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位运算符（了解）","titles":["第二章：运算符（⭐）"]},"174":{"title":"2.6.1 概述","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"175":{"title":"2.6.2 输出二进制位","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"176":{"title":"2.6.3 按位与","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"177":{"title":"2.6.4 按位或","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"178":{"title":"2.6.5 按位异或","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"179":{"title":"2.6.6 按位取反","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"180":{"title":"2.6.7 二进制左移","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"181":{"title":"2.6.7 二进制右移","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"182":{"title":"2.7 三元运算符","titles":["第二章：运算符（⭐）"]},"183":{"title":"2.8 运算符优先级","titles":["第二章：运算符（⭐）"]},"184":{"title":"第三章：附录","titles":[]},"185":{"title":"3.1 字符集和字符集编码","titles":["第三章：附录"]},"186":{"title":"3.3.1 概述","titles":["第三章：附录","3.1 字符集和字符集编码"]},"187":{"title":"3.3.2 ASCII 编码","titles":["第三章：附录","3.1 字符集和字符集编码"]},"188":{"title":"3.3.3 Unicode 编码","titles":["第三章：附录","3.1 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位运算符（了解）","titles":["第二章：运算符（⭐）"]},"174":{"title":"2.6.1 概述","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"175":{"title":"2.6.2 输出二进制位","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"176":{"title":"2.6.3 按位与","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"177":{"title":"2.6.4 按位或","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"178":{"title":"2.6.5 按位异或","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"179":{"title":"2.6.6 按位取反","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"180":{"title":"2.6.7 二进制左移","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"181":{"title":"2.6.8 二进制右移","titles":["第二章：运算符（⭐）","2.6 位运算符（了解）"]},"182":{"title":"2.7 三元运算符","titles":["第二章：运算符（⭐）"]},"183":{"title":"2.8 运算符优先级","titles":["第二章：运算符（⭐）"]},"184":{"title":"第三章：附录","titles":[]},"185":{"title":"3.1 字符集和字符集编码","titles":["第三章：附录"]},"186":{"title":"3.3.1 概述","titles":["第三章：附录","3.1 字符集和字符集编码"]},"187":{"title":"3.3.2 ASCII 编码","titles":["第三章：附录","3.1 字符集和字符集编码"]},"188":{"title":"3.3.3 Unicode 编码","titles":["第三章：附录","3.1 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第一章：数据类型（⭐） ​

1.1 概述 ​

  • 根据变量中存储的值的不同，我们可以将变量分为两类：

    • 普通变量：变量所对应的内存中存储的是普通值。
    • 指针变量：变量所对应的内存中存储的是另一个变量的地址。

  • 如下图所示：

NOTE

普通变量和指针变量的相同点：

  • 普通变量有内存空间，指针变量也有内存空间。
  • 普通变量有内存地址，指针变量也有内存地址。
  • 普通变量所对应的内存空间中有值，指针变量所对应的内存空间中也有值。

普通变量和指针变量的不同点：

  • 普通变量所对应的内存空间存储的是普通的值，如：整数、小数、字符等；指针变量所对应的内存空间存储的是另外一个变量的地址。
  • 普通变量有普通变量的运算方式，而指针变量有指针变量的运算方式（后续讲解）。
  • 那么，在 C 语言中变量的数据类型就可以这么划分，如下所示：

NOTE

  • 根据普通变量中存储的值的类型不同，可以将普通变量类型划分为基本数据类型（整型、字符类型、浮点类型、布尔类型）和复合数据类型（数组类型、结构体类型、共用体类型、枚举类型）。
  • 根据指针变量所指向空间中存储的值的类型不同，可以将指针类型分为基本数据类型指针、复合数据类型指针、函数指针、数组指针等，例如：如果指针所指向的空间保存的是 int 类型，那么该指针就是 int 类型的指针。

1.2 整数类型 ​

1.2.1 概述 ​

  • 整数类型简称整型，用于存储整数值，如：12、20、50 等。
  • 根据所占内存空间大小的不同，可以将整数类型划分为：
  • ① 短整型：
类型存储空间（内存空间）取值范围
unsigned short （无符号短整型）2 字节0 ~ 65,535 (2^16 - 1)
[signed] short（有符号短整型，默认）2 字节-32,768 (- 2^15) ~ 32,767 (2^15 -1)
  • ② 整型：
类型存储空间（内存空间）取值范围
unsigned int（无符号整型）4 字节（通常）0 ~ 4294967295 (0 ~2^32 -1)
[signed] int（有符号整型，默认）4 字节（通常）-2147483648（- 2^31） ~ 2147483647 (2^31-1)
  • ③ 长整型：
类型存储空间（内存空间）取值范围
unsigned long（无符号长整型）4 字节（通常）0 ~2^32 -1
[signed] long（有符号长整型，默认）4 字节（通常）- 2^31 ~ 2^31-1
  • ④ 长长整型：
类型存储空间（内存空间）取值范围
unsigned long long（无符号长整型）8 字节（通常）0 ~2^64 -1
[signed] long long（有符号长整型，默认）8 字节（通常）- 2^63 ~ 2^63-1

NOTE

  • ① C 语言默认没有规定各种数据类型所占存储单元的长度，但是通常需要遵守：sizeof(short int) ≤ sizeof(int) ≤ sizeof(long int) ≤ sizeof(long long) ，具体的存储空间由编译系统自行决定；其中，sizeof 是测量类型或变量、常量长度的运算符。
  • ② short 至少 2 个字节，long 至少 4 个字节。
  • ③ 之所以这么规定，是为了可以让 C 语言长久使用，因为目前主流的 CPU 都是 64 位，但是在 C语言刚刚出现的时候，CPU 还是以 8 位和 16 位为主。如果当时就将整型定死为 8 位或 16 位，那么现在我们肯定不会再学习 C 语言了。
  • ④ 整型分为有符号 signed 和无符号 unsigned 两种，默认是 signed。
  • ⑤ 在实际开发中，最常用的整数类型就是 int 类型了，如果取值范围不够，就使用 long 或 long long 。
  • ⑥ C 语言中的格式占位符非常多，只需要大致了解即可；因为，我们在实际开发中，一般都会使用 C++ 或 Rust 以及其它的高级编程语言，如：Java 等，早已经解决了需要通过格式占位符来输入和输出变量。

