java中变量命名和引用变量的一个坑

时间:2021-03-04 19:47:21

这次有两个主题,第一个太简单啦,就是java中变量的命名规则,纯记忆性东西。第二个主题,就是讨论一下对象引用变量的一个注意点。

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" alt="" />

如果你对命名规则很熟啦,就直接看第二个内容吧。(上边的图稍微有点顺序紊乱啊)


一、java中变量的命名规则

大多数语言的命名规则是相似的,只有一些微小的差别。

  • 变量的第一个位置,可以是字母,下划线(_),美元符($) (这个在c/c++,python中是不行的)(注意:不能是数字哦,一想就知道啦为什仫)
  • 其他的位置可以是数字,字母,下划线
  • 不能使用java中的关键字

java中的关键字有:

  boolean   byte   char   double   float   int   long   short   public   private
  protected   abstract final    native   static   strictfp   synchronized   transient   volatile   if
  else     do    while    switch   case   default for   break   continue   assert
  class   extends   implements   import   instanceof   interface   new package   super   this
  catch   finally   try   throw   throws   return   void   const   goto   enum

java的命名规则就说这么多,变量除了注意命名规则之外,还要注意命名规范


二、对象引用变量的注意之处

基本变量没有这个毛病,通过代码来引入问题。

 public class Test {
public static void main(String[] args) {
int i1 = 10;
int i2 = i1;
i1 = 10000;
System.out.println("i1 = " + i1);
System.out.println("i2 = " + i2);
}
}

预测一下结果吧。OK,如你所料:

aaarticlea/png;base64,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" alt="" />

在看一段代码,如果预测结果正确,就不要往下看啦。

 public class Test {
public static void main(String[] args) {
Test t = new Test();
Test.Dog d1 = t.new Dog(1);//若看不懂,只需看成创建了一个Dog类一个实例变量
Test.Dog d2 = d1;//把d1赋值个d2,此时d2的age是不是1?
d1.age = 10;//重新为d1的age属性赋值成10
//打印结果
System.out.println("dog1's age = " + d1.age);
System.out.println("dog2's age = " + d2.age);
} //为了节省空间能一眼看完,此处写成内部类
class Dog {
//为了方便把属性定义为public,实际中最好不要
public int age;
public Dog(int age) {
this.age = age;
} }
}

猜猜结果:

aaarticlea/png;base64,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" alt="" />

猜对没有,为什么没有更改d2的age,d2的age从1变成了10?

基本变量中存的就是实际值,而对象引用变量中存的是一个能找到实际值得数据(可以看成c语言中的地址,因此,所有的对象引用变量的大小都是一样的),所以,当d1赋值d2时,只是把那个能找到实际对象的数据赋值给了d2,内存中只有一个Dog的实例,d1,d2指向同个变量。

aaarticlea/png;base64,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" 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" alt="" />

所以,d1改变object的值时,d2因指向相同的object,所以,结果就不言而喻啦。

这说得还远远不够,想深入了解,请找书看。


Challenges are what make life interesting and overcoming them is what makes lifes meaningful.

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" 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" 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