C语言的本质(11)——指针与数组
1、指针数组和数组指针的内存布局
初学者总是分不出指针数组与数组指针的区别。其实很好理解:
指针数组:首先它是一个数组,数组的元素都是指针,数组占多少个字节由数组本身决定。它是“储存指针的数组”的简称。
数组指针:首先它是一个指针,它指向一个数组。在32 位系统下永远是占4 个字节,至于它指向的数组占多少字节,不知道。它是“指向数组的指针”的简称。
下面到底哪个是数组指针,哪个是指针数组呢:
A)
int *p1[10];
B)
int (*p2)[10];
每次上课问这个问题,总有弄不清楚的。这里需要明白一个符号之间的优先级问题。
“[]”的优先级比“*”要高。p1 先与“[]”结合,构成一个数组的定义,数组名为p1,int *修饰的是数组的内容,即数组的每个元素。那现在我们清楚,这是一个数组,其包含10 个指向int 类型数据的指针,即指针数组。至于p2 就更好理解了,在这里“()”的优先级比“[]”高,“*”号和p2 构成一个指针的定义,指针变量名为p2,int 修饰的是数组的内容,即数组的每个元素。数组在这里并没有名字,是个匿名数组。那现在我们清楚p2 是一个指针,它指向一个包含10 个int 类型数据的数组,即数组指针。我们可以借助下面的图加深理解:
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" alt="" />
如果换一种定义指针的方式:int (*)[10] p2也行我们会更好理解。
这里有个有意思的话题值得探讨一下:平时我们定义指针不都是在数据类型后面加上指针变量名么?这个指针p2 的定义怎么不是按照这个语法来定义的呢?也许我们应该这样来定义p2:
int (*)[10] p2;
int (*)[10]是指针类型,p2 是指针变量。这样看起来的确不错,不过就是样子有些别扭。其实数组指针的原型确实就是这样子的,只不过为了方便与好看把指针变量p2 前移了而已。
2、a 和&a 之间的区别
既然这样,那问题就来了。前面我们讲过a 和&a 之间的区别,现在再来看看下面的代码:
int main()
{
char a[5]={'A','B','C','D'};
char (*p3)[5] = &a;
char (*p4)[5] = a;
return 0;
}
上面对p3 和p4 的使用,哪个正确呢?p3+1 的值会是什么?p4+1 的值又会是什么?毫无疑问,p3 和p4 都是数组指针,指向的是整个数组。&a 是整个数组的首地址,a是数组首元素的首地址,其值相同但意义不同。在C 语言里,赋值符号“=”号两边的数据类型必须是相同的,如果不同需要显示或隐式的类型转换。p3 这个定义的“=”号两边的数据类型完全一致,而p4 这个定义的“=”号两边的数据类型就不一致了。左边的类型是指向整个数组的指针,右边的数据类型是指向单个字符的指针。在Visual C++上给出如下警告:
warning C4047: 'initializing' : 'char (*)[5]' differs in levels ofindirection from 'char *'。
还好,这里虽然给出了警告,但由于&a 和a 的值一样,而变量作为右值时编译器只是取变量的值,所以运行并没有什么问题。不过我仍然警告你别这么用。
既然现在清楚了p3 和p4 都是指向整个数组的,那p3+1 和p4+1 的值就很好理解了。
但是如果修改一下代码,会有什么问题?p3+1 和p4+1 的值又是多少呢?
int main()
{
char a[5]={'A','B','C','D'};
char (*p3)[3] = &a;
char (*p4)[3] = a;
return 0;
}
甚至还可以把代码再修改:
int main()
{
char a[5]={'A','B','C','D'};
char (*p3)[10] = &a;
char (*p4)[10] = a;
return 0;
}
这个时候又会有什么样的问题?p3+1 和p4+1 的值又是多少?
3、地址的强制转换
先看下面这个例子:
struct Test
{
int Num;
char *pcName;
short sDate;
char cha[2];
short sBa[4];
}*p;
假设p 的值为0x100000。如下表表达式的值分别为多少?
p + 0x1 = 0x___ ?
(unsigned long)p + 0x1 = 0x___?
(unsigned int*)p + 0x1 = 0x___?
可能大家一开始没看明白这个问题是什么意思。但是我们再仔细看看,这个知识点似曾相识。一个指针变量与一个整数相加减,到底该怎么解析呢?
还记得前面我们的表达式“a+1”与“&a+1”之间的区别吗?其实这里也一样。指针变量与一个整数相加减并不是用指针变量里的地址直接加减这个整数。这个整数的单位不是byte 而是元素的个数。所以:p + 0x1 的值为0x100000+sizof(Test)*0x1。至于此结构体的大小为20byte,前面的章节已经详细讲解过。所以p +0x1 的值为:0x100014。
(unsigned long)p + 0x1 的值呢?这里涉及到强制转换,将指针变量p 保存的值强制转换成无符号的长整型数。任何数值一旦被强制转换,其类型就改变了。所以这个表达式其实就是一个无符号的长整型数加上另一个整数。所以其值为:0x100001。
(unsigned int*)p + 0x1 的值呢?这里的p 被强制转换成一个指向无符号整型的指针。所以其值为:0x100000+sizof(unsigned int)*0x1,等于0x100004。
上面这个问题似乎还没啥技术含量,下面就来个有技术含量的:在x86 系统下,其值为多少?
int main()
{
int a[4]={1,2,3,4};
int *ptr1=(int *)(&a+1);
int *ptr2=(int *)((int)a+1);
printf("%x,%x",ptr1[-1],*ptr2);
return 0;
}
对于上面的代码,如果我们懂得一些汇编方面的知识,就会很简单。下面就来分析分析这个问题:
根据上面的讲解,&a+1 与a+1 的区别已经清楚。
ptr1:将&a+1 的值强制转换成int*类型,赋值给int* 类型的变量ptr,ptr1 肯定指到数组a 的下一个int 类型数据了。ptr1[-1]被解析成*(ptr1-1),即ptr1 往后退4 个byte。所以其值为0x4。
ptr2:按照上面的讲解,(int)a+1 的值是元素a[0]的第二个字节的地址。然后把这个地址强制转换成int*类型的值赋给ptr2,也就是说*ptr2 的值应该为元素a[0]的第二个字节开始的连续4 个byte 的内容。
其内存布局如下图:
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" alt="" />
好,问题就来了,这连续4 个byte 里到底存了什么东西呢?也就是说元素a[0],a[1]里面的值到底怎么存储的。这就涉及到系统的大小端模式了,如果懂汇编的话,这根本就不是问题。既然不知道当前系统是什么模式,那就得想办法测试。我们可以用下面这个函数来测试当前系统的模式。
int checkSystem()
{
union check
{
int i;
char ch;
} c;
c.i = 1;
return (c.ch ==1);
}
如果当前系统为大端模式这个函数返回0;如果为小端模式,函数返回1。也就是说如果此函数的返回值为1 的话,*ptr2 的值为0x2000000。如果此函数的返回值为0 的话,*ptr2 的值为0x100。
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