1.2.2 短整型（了解） ​

  • 语法：
c
unsigned short x = 10 ; // 无符号短整型
c
short x = -10; // 有符号短整型

NOTE

  • ① 有符号表示的是正数、负数和 0 ，即有正负号。无符号表示的是 0 和正数，即正整数，没有符号。
  • ② 在 printf 中无符号短整型（unsigned short）的格式占位符是 %hu ，有符号短整型（signed short）的格式占位符是 %hd 。
  • ③ 可以通过 sizeof 运算符获取无符号短整型（unsigned short） 和 有符号短整型（signed short） 的存储空间（所占内存空间）。
  • ③ 可以通过 #include <limits.h> 来获取 无符号短整型（unsigned short） 和有符号短整型（signed short）的取值范围。
  • 示例：定义和打印短整型变量
c
#include <stdio.h>
+import{_ as s,c as i,o as a,a5 as n}from"./chunks/framework.BE8if9e6.js";const l="/c/assets/1.L8V3GBrc.png",p="/c/assets/2.BkF1yWLn.png",t="/c/assets/3.CceY8r_n.png",h="/c/assets/4.DHaUgOwj.png",k="/c/assets/5.CXGaq_zh.png",e="/c/assets/6.BrZYAEEl.png",r="/c/assets/7.DpCroFHv.png",d="/c/assets/8.Cr7P0Gji.png",E="/c/assets/9.NlBmD7pA.png",c="/c/assets/10.ZiBq6Pno.png",g="/c/assets/11.DAgmsf-w.png",F="/c/assets/12.B2iC37fw.png",y="/c/assets/14.BlE3ZFud.png",u="/c/assets/15.CdvhiwcU.png",b="/c/assets/16.D74t3-Xt.png",o="/c/assets/17.DdAZIfeP.png",C="/c/assets/18.B4Zfj2jX.png",m="/c/assets/19.IfpA0D5n.png",B="/c/assets/20.CfIzYazX.png",A="/c/assets/21.eHnZcbpI.png",D="/c/assets/22.BNoKlM4o.png",v="/c/assets/23.CMVtwrqr.png",q="/c/assets/24.CN19KJG7.png",f="/c/assets/25.BIhiJHjz.png",_="/c/assets/26.A_E4n4g8.png",x="/c/assets/27.Bv4qFbwF.png",z="/c/assets/28.IKaazo2J.png",w="/c/assets/29.CGTVELeO.png",I="/c/assets/30.Bz4_lEH0.gif",P="/c/assets/31.CcDWE4nn.png",T="/c/assets/32.B7y2_JVX.gif",N="/c/assets/33.Btcc3rs2.gif",L="/c/assets/34.CR4ARW8y.png",O="/c/assets/33.Btcc3rs2.gif",S="/c/assets/36.DOX3ymYP.gif",U="/c/assets/37.Cie9_tkP.gif",M="/c/assets/38.DLjH9Ges.png",$=JSON.parse('{"title":"第一章：数据类型（⭐）","description":"","frontmatter":{},"headers":[],"relativePath":"notes/01_c-basic/03_xdx/index.md","filePath":"notes/01_c-basic/03_xdx/index.md","lastUpdated":1721697894000}'),X={name:"notes/01_c-basic/03_xdx/index.md"},R=n('
第一章：数据类型（⭐） ​
1.1 概述 ​
  • 根据变量中存储的值的不同，我们可以将变量分为两类：
    • 普通变量：变量所对应的内存中存储的是普通值。
    • 指针变量：变量所对应的内存中存储的是另一个变量的地址。
  • 如下图所示：
NOTE
普通变量和指针变量的相同点：
  • 普通变量有内存空间，指针变量也有内存空间。
  • 普通变量有内存地址，指针变量也有内存地址。
  • 普通变量所对应的内存空间中有值，指针变量所对应的内存空间中也有值。
普通变量和指针变量的不同点：
  • 普通变量所对应的内存空间存储的是普通的值，如：整数、小数、字符等；指针变量所对应的内存空间存储的是另外一个变量的地址。
  • 普通变量有普通变量的运算方式，而指针变量有指针变量的运算方式（后续讲解）。
  • 那么，在 C 语言中变量的数据类型就可以这么划分，如下所示：
NOTE
  • 根据普通变量中存储的值的类型不同，可以将普通变量类型划分为基本数据类型（整型、字符类型、浮点类型、布尔类型）和复合数据类型（数组类型、结构体类型、共用体类型、枚举类型）。
  • 根据指针变量所指向空间中存储的值的类型不同，可以将指针类型分为基本数据类型指针、复合数据类型指针、函数指针、数组指针等，例如：如果指针所指向的空间保存的是 int 类型，那么该指针就是 int 类型的指针。
1.2 整数类型 ​
1.2.1 概述 ​
  • 整数类型简称整型，用于存储整数值，如：12、20、50 等。
  • 根据所占内存空间大小的不同，可以将整数类型划分为：
  • ① 短整型：
类型存储空间（内存空间）取值范围
unsigned short （无符号短整型）2 字节0 ~ 65,535 (2^16 - 1)
[signed] short（有符号短整型，默认）2 字节-32,768 (- 2^15) ~ 32,767 (2^15 -1)
  • ② 整型：
类型存储空间（内存空间）取值范围
unsigned int（无符号整型）4 字节（通常）0 ~ 4294967295 (0 ~2^32 -1)
[signed] int（有符号整型，默认）4 字节（通常）-2147483648（- 2^31） ~ 2147483647 (2^31-1)
  • ③ 长整型：
类型存储空间（内存空间）取值范围
unsigned long（无符号长整型）4 字节（通常）0 ~2^32 -1
[signed] long（有符号长整型，默认）4 字节（通常）- 2^31 ~ 2^31-1
  • ④ 长长整型：
类型存储空间（内存空间）取值范围
unsigned long long（无符号长整型）8 字节（通常）0 ~2^64 -1
[signed] long long（有符号长整型，默认）8 字节（通常）- 2^63 ~ 2^63-1
NOTE
  • ① C 语言默认没有规定各种数据类型所占存储单元的长度，但是通常需要遵守：sizeof(short int) ≤ sizeof(int) ≤ sizeof(long int) ≤ sizeof(long long) ，具体的存储空间由编译系统自行决定；其中，sizeof 是测量类型或变量、常量长度的运算符。
  • ② short 至少 2 个字节，long 至少 4 个字节。
  • ③ 之所以这么规定，是为了可以让 C 语言长久使用，因为目前主流的 CPU 都是 64 位，但是在 C语言刚刚出现的时候，CPU 还是以 8 位和 16 位为主。如果当时就将整型定死为 8 位或 16 位，那么现在我们肯定不会再学习 C 语言了。
  • ④ 整型分为有符号 signed 和无符号 unsigned 两种，默认是 signed。
  • ⑤ 在实际开发中，最常用的整数类型就是 int 类型了，如果取值范围不够，就使用 long 或 long long 。
  • ⑥ C 语言中的格式占位符非常多，只需要大致了解即可；因为，我们在实际开发中，一般都会使用 C++ 或 Rust 以及其它的高级编程语言，如：Java 等，早已经解决了需要通过格式占位符来输入和输出变量。
1.2.2 短整型（了解） ​
  • 语法：
c
unsigned short x = 10 ; // 无符号短整型
c
short x = -10; // 有符号短整型
NOTE
  • ① 有符号表示的是正数、负数和 0 ，即有正负号。无符号表示的是 0 和正数，即正整数，没有符号。
  • ② 在 printf 中无符号短整型（unsigned short）的格式占位符是 %hu ，有符号短整型（signed short）的格式占位符是 %hd 。
  • ③ 可以通过 sizeof 运算符获取无符号短整型（unsigned short） 和 有符号短整型（signed short） 的存储空间（所占内存空间）。
  • ③ 可以通过 #include <limits.h> 来获取 无符号短整型（unsigned short） 和有符号短整型（signed short）的取值范围。
  • 示例：定义和打印短整型变量
c
#include <stdio.h>
 
