无意中看到下面一个题目,大家一起来看看最后的输出结果是什么。反正我看完之后,用IDE测试后感觉知识点得到巩固了。
/**
* 函数执行顺序测试
* Created by 萌小Q on 2017/5/17 0017.
*/
public class ExeSeqTest {
public static void main(String [] args){
System.out.println(new B().getValue());
}
static class A{
protected int value;
public A(int v) {
setValue(v);
}
public void setValue(int value){
this.value = value;
}
public int getValue(){
try{
value++;
return value;
} catch(Exception e){
System.out.println(e.toString());
} finally {
this.setValue(value);
System.out.println(value);
}
return value;
}
}
static class B extends A{
public B() {
super(5);
setValue(getValue() - 3);
}
public void setValue(int value){
super.setValue(2 * value);
}
}
}
执行结果:
你们答对了么?哈哈,现在来看一下代码具体执行情况:
1、首先是main方法,new了一个B对象,然后就是调用该对象的getValue()方法
2、执行B类的构造方法
3、执行B类构造方法里面的super方法,即执行B的父类A的构造方法。
4、接下来就是执行setValue()方法了,但是此时A类和B类都有一个setValue()方法,到底执行哪一个呢,我一开始认为是A类的setValue()方法。
但在A类的构造方法中执行setValue()方法时,你是不是看到了,它执行的是子类B的setValue()方法。
显然这需要巩固一个知识点:当子类重写了父类的函数,那么子类的对象如果调用该函数,一定调用的是重写过后的函数。可以通过super关键字进行父类的重写函数的调用。
因为现在正在执行的是B类的构造方法,所以默认先会调用B类中的方法,如果B类中没有,才会调用其父类A中的方法。
5、接下来到super.setValue(2 * value),即执行A类的setValue()方法,这时,A类的成员变量value应该就变成了10
6、这时B类的构造方法中的super(5)就执行完了,然后就到了setValue(getValue() - 3)方法
7、接着执行getValue()方法,首先在B类中找,但B类没有getValue()方法,所以就执行A类中的getValue()方法,A类中肯定是有的,要不然编译就不会通过
8、然后就开始执行try、catch、finally这一块,给A的成员变量value自增,从之前的10变为11,然后直接返回value,没有捕获异常,继续到finally里面的this.setValue(value)
9、然后这个this指的到底是A类还是B类呢,答案是B类,因为现在是在执行B的构造方法,所以this指的应该是B类,即调用B类的setValue(int value)方法。
10、然后又super.setValue(2 * value);执行父类A的setValue(int value),把2 * 11作为参数传递,A类的setValue(int value)把传进来的value值赋给了A的成员变量value,变成了22。
11、然后this.setValue(value)就执行完了,最后输出value,22
12、到这儿getValue()方法就执行完了,但是有一点需要注意,此时的value为22,但是getValue()的返回值确是11,因为在try{ }中已经return了,所以这个方法的返回值已经保存下来了,是11,即使finally{ }里面又对value的值做出了改变,但是getValue()的返回值是不会变的(除了finally里面也有return返回值,它会覆盖前面try的返回值)。接着继续执行B类构造方法中的setValue(getValue() - 3);getValue()是11,所以B的setValue(int value)方法的参数就为8,接着又到了super.setValue(2 * value)
13、调用A类的setValue(int value)方法,同时将参数赋值给A类的成员变量value,此时value变为16
14、到这儿B类的构造方法就全部执行完了,也就是new B(),然后又调用了该对象 的getValue()方法,B类没有,但是父类A有,
继续try{ }、catch{ }、finally{ },A类的成员变量value为16,然后value++,再返回,这时getValue()的返回值已经确定了,就是17,即使在finally中对value做出改变,其返回值不会变。然后到finally{ },又是this.setValue(value),前面已经说过了,这个this指的是B类的this,所以调用B类的setValue(int value)
接着又是super.setValue(2 * value),调用A类的setValue(),并把2 * 17作为参数传递过去
把参数赋给A的成员变量value,这时this.setValue(value)就执行完了,此时的value为34。最后输出value。
需要注意的是,此时的getValue()方法的返回值是17,这个前面已经提到了,到这儿,整个new B().getValue()就执行完了,最后又输出了getValue的返回值,也就是17。所以整个过程执行完后的输出结果是22、34、17。。。。。。
这道题虽然饶了很多弯,但是我们做完后发现整体过程其实并不是很复杂,就是子类继承父类,调用方法时先是调用子类中的方法,如果没有就调用父类中的方法,还有一点就是try{ }、catch{ }、finally{ }返回值的问题,一旦try{ }中返回了某一个值,如果finally有返回值,finally中的返回值会覆盖try的返回值,如果finally没有返回值,就是try中的返回值。掌握了这些,这道题就显得很简单了。
Java初始化顺序如图:
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*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" 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