JS的可枚举性

时间:2020-12-29 15:05:49

    在学习ES6的过程中,涉及到遍历方法时,提到过可枚举性,且多种遍历方法都与可枚举性相关。本章节,将总结这些遍历方法的可枚举性,并在必要的部分,给出对比实例。

一、设置属性的可枚举性

  在上一文章“Object的原型克隆”中,简单介绍了Object.defineProperty()方法。通过该方法的属性描述符 enumerable,就可以设置该属性是否可以枚举,当设置为false时,不可枚举;否则,可枚举。如示例:
            Object.defineProperty(obj1, 'test', {
configurable: false,
enumerable: false,
value: 'not enumerable'
});
  将obj1的test属性,设置成不可枚举类型。其中的obj1为原型继承实例对象,相关源码可查看上一章 “Object的原型克隆”。
  其属性结构如下图:
     JS的可枚举性
        以上为chrome下控制台obj1的输出截图,可以看到属性test显示为带灰度的色值,为不可枚举属性。
 

二、如何验证可枚举性

       可通过 Object.getOwnPropertyDescriptor() 实现验证,如实例:
        Object.getOwnPropertyDescriptor(obj1, 'test').enumerable,为false则为不可枚举。
  tips:仅验证自身属性的可枚举性,继承属性无法验证哦~~
 

三、与可枚举性相关的操作和方法

  3.1、总览

    a、for…in:遍历自身和继承的可枚举属性;
    b、Object.keys():返回对象自身的可枚举属性键名;
    c、JSON.stringify():串行化对象自身的可枚举属性;
    d、Object.assign():复制自身可枚举的属性;
    e、Reflect.enumerate():返回所有for...in循环会遍历的属性;
    f、所有Class的原型的方法都不可枚举。
    通过第一节中obj1的属性结构截图可分析其属性的组成:
      自身属性:age、colors、name、test(不可枚举);
      原型(继承)属性:sayAge、sayName。
  

  3.2、实验数据验证

    a、for…in
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" alt="" name="en-media:image/png:eef8628664cba76dadccf57136f30492:none:none" width="194" height="119" />
    符合预期,除test属性不可枚举外,其他属性都可遍历到;
 
    b、Object.keys()
         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" alt="" name="en-media:image/png:2a4e5a92f3c8b111b6e937823812a1ed:none:none" width="331" />
    符合预期,仅遍历到自身可枚举属性;
    
    c、JSON.stringify()
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" alt="" name="en-media:image/png:e15c77892f184c8004d0a20372103571:none:none" width="629" />
    符合预期,仅解析自身可枚举属性;
    
    d、Object.assign()
     JS的可枚举性
    符合预期,仅复制自身可枚举属性;
 
    e、Reflect.enumerate() 在chrome中还未实现,暂无法验证。
    
    f、验证Class的原型方法都不可枚举
            class Points {
constructor(name, age) {
this.name = name;
this.age = age;
}
} Object.assign(Points.prototype, SubType.prototype);
let point = new Points('puppy', 1);
      point实例的属性结构如下:
              JS的可枚举性
      通过chrome的控制台,可以看出继承的原型属性中,sayAge与sayName均为可枚举属性,看似与预期不符合?
        
      下面对Class进行扩展,进一步验证:
           class Points {
constructor(name, age) {
this.name = name;
this.age = age;
} sayName() {
console.log(this.name)
}
sayColor() {
console.log(this.color)
}
}
    chrome控制台输出:
     JS的可枚举性
    其中的sayColor和sayName均不可枚举,符合预期。因此得出结论:
    通过Class定义的原型方法,不可枚举,且如果这些方法覆盖了原有的方法,这些方法也将不可枚举。
    tips:直接写入Class里的属性,为原型属性,所有实例共有;写在constructor内的为实例对象自身属性~~