 int main() {
 
@@ -358,7 +358,7 @@ import{_ as s,c as i,o as a,a5 as n}from"./chunks/framework.BE8if9e6.js";const l
     printf("unsigned char 范围是[0,%d]\\n", UCHAR_MAX); // [0,255]
 
     return 0;
-}
1.4.3 字符类型的本质 ​
  • 在 C 语言中，char 本质上就是一个整数，是 ASCII 码中对应的数字，占用的内存大小是 1 个字节（存储空间），所以 char 类型也可以进行数学运算。
  • char 类型同样分为 signed char（无符号）和 unsigned char（有符号），其中 signed char 取值范围 -128 ~ 127，unsigned char 取值范围 0 ~ 255，默认是否带符号取决于当前运行环境。
  • 字符类型的数据在计算机中存储和读取的过程，如下所示：
  • 示例：
c
#include <limits.h>
+}
1.4.5 字符类型的本质 ​
  • 在 C 语言中，char 本质上就是一个整数，是 ASCII 码中对应的数字，占用的内存大小是 1 个字节（存储空间），所以 char 类型也可以进行数学运算。
  • char 类型同样分为 signed char（无符号）和 unsigned char（有符号），其中 signed char 取值范围 -128 ~ 127，unsigned char 取值范围 0 ~ 255，默认是否带符号取决于当前运行环境。
  • 字符类型的数据在计算机中存储和读取的过程，如下所示：
  • 示例：
c
#include <limits.h>
 #include <stdio.h>
 
 int main() {
@@ -756,7 +756,7 @@ import{_ as s,c as i,o as a,a5 as n}from"./chunks/framework.BE8if9e6.js";const l
     printf("整数 %d 的二进制表示：%s \\n", b, getBinary(b));
 
     return 0;
-}
2.6.3 按位与 ​
  • 按位与 & 的运算规则是：如果二进制对应的位上都是 1 才是 1 ，否则为 0 ，即：
    • 1 & 1 的结果是 1 。
    • 1 & 0 的结果是 0 。
    • 0 & 1 的结果是 0 。
    • 0 & 0 的结果是 0 。
  • 示例：9 & 7 = 1
  • 示例：-9 & 7 = 7
2.6.4 按位或 ​
  • 按位与 | 的运算规则是：如果二进制对应的位上只要有 1 就是 1 ，否则为 0 ，即：
    • 1 | 1 的结果是 1 。
    • 1 | 0 的结果是 1 。
    • 0 | 1 的结果是 1 。
    • 0 | 0 的结果是 0 。
  • 示例：9 | 7 = 15
  • 示例：-9 | 7 = -9
2.6.5 按位异或 ​
  • 按位与 ^ 的运算规则是：如果二进制对应的位上一个为 1 一个为 0 就为 1 ，否则为 0 ，即： 
    • 1 ^ 1 的结果是 0 。
    • 1 ^ 0 的结果是 1 。
    • 0 ^ 1 的结果是 1 。
    • 0 ^ 0 的结果是 0 。
NOTE
按位异或的场景有：
  • ① 交换两个数值：异或操作可以在不使用临时变量的情况下交换两个变量的值。
  • ② 加密或解密：异或操作用于简单的加密和解密算法。
  • ③ 错误检测和校正：异或操作可以用于奇偶校验位的计算和检测错误（RAID-3 以及以上）。
  • ……
  • 示例：9 ^ 7 = 14
  • 示例：-9 ^ 7 = -16
2.6.6 按位取反 ​
  • 运算规则：如果二进制对应的位上是 1，则结果为 0；如果是 0 ，则结果为 1 。
    • ~0 的结果是 1 。
    • ~1 的结果是 0 。
  • 示例：~9 = -10
  • 示例：~-9 = 8
2.6.7 二进制左移 ​
  • 在一定范围内，数据每向左移动一位，相当于原数据 × 2。（正数、负数都适用）
  • 示例：3 << 4 = 48 （3 × 2^4）
  • 示例：-3 << 4 = -48 （-3 × 2 ^4）
2.6.7 二进制右移 ​
  • 在一定范围内，数据每向右移动一位，相当于原数据 ÷ 2。（正数、负数都适用）
NOTE
  • ① 如果不能整除，则向下取整。
  • ② 右移运算符最好只用于无符号整数，不要用于负数。因为不同系统对于右移后如何处理负数的符号位，有不同的做法，可能会得到不一样的结果。
  • 示例：69 >> 4 = 4 （69 ÷ 2^4 ）
  • 示例：-69 >> 4 = -5 （-69 ÷ 2^4 ）
2.7 三元运算符 ​
  • 语法：
c
条件表达式 ? 表达式1 : 表达式2 ;
NOTE
  • 如果条件表达式为非 0 （真），则整个表达式的值是表达式 1 。
  • 如果条件表达式为 0 （假），则整个表达式的值是表达式 2 。
  • 示例：
c
#include <stdio.h>
+}
2.6.3 按位与 ​
  • 按位与 & 的运算规则是：如果二进制对应的位上都是 1 才是 1 ，否则为 0 ，即：
    • 1 & 1 的结果是 1 。
    • 1 & 0 的结果是 0 。
    • 0 & 1 的结果是 0 。
    • 0 & 0 的结果是 0 。
  • 示例：9 & 7 = 1
  • 示例：-9 & 7 = 7
2.6.4 按位或 ​
  • 按位与 | 的运算规则是：如果二进制对应的位上只要有 1 就是 1 ，否则为 0 ，即：
    • 1 | 1 的结果是 1 。
    • 1 | 0 的结果是 1 。
    • 0 | 1 的结果是 1 。
    • 0 | 0 的结果是 0 。
  • 示例：9 | 7 = 15
  • 示例：-9 | 7 = -9
2.6.5 按位异或 ​
  • 按位与 ^ 的运算规则是：如果二进制对应的位上一个为 1 一个为 0 就为 1 ，否则为 0 ，即： 
    • 1 ^ 1 的结果是 0 。
    • 1 ^ 0 的结果是 1 。
    • 0 ^ 1 的结果是 1 。
    • 0 ^ 0 的结果是 0 。
NOTE
按位异或的场景有：
  • ① 交换两个数值：异或操作可以在不使用临时变量的情况下交换两个变量的值。
  • ② 加密或解密：异或操作用于简单的加密和解密算法。
  • ③ 错误检测和校正：异或操作可以用于奇偶校验位的计算和检测错误（RAID-3 以及以上）。
  • ……
  • 示例：9 ^ 7 = 14
  • 示例：-9 ^ 7 = -16
2.6.6 按位取反 ​
  • 运算规则：如果二进制对应的位上是 1，则结果为 0；如果是 0 ，则结果为 1 。
    • ~0 的结果是 1 。
    • ~1 的结果是 0 。
  • 示例：~9 = -10
  • 示例：~-9 = 8
2.6.7 二进制左移 ​
  • 在一定范围内，数据每向左移动一位，相当于原数据 × 2。（正数、负数都适用）
  • 示例：3 << 4 = 48 （3 × 2^4）
  • 示例：-3 << 4 = -48 （-3 × 2 ^4）
2.6.8 二进制右移 ​
  • 在一定范围内，数据每向右移动一位，相当于原数据 ÷ 2。（正数、负数都适用）
NOTE
  • ① 如果不能整除，则向下取整。
  • ② 右移运算符最好只用于无符号整数，不要用于负数。因为不同系统对于右移后如何处理负数的符号位，有不同的做法，可能会得到不一样的结果。
  • 示例：69 >> 4 = 4 （69 ÷ 2^4 ）
  • 示例：-69 >> 4 = -5 （-69 ÷ 2^4 ）
2.7 三元运算符 ​
  • 语法：
c
条件表达式 ? 表达式1 : 表达式2 ;
NOTE
  • 如果条件表达式为非 0 （真），则整个表达式的值是表达式 1 。
  • 如果条件表达式为 0 （假），则整个表达式的值是表达式 2 。
  • 示例：
c
#include <stdio.h>
 
