Static变量

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" 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  原来一个类里面的成员变量,每new一个对象,这个对象就有一份自己的成员变量,因为这些成员变量都不是静态成员变量。对于static成员变量来说,这个成员变量只有一份,而且这一份是这个类所有的对象共享。

◆在类中,用static声明的成员变量为静态变量,或者叫:类属性、类变量。

(注意:静态变量是从属于类,在对象里面是没有这个属性的;成员变量是从属于对象的,有了对象才有那个属性)

  • 它为该类的公用变量,属于类,被该类的所有实例共享,在类被载入时被显示初始化。
  • 对于该类所有对象来说,static成员变量只有一份.被该类的所有对象共享!!
  • 可以使用“对象.类属性”来调用。不过,一般都是用"类名.类属性”。
  • static变量置于方法区中。
  • 在静态的方法里面不可以调用非静态的方法或变量;但是在非静态的方法里可以调用静态的方法或变量。

Static方法

◆用static声明的方法为静态方法。

  • 不需要对象,就可以调用(类名.方法名)
  • 在调用该方法时,不会将对象的引用传递给它,所以在static方法中不可访问非static的成员。

【实例1】

student类:

测试:

静态初始化块

◆如果希望加载后,对整个类进行某些初始化操作,可以使用static初始化块。

  • 是在类初始化时执行,不是在创建对象时执行。
  • 静态初始化块中不能访问static成员。

执行顺序:

。。。。

内存分析Static

静态成员变量与非静态成员变量的区别:

【示例1】

package cn.galc.test;

public class Cat {

    /**
* 静态成员变量
*/
private static int sid = 0; private String name; int id; Cat(String name) {
this.name = name;
id = sid++;
} public void info() {
System.out.println("My Name is " + name + ",NO." + id);
} public static void main(String[] args) {
Cat.sid = 100;
Cat mimi = new Cat("mimi");
Cat pipi = new Cat("pipi");
mimi.info();
pipi.info();
}
}

通过画内存分析图了解整个程序的执行过程:

执行程序的第一句话:Cat.sid = 100;时,这里的sid是一个静态成员变量,静态变量存放在数据区(data seg),所以首先在数据区里面分配一小块空间sid,第一句话执行完后,sid里面装着一个值就是100。

此时的内存布局示意图如下所示

  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" alt="" width="290" height="173" />

 接下来程序执行到:

    Cat  mimi = new Cat(“mimi”);

  这里,调用Cat类的构造方法Cat(String name),构造方法的定义如下:

    Cat ( String name){

      this.name = name;

      id=sid++;

    }

  调用时首先在栈内存里面分配一小块内存mm,里面装着可以找到在堆内存里面的Cat类的实例对象的地址,mm就是堆内存里面Cat类对象的引用对象。这个构造方法声明有字符串类型的形参变量,所以这里把“mimi”作为实参传递到构造方法里面,由于字符串常量是分配在数据区存储的,所以数据区里面多了一小块内存用来存储字符串“mimi”。此时的内存分布如下图所示:

  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" alt="" width="317" height="189" />

当调用构造方法时,首先在栈内存里面给形参name分配一小块空间,名字叫name,接下来把”mimi”这个字符串作为实参传递给name,字符串也是一种引用类型,除了那四类8种基础数据类型之外,其他所有的都是引用类型,所以可以认为字符串也是一个对象。所以这里相当于把”mimi”这个对象的引用传递给了name,所以现在name指向的是”mimi”。所以此时内存的布局如下图所示:

aaarticlea/png;base64,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" alt="" width="331" height="197" />

接下来执行构造方法体里面的代码:

    this.name=name;

  这里的this指的是当前的对象,指的是堆内存里面的那只猫。这里把栈里面的name里面装着的值传递给堆内存里面的cat对象的name属性,所以此时这个name里面装着的值也是可以找到位于数据区里面的字符串对象“mimi”的,此时这个name也是字符串对象“mimi”的一个引用对象,通过它的属性值就可以找到位于数据区里面的字符串对象“mimi”。此时的内存分布如下图所示:

  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" alt="" width="301" height="180" />

接下来执行方法体内的另一句代码:

    id=sid++;

  这里是把sid的值传递给id,所以id的值是100,sid传递完以后,自己再加1,此时sid变成了101。此时的内存布局如下图所示。

  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" alt="" width="321" height="192" />

到此,构造方法调用完毕,给这个构造方法分配的局部变量所占的内存空间全部都要消失,所以位于栈空间里面的name这块内存消失了。栈内存里面指向数据区里面的字符串对象“mimi”的引用也消失了,此时只剩下堆内存里面的指向字符串对象“mimi”的引用没有消失。此时的内存布局如下图所示:

  aaarticlea/png;base64,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" alt="" width="326" height="194" />

接下来执行:Cat  pipi = new Cat(“pipi”);

  这里是第二次调用构造方法Cat(),整个调用过程与第一次一样,调用结束后,此时的内存布局如下图所示:

  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" alt="" width="293" height="175" />

  最后两句代码是调用info()方法打印出来,打印结果如下:

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

通过这个程序,看出来了这个静态成员变量sid的作用,它可以计数。每当有一只猫new出来的时候,就给它记一个数。让它自己往上加1。

  程序执行完后,内存中的整个布局就如上图所示了。一直持续到main方法调用完成的前一刻。

  这里调用构造方法Cat(String name) 创建出两只猫,首先在栈内存里面分配两小块空间mimi和pipi,里面分别装着可以找到这两只猫的地址,mimi和pipi对应着堆内存里面的两只猫的引用。这里的构造方法声明有字符串类型的变量,字符串常量是分配在数据区里面的,所以这里会把传过来的字符串mimi和pipi都存储到数据区里面。所以数据区里面分配有存储字符串mimi和pipi的两小块内存,里面装着字符串“mimi”和“pipi”,字符串也是引用类型,除了那四类8种的基础数据类型之外,其他所有的数据类型都是引用类型。所以可以认为字符串也是一个对象。

  这里是new了两只猫出来,这两只猫都有自己的id和name属性,所以这里的id和name都是非静态成员变量,即没有static修饰。所以每new出一只新猫,这只新猫都有属于它自己的id和name,即非静态成员变量id和name是每一个对象都有单独的一份。但对于静态成员变量来说,只有一份,不管new了多少个对象,哪怕不new对象,静态成员变量在数据区也会保留一份。如这里的sid一样,sid存放在数据区,无论new出来了多少只猫在堆内存里面,sid都只有一份,只在数据区保留一份。

  静态成员变量是属于整个类的,它不属于专门的某个对象。那么如何访问这个静态成员变量的值呢?首先第一点,任何一个对象都可以访问这个静态的值,访问的时候访问的都是同一块内存。第二点,即便是没有对象也可以访问这个静态的值,通过“类名.静态成员变量名”来访问这个静态的值,所以以后看到某一个类名加上“.”再加上后面有一个东西,那么后面这个东西一定是静态的,如”System.out”,这里就是通过类名(System类)再加上“.”来访问这个out的,所以这个out一定是静态的。

【示例2】

 package cn.galc.test;

 public class Cat {

     /**
* 这里面的sid不再是静态成员变量了,因为没有static修饰符,
* 此时它就是类里面一个普通的非静态成员变量,和id,name一样,
* 成为每一个new出来的对象都具有的属性。
*/
private int sid = 0; private String name; int id; Cat(String name) {
this.name = name;
id = sid++;
} public void info() {
System.out.println("My Name is " + name + ",NO." + id);
} public static void main(String[] args) {
//Cat.sid = 100;这里不能再使用“类.静态成员变量”的格式来访问sid了,因为sid现在变成了非静态的成员变量了。所以必须要把这句话注释掉,否则无法编译通过。
Cat mimi = new Cat("mimi");
Cat pipi = new Cat("pipi");
mimi.info();
pipi.info();
}
}

这段代码与上一段代码唯一的区别是把声明sid变量的static修饰符给去掉了,此时的sid就不再是静态成员变量,而是非静态成员变量了,此时每一个new出来的cat对象都会有自己单独的sid属性。所以这段代码执行完成后,内存中的布局如下图所示:

  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" alt="" />

  由于sid变成了非静态成员变量,所以不再有计数的功能了。sid与id和name属性一样,成为每一个new出来的对象都具有的属性,所以每一个new出来的cat都加上了一个sid属性。由于不能再使用”类名.静态成员对象名”的格式访问sid,所以代码的第一句”Cat.sid =100;”不能这样使用,否则编译会出错,必须把这句话注释掉才能编译成功。既然无法访问得到sid的值,所以sid的值就一直都是初始化时赋给的值0。直到调用构造方法时,执行到方法体内的代码id=sid++;时,sid首先把自身的值0赋值给id,所以id的值是0,然后sid自己加1,所以sid变成了1。

  所以静态变量和非静态变量的区别就在于静态变量可以用来计数,而非静态变量则不行。

  理解了内存,就理解了一切,就理解了各种各样的语言。所有的语言无非都是这样:局部变量分配内存永远在栈里面,new出来的东西分配内存永远是在堆里,静态的东西分配内存永远是在数据区。剩下的代码肯定是在代码区。所有的语言都是这样。

在一个静态方法里,如果想访问一个非静态的成员变量,是不能直接访问的,必须在静态方法里new一个对象出来才能访问。如果是加了static的成员变量,那么这个成员变量就是一个静态的成员变量,就可以在main方法里面直接访问了。

  main方法是一个静态的方法,main方法要执行的时候不需要new一个对象出来。

  动态方法是针对于某一个对象调用的,静态方法不会针对某一个对象来调用,没有对象照样可以用。所以可以使用”classname.method()”.的形式来调用静态方法。所以想在main方法里面访问非静态成员变量是不可以的,想在main方法里面访问非静态方法也是不可以的,因为非静态方法只能针对于某个对象来调用,没有对象,就找不到方法的执行者了。

  成员变量只有在new出一个对象来的时候才在堆内存里面分配存储空间。局部变量在栈内存里面分配存储空间。

  静态方法不再是针对某一个对象来调用,所以不能访问非静态的成员。

  非静态成员专属于某一个对象,想访问非静态成员必须new一个对象出来才能访问。

  静态的变量可以通过对象名去访问,也可以通过类名去访问,两者访问的都是同一块内存。

【总结】

类只能使用类的方法和属性,对象既可以使用类的方法,又可以使用对象的方法。

static的方法只能调用static的变量和方法,非static的方法既可以调用static的,又可以调用非static的。

相关链接:

java基础学习总结——static关键字

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