-title" : "the",//属性名字有连字符,必须用字符串表示
"for" : "all" ,//for是保留字,必须用引号
autoe:{//属性值是一个对象
firstname:"baby",//这里的属性值都没有引号
surname:"flanagan"
}
};

通过new运算符可以新创建初始化一个对象。关键字new跟随一个函数调用,这里的函数称为构造函数,对象的prototype属性是继承一个实例对象。

构造函数默认首字母是大写,没有显示返回任何东西,new操作符会自动创建给定类型并返回,当调用构造函数时new会自动创建this对象,且类型就是构造函数类型。

看来构造函数和new操作符不可分了,那new操作符究竟干了什么事情呢?在这之前先了解一下call、prototype、还有_proto_

 var obj  = new Base{};//创建了一个空对象obj,相当于new
var obj = {};//创建了一个空对象obj,相当于new
obj.__proto__ = Base.prototype;//将这个空对象的__proto__成员指向了Base函数对象prototype成员对象
Base.call(obj);//我们将Base函数对象的this指针替换成obj,然后再调用Base函数,于是我们就给obj对象赋值了一个id成员变量,这个成员变量的值是”base”

卧槽,我要把自己给绕晕了,还是看下这篇文章比较清晰吧:http://www.jb51.net/article/24639.htm

javascript对象(简略)的更多相关文章

  1. json与JavaScript对象互换

    1,json字符串转化为JavaScript对象: 方法:JSON.parse(string) eg:var account = '{"name":"jaytan&quo ...

  2. javaScript对象-基本包装类型的详解

    本人按书上的内容大致地把javaScript对象划分成“引用类型”.“基本包装类型”和“内置对象”三块内容. 我们这篇先了解下基本包装类型的详细用法吧! 一.我们先解下相关概念: 1.引用类型的值(对 ...

  3. 如何理解javaScript对象?

    在我们生活中,常常会提到对象一词,如:你找到对象了吗?你的对象是谁呀?等等. 在我们家庭中,有男友的女青年都会说我有对象了,那么她的对象是XX(她的男友). 夫妻间呢?都会说我的爱人是谁谁谁,现在我们 ...

  4. 简述JavaScript对象、数组对象与类数组对象

    问题引出 在上图给出的文档中,用JavaScript获取那个a标签,要用什么办法呢?相信第一反应一定是使用document.getElementsByTagName('a')[0]来获取.同样的,在使 ...

  5. 深入理解javascript对象系列第二篇——属性操作

    × 目录 [1]查询 [2]设置 [3]删除[4]继承 前面的话 对于对象来说,属性操作是绕不开的话题.类似于“增删改查”的基本操作,属性操作分为属性查询.属性设置.属性删除,还包括属性继承.本文是对 ...

  6. Javascript对象的方法赋值

    Javascript对象编程学习中,一直不能很好的掌握对象的属性(property)和方法(method).今天在写代码过程中,又犯了一个低级错误. <!DOCTYPE html> < ...

  7. web前端学习(二) javascript对象和原型继承

    目录 1. JavaScrpt对象 2. 原型对象和继承 3. 对象的克隆 (1)javascript对象 在JS中,对象是属性的容器.对于单个对象来说,都由属性名和属性值构成:其中属性名需要是标识符 ...

  8. 如何判断Javascript对象是否存在

    Javascript语言的设计不够严谨,很多地方一不小心就会出错. 举例来说,请考虑以下情况. 现在,我们要判断一个全局对象myObj是否存在,如果不存在,就对它进行声明.用自然语言描述的算法如下: ...

  9. JavaScript 对象、DOM对象、jquery对象的区别、转换详解

    一.JavaScript 对象 JavaScript 提供多个内建对象,比如 String.Date.Array 等等. 对象只是带有属性和方法的特殊数据类型. 访问对象的属性: [javascrip ...

随机推荐

  1. Tomcat(四):tomcat图形管理和身份认证

    */ .hljs { display: block; overflow-x: auto; padding: 0.5em; color: #333; background: #f8f8f8; } .hl ...

  2. Percona监控MySQL模板详解

    InnoDB Adaptive Hash Index 显示了"自适应哈希索引"的使用情况,哈希索引只能用来搜索等值的查询. # Hash table size 17700827, ...

  3. iOS 设置文本中指定某段文本的颜色 大小

    NSString *money = @"300"; NSString *perStr = @"元/时"; NSString *text = [NSString  ...

  4. [squid] kid1| ERROR: No forward-proxy ports configured.

    国内私募机构九鼎控股打造APP,来就送 20元现金领取地址:http://jdb.jiudingcapital.com/phone.html内部邀请码:C8E245J (不写邀请码,没有现金送)国内私 ...

  5. pip相关工具使用小结

    最近写taffy的时候用到了两个pip相关的小工具. 一个是pip-review批量更新lib库,一个是pipreqs生成基于项目的requirements.txt. 1. pip相关命令 #更新单个 ...

  6. 15_Python函数名本质

    函数名的本质 函数名实质上就是函数的内存地址 def wrapper(): pass print(wrapper) 1.引用是什么? 当我们定义a=1的时候,系统会开辟一块内存空间来保存1,然后用a变 ...

  7. Python之Django rest_Framework(2)

    实例化: v1 = ["view.xxx.path.Role","view.xxx.path.Group",] 可以循环,循环出来的每一个不能实例化 如果把v1 ...

  8. 使用.bat来执行Java程序基础

    将java程序做成可运行的jar后,又希望使用.bat文件来调用jar时,有几点需要注意的. 1.设置path和classpath .bat文件中扥的内容如下: @echo off set MY_HO ...

  9. Java版网络爬虫基础

    网络爬虫不仅仅可以爬取网站的网页,图片,甚至可以实现抢票功能,网上抢购,机票查询等.这几天看了点基础,记录下来. 网页的关系可以看做是一张很大的图,图的遍历可以分为深度优先和广度优先.网络爬虫采取的广 ...

  10. BZOJ 2388: 旅行规划 [分块 凸包 等差数列]

    传送门 题意: 区间加和询问一段区间内整体前缀和的最大值 刚才还在想做完这道题做一道区间加等差数列结果发现这道就是.... 唯一的不同在于前缀和一段区间加上等差数列后,区间后面也要加上一个常数!!! ...