 int main() {
 
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diff --git a/index.html b/index.html
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许大仙
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 .idea
 cmake-build-*
 build
7.6 演示 ​
  • 我们可以在项目中，临时创建或复制一个文件，看上述配置是否生效，即：
NOTE
如果是复制并粘贴一个文件到项目中，请点击重新加载 CMake 项目！！！
第八章：C 语言的编译过程（⭐） ​
8.1 概述 ​
  • C 程序的编译过程，如下所示：
  • 过程 ① ：编写（编辑）源代码，即：编写 C 语言源程序代码，并以文件的形式存储在磁盘中。
IMPORTANT
源程序需要以 .c 作为扩展名。
  • 过程 ② ：编译，即：将 C 语言源程序转换为目标程序（或目标文件）。如果程序没有错误，没有任何提示，就会生成一个扩展名为 .obj或 .o 的二进制文件。C 语言中的每条可执行语句经过编译之后，最终都会转换为二进制的机器指令。
IMPORTANT
  • ① 其实，编译阶段包含了预处理、编译和汇编。
  • ② 预处理是编译过程的第一个阶段。在这个阶段，预处理器处理源代码中的指令（例如：#include、#define等），主要任务包括：
    • 头文件包含：将头文件的内容插入到源文件中。例如：#include <stdio.h>会被替换为stdio.h文件的内容。
    • 宏展开：替换宏定义。例如：#define PI 3.14会将代码中的PI替换为3.14。
    • 条件编译：根据条件指令（如：#ifdef、#ifndef）有选择地编译代码。
    • 删除代码中的注释，但是不会进行语法检查。
    • 预处理完成后，生成一个扩展名为.i的中间文件。
  • ③ 编译是将预处理后的源代码转换为汇编代码的过程。在这个阶段，编译器会检查代码的语法和语义，将其转换为目标机器的汇编语言，生成一个扩展名为.s的汇编文件。
  • ④ 汇编是将汇编代码转换为机器代码（也称为目标代码或目标文件）的过程。在这个阶段，汇编器将汇编指令转换为二进制机器指令，生成一个扩展名为.o或 .obj的目标文件。
  • 过程 ③ ：链接（连接），即：将编译形成的目标文件 *.obj 或 *.o和库函数以及其他目录文件链接，形成一个统一的二进制文件 *.exe。
IMPORTANT
  • 为什么需要链接库文件？
  • 因为我们的 C 程序会使用 C 程序库中的内容，如：<stdio.h> 中的 printf() 函数，这些函数不是程序员自己写的，而是 C 程序库中提供的，因此需要链接。其实，在链接过程中，还会加入启动代码，这个启动代码（和系统相关，Linux 下主要有 crt0.c、crti.c 等，它们设置堆栈后，再调用 main() 函数）负责初始化程序运行时的环境。
  • 过程 ④ ：执行，即：有了可执行的 *.exe文件，我们就可以在控制台上执行运行此 *.exe 文件。
IMPORTANT
如果修改了源代码，还需要重新编译、链接，并生成新的 *.exe文件，再执行，方能生效。
8.2 GCC 编译器的介绍 ​
  • 编辑器，如：vim 、vscode 等，是指我们用它来编写源程序的（编辑代码），而我们写的代码语句，电脑是不懂的，我们需要把它转成电脑能懂的语句，编译器就是这样的转化工具。换言之，我们用编辑器编写程序，由编译器编译后才可以运行！
  • 编译器是将易于编写、阅读和维护的高级计算机语言翻译为计算机能解读、运行的低级机器语言的程序。
  • gcc（GNU Compiler Collection，GNU 编译器套件），是由 GNU 开发的编程语言编译器。gcc 原本作为 GNU 操作系统的官方编译器，现已被大多数类 Unix 操作系统（如：Linux、BSD、Mac OS X 等）采纳为标准的编译器，gcc 同样适用于微软的 Windows 。
  • gcc 最初用于编译 C 语言，随着项目的发展， gcc 已经成为了能够编译 C、C++、Java、Ada、fortran、Object C、Object C++、Go 语言的编译器大家族。
8.3 通过 gcc 直接生成可执行文件 ​
  • 示例：进行预处理、编译、汇编和链接
shell
gcc HelloWorld.c -o HelloWorld.exe
8.4 通过 gcc 分步编译 ​
8.3.1 概述 ​
  • 预处理命令：
shell
gcc -E 源文件.c -o 源文件.i # 通常以 .i 结尾表示这个文件是一个中间状态
  • 编译（预处理和编译）命令：
shell
gcc -S 源文件.i -o 源文件.s # 在 Linux 中，通常以 .s 结尾；在 Windows 中，通常以 .asm 结尾
  • 汇编（预处理、编译和汇编）命令：
shell
gcc -c 源文件.s -o 源文件.o # 在 Linux 中，通常以 .o 结尾；在 Windows 中，通常以 .obj 结尾
  • 链接（预处理、编译、汇编和链接）命令：
shell
gcc 源文件.o -o 源文件.exe # 在 Linux 中，通常以 .out 结尾；在 Windows 中，通常以 .exe 结尾
8.4.2 应用示例 ​
  • 示例：只进行预处理
shell
gcc -E HelloWorld.c -o HelloWorld.i
  • 示例：只进行预处理和编译
shell
gcc -S HelloWorld.i -o HelloWorld.s
  • 示例：只进行预处理、编译和汇编
shell
gcc -c HelloWorld.s -o HelloWorld.o
  • 示例：进行预处理、编译、汇编和链接
shell
gcc HelloWorld.o -o HelloWorld.exe

Released under the MIT License.

