风车呼呼呼 发表于 2022-4-9 17:15:02

关于指针地址长度问题

代码与运行结果如下图:
#include <stdio.h>
int main(void){
      char a = 'F';
      int f = 123;
      char *pa = &a;
      int *pf = &f;

      printf("a = %c\n", *pa);
      printf("f = %d\n", *pf);

      *pa = 'c';
      *pf += 1;

      printf("now, a = %c\n", *pa);
      printf("now, f = %d\n", *pf);

      printf("sizeof pa = %d\n", sizeof(pa));
      printf("sizeof pf = %d\n", sizeof(pf));

      printf("the addr of a is: %p\n", pa);
      printf("the addr of f is: %p\n", pf);

      return 0;
}

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

为什么指针地址长度是8字节,打印出来的地址只有6字节呢?


jackz007 发表于 2022-4-9 18:14:53

a = F
f = 123
now, a = c
now, f = 124
sizeof pa = 8
sizeof pf = 8
the addr of a is: 000000a68e5ffe0f
the addr of f is: 000000a68e5ffe08
这个就是实际的内存地址,长度是 8 个字节,并非 6 个字节。

风车呼呼呼 发表于 2022-4-9 18:20:09

jackz007 发表于 2022-4-9 18:14
这个就是实际的内存地址,长度是 8 个字节,并非 6 个字节。

a = F
f = 123
now, a = c
now, f = 124
sizeof pa = 8
sizeof pf = 8
the addr of a is: 0x7ffe1018c9bf
the addr of f is: 0x7ffe1018c9b8


我的运行结果是这样的

jackz007 发表于 2022-4-9 19:32:16

风车呼呼呼 发表于 2022-4-9 18:20
我的运行结果是这样的

    那是因为没有显示十六进制的前导 0。

风车呼呼呼 发表于 2022-4-10 13:08:43

jackz007 发表于 2022-4-9 19:32
那是因为没有显示十六进制的前导 0。

我记得%x才会前面省略前导0吧,%p应该是完全显示的
那有什么办法能让它显示出来呢?

zzxhh628 发表于 2022-4-10 14:24:05

你用的什么编译器,%p是会显示0x的,你那没显示可能是编译器的问题。

风车呼呼呼 发表于 2022-4-10 14:50:33

zzxhh628 发表于 2022-4-10 14:24
你用的什么编译器,%p是会显示0x的,你那没显示可能是编译器的问题。

gcc编译的,0x显示了,是长度不到8字节

zzxhh628 发表于 2022-4-10 15:09:02

你输出的值是什么?

风车呼呼呼 发表于 2022-4-10 15:13:47

zzxhh628 发表于 2022-4-10 15:09
你输出的值是什么?

a = F
f = 123
now, a = c
now, f = 124
sizeof pa = 8
sizeof pf = 8
the addr of a is: 0x7ffe1018c9bf
the addr of f is: 0x7ffe1018c9b8

zzxhh628 发表于 2022-4-10 15:15:45

这都超过8字节了吧?

风车呼呼呼 发表于 2022-4-10 15:17:58

zzxhh628 发表于 2022-4-10 15:15
这都超过8字节了吧?

这难道不是6字节吗{:10_324:}

zzxhh628 发表于 2022-4-10 15:20:55

一个字符应该是一字节。

cjgank 发表于 2022-4-10 15:27:58

建议修改格式化符号(即在%p改为%#p):
printf("the addr of a is: %#p\n", pa);
printf("the addr of f is: %#p\n", pf);
希望能帮到你

风车呼呼呼 发表于 2022-4-10 15:34:27

zzxhh628 发表于 2022-4-10 15:20
一个字符应该是一字节。

不是哦,上面sizeof已经求得是占8字节,内容输出是十六进制,1位4比特,2位1字节

风车呼呼呼 发表于 2022-4-10 15:40:44

cjgank 发表于 2022-4-10 15:27
建议修改格式化符号(即在%p改为%#p):
printf("the addr of a is: %#p\n", pa);
printf("the addr of f ...

运行了一下,还是没变化{:10_266:}
不过加上#是起什么作用的呢?

cjgank 发表于 2022-4-10 15:51:56

风车呼呼呼 发表于 2022-4-10 15:40
运行了一下,还是没变化
不过加上#是起什么作用的呢?

输入16进制前缀0x
the addr of a is: 0X0061FF17
the addr of f is: 0X0061FF10
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