Copyright © 2024 许大仙

- + \ No newline at end of file diff --git a/notes/01_c-basic/02_xdx/index.html b/notes/01_c-basic/02_xdx/index.html index 51018f3..98fd4aa 100644 --- a/notes/01_c-basic/02_xdx/index.html +++ b/notes/01_c-basic/02_xdx/index.html @@ -8,10 +8,10 @@ - + - + @@ -256,7 +256,7 @@ return 0; }

3.3 进制的转换 ​

3.3.1 概述 ​

  • 不同进制的转换，如下所示：

  • 在计算机中，数据是从右往左的方式排列的；其中，最右边的是低位，最左边的是高位，即：

3.3.2 二进制和十进制的转换 ​

3.3.2.1 二进制转换为十进制 ​

  • 规则：从最低位开始，将每个位上的数提取出来，乘以 2 的 （位数 - 1 ）次方，然后求和。

NOTE

  • ① 在学术界，将这种计算规则，称为位权相加法。
  • ② 八进制转换为十进制、十六进制转换为十进制和二进制转换为十进制的算法相同！！！
  • 示例：十进制转十进制

  • 示例：二进制转十进制

3.3.2.2 十进制转换二进制 ​

  • 规则：将该数不断除以 2 ，直到商为 0 为止，然后将每步得到的余数倒过来，就是对应的二进制。

NOTE

  • ① 在学术界，将这种计算规则，称为短除法或连续除2取余法。
  • ② 很好理解，只有不断地除以 2 ，就能保证最大的数字不超过 2 ，这不就是二进制（只能有 0 或 1）吗？
  • ③ 八进制转换为二进制、十六进制转换为二进制和十进制转换为二进制的算法相同！！！
  • 示例：十进制转十进制

  • 示例：十进制转二进制

3.3.3 二进制转八进制 ​

  • 规则：每 3 位二进制就是一个八进制。

  • 示例：011 101 001 -> 351

3.3.4 二进制转十六进制 ​

  • 规则：每 4 位二进制就是一个十六进制。

  • 示例：1110 1001 -> 0xE9

3.4 原码、反码和补码 ​

3.4.1 概述 ​

  • 机器数：一个数在计算机的存储形式是二进制，我们称这些二进制数为机器数。机器数可以是有符号的，用机器数的最高位来存放符号位，0 表示正数，1 表示负数。

  • 真值：因为机器数带有符号位，所以机器数的形式值不等于其真实表示的值（真值），以机器数 1000 0001 为例，其真正表示的值（首位是符号位）为 -1，而形式值却是 129 ，因此将带有符号位的机器数的真正表示的值称为机器数的真值。

3.4.2 原码 ​

  • 原码的表示与机器数真值表示的一样，即用第一位表示符号，其余位表示数值。
  • 规则：
    • 正数的原码是它本身对应的二进制数，符号位是 0 。
    • 负数的原码是它本身绝对值对应的二进制数，但是符号位是 1 。
  • +1 的原码，使用 8 位二进数来表示，就是：
十进制数原码（8位二进制数）
+10000 0001
  • -1 的原码，使用 8 位二进数来表示，就是：
十进制数原码（8位二进制数）
-11000 0001

IMPORTANT

按照原码的规则，会出现 +0 和 -0 的情况，即：0000 0000（+0）、1000 0000（-0），显然不符合实际情况；所以，计算机底层虽然存储和计算的都是二进数，但显然不是原码。

3.4.3 反码 ​

  • 规则：

    • 正数的反码和它的原码相同。
    • 负数的反码是在其原码的基础上，符号位不变，其余各位取反。

  • +1 的反码，使用 8 位二进数来表示，就是：

十进制数原码（8位二进制数）反码（8位二进制数）
+10000 00010000 0001
  • -1 的反码，使用 8 位二进数来表示，就是：
十进制数原码（8位二进制数）反码（8位二进制数）
-11000 00011111 1110

IMPORTANT

按照反码的规则，如果是 +0，对应的原码是 0000 0000；那么，其反码还是 0000 0000 ；如果是 -0，对应的原码是 1000 0000，其反码是 1111 1111，显然不符合实际情况；所以，计算机底层虽然存储和计算的都是二进数，但显然不是反码。

3.4.4 补码 ​

  • 规则：

    • 正数的补码和它的原码相同。
    • 负数的补码是在其反码的基础上 + 1 。

  • +1 的补码，使用 8 位二进数来表示，就是：

十进制数原码（8位二进制数）反码（8位二进制数）补码（8位二进制数）
+10000 00010000 00010000 0001
  • -1 的补码，使用 8 位二进数来表示，就是：
十进制数原码（8位二进制数）反码（8位二进制数）补码（8位二进制数）
-11000 00011111 11101111 1111
  • 如果 0 ，按照 +0 的情况进行处理，即：

  • 如果 0 ，按照 -0 的情况进行处理，即：

IMPORTANT

  • ① 补码表示法解决了原码和反码存在的两种零（+0 和 -0）的问题，即：在补码表示法中，只有一个零，即 0000 0000。
  • ②补码使得加法运算和减法运算可以统一处理，通过将减法运算转换为加法运算，可以简化硬件设计，提高了运算效率。
  • ③ 计算机底层存储和计算的都是二进数的补码。

3.4.5 总结 ​

  • ① 正数的原码、反码和补码都是一样的，三码合一。
  • ② 负数的反码是在其原码的基础上，按位取反（0 变 1 ，1 变 0 ），符号位不变；负数的补码是其反码 + 1 。
  • ③ 0 的补码是 0 。

3.5 计算机底层为什么使用补码？ ​

  • 如果计算是 2 - 2 ，那么可以转换为 2 + (-2)，这样计算机内部在处理减法计算的时候，就会将其转换为加法计算的形式，以简化硬件设计和提高计算效率。
  • 最高位表示符号位，由于符号位的存在，如果使用原码来计算，就会导致计算结果不正确，即：

  • 补码的设计可以巧妙的让符号位也参与计算，并且可以得到正确的计算结果，即：

Released under the MIT License.

Copyright © 2024 许大仙

- + \ No newline at end of file diff --git a/notes/01_c-basic/03_xdx/index.html b/notes/01_c-basic/03_xdx/index.html index 4ff923e..e8b782d 100644 --- a/notes/01_c-basic/03_xdx/index.html +++ b/notes/01_c-basic/03_xdx/index.html @@ -8,11 +8,11 @@ - + - - + + @@ -380,7 +380,7 @@ printf("unsigned char 范围是[0,%d]\n", UCHAR_MAX); // [0,255] return 0; -}

1.4.3 字符类型的本质 ​

  • 在 C 语言中，char 本质上就是一个整数，是 ASCII 码中对应的数字，占用的内存大小是 1 个字节（存储空间），所以 char 类型也可以进行数学运算。

  • char 类型同样分为 signed char（无符号）和 unsigned char（有符号），其中 signed char 取值范围 -128 ~ 127，unsigned char 取值范围 0 ~ 255，默认是否带符号取决于当前运行环境。
  • 字符类型的数据在计算机中存储和读取的过程，如下所示：

  • 示例：
c
#include <limits.h>
+}

1.4.5 字符类型的本质 ​

  • 在 C 语言中，char 本质上就是一个整数，是 ASCII 码中对应的数字，占用的内存大小是 1 个字节（存储空间），所以 char 类型也可以进行数学运算。

  • char 类型同样分为 signed char（无符号）和 unsigned char（有符号），其中 signed char 取值范围 -128 ~ 127，unsigned char 取值范围 0 ~ 255，默认是否带符号取决于当前运行环境。
  • 字符类型的数据在计算机中存储和读取的过程，如下所示：

  • 示例：
c
#include <limits.h>
 #include <stdio.h>
 
 int main() {
@@ -778,7 +778,7 @@
     printf("整数 %d 的二进制表示：%s \n", b, getBinary(b));
 
     return 0;
-}

2.6.3 按位与 ​

  • 按位与 & 的运算规则是：如果二进制对应的位上都是 1 才是 1 ，否则为 0 ，即：

    • 1 & 1 的结果是 1 。
    • 1 & 0 的结果是 0 。
    • 0 & 1 的结果是 0 。
    • 0 & 0 的结果是 0 。

  • 示例：9 & 7 = 1

  • 示例：-9 & 7 = 7

2.6.4 按位或 ​

  • 按位与 | 的运算规则是：如果二进制对应的位上只要有 1 就是 1 ，否则为 0 ，即：

    • 1 | 1 的结果是 1 。
    • 1 | 0 的结果是 1 。
    • 0 | 1 的结果是 1 。
    • 0 | 0 的结果是 0 。

  • 示例：9 | 7 = 15

  • 示例：-9 | 7 = -9

2.6.5 按位异或 ​

  • 按位与 ^ 的运算规则是：如果二进制对应的位上一个为 1 一个为 0 就为 1 ，否则为 0 ，即：
    • 1 ^ 1 的结果是 0 。
    • 1 ^ 0 的结果是 1 。
    • 0 ^ 1 的结果是 1 。
    • 0 ^ 0 的结果是 0 。

NOTE

按位异或的场景有：

  • ① 交换两个数值：异或操作可以在不使用临时变量的情况下交换两个变量的值。
  • ② 加密或解密：异或操作用于简单的加密和解密算法。
  • ③ 错误检测和校正：异或操作可以用于奇偶校验位的计算和检测错误（RAID-3 以及以上）。
  • ……
  • 示例：9 ^ 7 = 14

  • 示例：-9 ^ 7 = -16

2.6.6 按位取反 ​

  • 运算规则：如果二进制对应的位上是 1，则结果为 0；如果是 0 ，则结果为 1 。

    • ~0 的结果是 1 。
    • ~1 的结果是 0 。

  • 示例：~9 = -10

  • 示例：~-9 = 8

2.6.7 二进制左移 ​

  • 在一定范围内，数据每向左移动一位，相当于原数据 × 2。（正数、负数都适用）

  • 示例：3 << 4 = 48 （3 × 2^4）

  • 示例：-3 << 4 = -48 （-3 × 2 ^4）

2.6.7 二进制右移 ​

  • 在一定范围内，数据每向右移动一位，相当于原数据 ÷ 2。（正数、负数都适用）

NOTE

  • ① 如果不能整除，则向下取整。
  • ② 右移运算符最好只用于无符号整数，不要用于负数。因为不同系统对于右移后如何处理负数的符号位，有不同的做法，可能会得到不一样的结果。
  • 示例：69 >> 4 = 4 （69 ÷ 2^4 ）

  • 示例：-69 >> 4 = -5 （-69 ÷ 2^4 ）

2.7 三元运算符 ​

  • 语法：
c
条件表达式 ? 表达式1 : 表达式2 ;

NOTE

  • 如果条件表达式为非 0 （真），则整个表达式的值是表达式 1 。
  • 如果条件表达式为 0 （假），则整个表达式的值是表达式 2 。
  • 示例：
c
#include <stdio.h>
+}

2.6.3 按位与 ​

  • 按位与 & 的运算规则是：如果二进制对应的位上都是 1 才是 1 ，否则为 0 ，即：

    • 1 & 1 的结果是 1 。
    • 1 & 0 的结果是 0 。
    • 0 & 1 的结果是 0 。
    • 0 & 0 的结果是 0 。

  • 示例：9 & 7 = 1

  • 示例：-9 & 7 = 7

2.6.4 按位或 ​

  • 按位与 | 的运算规则是：如果二进制对应的位上只要有 1 就是 1 ，否则为 0 ，即：

    • 1 | 1 的结果是 1 。
    • 1 | 0 的结果是 1 。
    • 0 | 1 的结果是 1 。
    • 0 | 0 的结果是 0 。

  • 示例：9 | 7 = 15

  • 示例：-9 | 7 = -9

2.6.5 按位异或 ​

  • 按位与 ^ 的运算规则是：如果二进制对应的位上一个为 1 一个为 0 就为 1 ，否则为 0 ，即：
    • 1 ^ 1 的结果是 0 。
    • 1 ^ 0 的结果是 1 。
    • 0 ^ 1 的结果是 1 。
    • 0 ^ 0 的结果是 0 。

NOTE

按位异或的场景有：

  • ① 交换两个数值：异或操作可以在不使用临时变量的情况下交换两个变量的值。
  • ② 加密或解密：异或操作用于简单的加密和解密算法。
  • ③ 错误检测和校正：异或操作可以用于奇偶校验位的计算和检测错误（RAID-3 以及以上）。
  • ……
  • 示例：9 ^ 7 = 14

  • 示例：-9 ^ 7 = -16

2.6.6 按位取反 ​

  • 运算规则：如果二进制对应的位上是 1，则结果为 0；如果是 0 ，则结果为 1 。

    • ~0 的结果是 1 。
    • ~1 的结果是 0 。

  • 示例：~9 = -10

  • 示例：~-9 = 8

2.6.7 二进制左移 ​

  • 在一定范围内，数据每向左移动一位，相当于原数据 × 2。（正数、负数都适用）

  • 示例：3 << 4 = 48 （3 × 2^4）

  • 示例：-3 << 4 = -48 （-3 × 2 ^4）

2.6.8 二进制右移 ​

  • 在一定范围内，数据每向右移动一位，相当于原数据 ÷ 2。（正数、负数都适用）

NOTE

  • ① 如果不能整除，则向下取整。
  • ② 右移运算符最好只用于无符号整数，不要用于负数。因为不同系统对于右移后如何处理负数的符号位，有不同的做法，可能会得到不一样的结果。
  • 示例：69 >> 4 = 4 （69 ÷ 2^4 ）

  • 示例：-69 >> 4 = -5 （-69 ÷ 2^4 ）

2.7 三元运算符 ​

  • 语法：
c
条件表达式 ? 表达式1 : 表达式2 ;

NOTE

  • 如果条件表达式为非 0 （真），则整个表达式的值是表达式 1 。
  • 如果条件表达式为 0 （假），则整个表达式的值是表达式 2 。
  • 示例：
c
#include <stdio.h>
 
 int main() {
 
@@ -788,8 +788,8 @@
     printf("result = %d\n", result); // result = 110
 
     return 0;
-}

2.8 运算符优先级 ​

  • C 语言中运算符的优先级，如下所示：
优先级运算符名称或含义结合方向
1[]数组下标左到右
()圆括号
.成员选择（对象）
->成员选择（指针）
2-负号运算符右到左
（类型）强制类型转换
++自增运算符
--自减运算符
*取值运算符
&取地址运算符
!逻辑非运算符
~按位取反运算符
sizeof长度运算符
3/除左到右
*乘
%余数（取模）
4+加左到右
-减
5<<左移左到右
>>右移
6>大于左到右
>=大于等于
<小于
<=小于等于
7==等于左到右
!=不等于
8&按位与左到右
9^按位异或左到右
10|按位或左到右
11&&逻辑与左到右
12||逻辑或左到右
13?:条件运算符右到左
14=赋值运算符右到左
/=除后赋值
*=乘后赋值
%=取模后赋值
+=加后赋值
-=减后赋值
<<=左移后赋值
>>=右移后赋值
&=按位与后赋值
^=按位异或后赋值
|=按位或后赋值
15,逗号运算符左到右

WARNING

  • ① 不要过多的依赖运算符的优先级来控制表达式的执行顺序，这样可读性太差，尽量使用小括号来控制表达式的执行顺序。
  • ② 不要把一个表达式写得过于复杂，如果一个表达式过于复杂，则把它分成几步来完成。
  • ③ 运算符优先级不用刻意地去记忆，总体上：一元运算符 > 算术运算符 > 关系运算符 > 逻辑运算符 > 三元运算符 > 赋值运算符。

第三章：附录 ​

3.1 字符集和字符集编码 ​

3.3.1 概述 ​

  • 字符集和字符集编码（简称编码）计算机系统中处理文本数据的两个基本概念，它们密切相关但又有区别。
  • 字符集（Character Set）是一组字符的集合，其中每个字符都被分配了一个唯一的编号（通常是数字）。字符可以是字母、数字、符号、控制代码（如换行符）等。字符集定义了可以表示的字符的范围，但它并不直接定义如何将这些字符存储在计算机中。

NOTE

ASCII（美国信息交换标准代码）是最早期和最简单的字符集之一，它只包括了英文字母、数字和一些特殊字符，共 128 个字符。每个字符都分配给了一个从 0 到 127 的数字。

  • 字符集编码（Character Encoding，简称编码）是一种方案或方法，它定义了如何将字符集中的字符转换为计算机存储和传输的数据（通常是一串二进制数字）。简而言之，编码是字符到二进制数据之间的映射规则。

NOTE

ASCII编码方案定义了如何将 ASCII 字符集中的每个字符表示为 7 位的二进制数字。例如：大写字母"A"在ASCII 编码中表示为二进制的1000001，十进制的 65 。

  • 字符集和字符集编码之间的关系如下：

  • Linux 中安装帮助手册：

3.3.2 ASCII 编码 ​

  • 从冯·诺依曼体系结构中，我们知道，计算机中所有的数据和指令都是以二进制的形式表示的；所以，计算机中对于文本数据的数据也是以二进制来存储的，那么对应的流程如下：

  • 我们知道，计算机是上个世纪 60 年代在美国研制成功的，为了实现字符和二进制的转换，美国就制定了一套字符编码，即英语字符和二进制位之间的关系，即 ASCII （American Standard Code for Information Interchange）编码：
    • ASCII 编码只包括了英文字符、数字和一些特殊字符，一共 128 个字符，并且每个字符都分配了唯一的数字，范围是 0 - 127。
    • ASCII 编码中的每个字符都使用 7 位的二进制数字表示；但是，计算机中的存储的最小单位是 1 B = 8 位，那么最高位统一规定为 0 。

NOTE

  • ① 其实，早期是没有字符集的概念的，只是后来为了解决乱码问题，而产生了字符集的概念。
  • ② 对于英文体系来说，a-zA-Z0-9以及一些特殊字符一共 128 就可以满足实际存储需求；所以，在也是为什么 ASCII 码使用 7 位二进制（2^7 = 128 ）来存储的。
  • 在操作系统中，就内置了对应的编码表，Linux 也不例外；可以使用如下的命令查看：
shell
man ascii

  • 其对应的 ASCII 编码表，如下所示：

  • 但是，随着计算机的发展，计算机开始了东征之路，由美国传播到东方：

  • 先是传播到了欧洲，欧洲在兼容 ASCII 编码的基础上，推出了 ISO8859-1 编码，即：
    • ISO8859-1 编码包括基本的拉丁字母表、数字、标点符号，以及西欧语言中特有的一些字符，如：法语中的 è、德语中的 ü 等。
    • ISO 8859-1 为每个字符分配一个单字节（8 位）编码，意味着它可以表示最多 256 （2^8）个不同的字符（编号从 0 到 255）。
    • ISO 8859-1 的前 128 个字符与 ASCII 编码完全一致，这使得 ASCII 编码的文本可以无缝转换为 ISO 8859-1 编码。

  • 计算机继续传播到了亚洲，亚洲（双字节）各个国家分别给出了自己国家对应的字符集编码，如：
    • 日本推出了 Shift-JIS 编码：
      • 单字节 ASCII 范围：0 - 127。
      • 双字节范围：
        • 第一个字节：129 - 159 和 224 - 239 。
        • 第二个字节：64 - 126 和 128 - 252 。
    • 韩国推出了 EUC-KR 编码：
      • 单字节 ASCII 范围：0 - 127。
      • 双字节范围：从 41281 - 65278。
    • 中国推出了 GBK 编码：
      • 单字节 ASCII 范围：0 - 127。
      • 双字节范围：33088 - 65278 。

NOTE

  • ① 通过上面日本、韩国、中国的编码十进制范围，我们可以看到，虽然这些编码系统在技术上的编码范围存在重叠（特别是在高位字节区域），但因为它们各自支持的字符集完全不同，所以实际上它们并不直接冲突。
  • ② 但是，如果一个中国人通过 GBK 编码写的文章，通过邮件发送给韩国人，因为韩国和中国在字符集编码上的高位字节有重叠部分，必然会造成歧义。

3.3.3 Unicode 编码 ​

  • 在 Unicode 之前，世界上存在着数百种不同的编码系统，每一种编码系统都是为了支持特定语言或一组语言的字符集。这些编码系统，包括：ASCII、ISO 8859 系列、GBK、Shift-JIS、EUC-KR 等，它们各自有不同的字符范围和编码方式。这种多样性虽然在局部范围内解决了字符表示的问题，但也带来了以下几个方面的挑战：

    • 编码冲突：由于不同的编码系统可以为相同的字节值分配不同的字符，因此在不同编码之间转换文本时，如果没有正确处理编码信息，就很容易产生乱码。这种编码冲突在尝试处理多种语言的文本时尤为突出。
    • 编码的复杂性：随着全球化的发展，软件和系统需要支持越来越多的语言，这就要求开发者和系统同时处理多种不同的编码系统。这不仅增加了开发和维护的复杂性，而且也增加了出错的风险。
    • 资源限制：在早期计算机技术中，内存和存储资源相对有限。不同的编码标准要求系统存储多套字符集数据，这无疑增加了对有限资源的消耗。
    • ……

  • 针对上述的种种问题，为了推行全球化，Unicode 应运而生，Unicode 的核心规则和设计原则是建立一个全球统一的字符集，使得世界上所有的文字和符号都能被唯一地识别和使用，无论使用者位于何地或使用何种语言。这套规则包括了字符的编码、表示、处理和转换机制，旨在确保不同系统和软件间能够无缝交换和处理文本数据。

    • 通用字符集 (UCS)：Unicode 为每一个字符分配一个唯一的编号（称为“码点”）。这些码点被组织在一个统一的字符集中，官方称之为 “通用字符集”（Universal Character Set，UCS）。码点通常表示为 U+ 后跟一个十六进制数，例如：U+0041 代表大写的英文字母 “A”。
    • 编码平面和区段：Unicode 码点被划分为多个 “平面（Planes）”，每个平面包含 65536（16^4）个码点。目前，Unicode定义了 17 个平面（从 0 到16），每个平面被分配了一个编号，从 “基本多文种平面（BMP）” 的 0 开始，到 16 号平面结束。这意味着 Unicode 理论上可以支持超过 110万（17*65536）个码点。

  • Unicode 仅仅只是字符集，给每个字符设置了唯一的数字编号而已，却没有给出这些数字编号实际如何存储，可以通过如下命令查看：

  • 为了在计算机系统中表示 Unicode 字符，定义了几种编码方案，这些方案包括 UTF-8、UTF-16 和 UTF-32 等。
    • UTF-8：使用 1 - 4 个字节表示每个 Unicode 字符，兼容 ASCII，是网络上最常用的编码。
    • UTF-16：使用 2 - 4 个字节表示每个 Unicode 字符，适合于需要经常处理基本多文种平面之外字符的应用。
    • UTF-32：使用固定的 4 个字节表示每个 Unicode 字符，简化了字符处理，但增加了存储空间的需求。
  • Unicode 字符集和对应的UTF-8 字符编码之间的关系，如下所示：

Released under the MIT License.

Copyright © 2024 许大仙

- +}

2.8 运算符优先级 ​

  • C 语言中运算符的优先级，如下所示：
优先级运算符名称或含义结合方向
1[]数组下标左到右
()圆括号
.成员选择（对象）
->成员选择（指针）
2-负号运算符右到左
（类型）强制类型转换
++自增运算符
--自减运算符
*取值运算符
&取地址运算符
!逻辑非运算符
~按位取反运算符
sizeof长度运算符
3/除左到右
*乘
%余数（取模）
4+加左到右
-减
5<<左移左到右
>>右移
6>大于左到右
>=大于等于
<小于
<=小于等于
7==等于左到右
!=不等于
8&按位与左到右
9^按位异或左到右
10|按位或左到右
11&&逻辑与左到右
12||逻辑或左到右
13?:条件运算符右到左
14=赋值运算符右到左
/=除后赋值
*=乘后赋值
%=取模后赋值
+=加后赋值
-=减后赋值
<<=左移后赋值
>>=右移后赋值
&=按位与后赋值
^=按位异或后赋值
|=按位或后赋值
15,逗号运算符左到右

WARNING

  • ① 不要过多的依赖运算符的优先级来控制表达式的执行顺序，这样可读性太差，尽量使用小括号来控制表达式的执行顺序。
  • ② 不要把一个表达式写得过于复杂，如果一个表达式过于复杂，则把它分成几步来完成。
  • ③ 运算符优先级不用刻意地去记忆，总体上：一元运算符 > 算术运算符 > 关系运算符 > 逻辑运算符 > 三元运算符 > 赋值运算符。

第三章：附录 ​

3.1 字符集和字符集编码 ​

3.3.1 概述 ​

  • 字符集和字符集编码（简称编码）计算机系统中处理文本数据的两个基本概念，它们密切相关但又有区别。
  • 字符集（Character Set）是一组字符的集合，其中每个字符都被分配了一个唯一的编号（通常是数字）。字符可以是字母、数字、符号、控制代码（如换行符）等。字符集定义了可以表示的字符的范围，但它并不直接定义如何将这些字符存储在计算机中。

NOTE

ASCII（美国信息交换标准代码）是最早期和最简单的字符集之一，它只包括了英文字母、数字和一些特殊字符，共 128 个字符。每个字符都分配给了一个从 0 到 127 的数字。

  • 字符集编码（Character Encoding，简称编码）是一种方案或方法，它定义了如何将字符集中的字符转换为计算机存储和传输的数据（通常是一串二进制数字）。简而言之，编码是字符到二进制数据之间的映射规则。

NOTE

ASCII编码方案定义了如何将 ASCII 字符集中的每个字符表示为 7 位的二进制数字。例如：大写字母"A"在ASCII 编码中表示为二进制的1000001，十进制的 65 。

  • 字符集和字符集编码之间的关系如下：

  • Linux 中安装帮助手册：

3.3.2 ASCII 编码 ​

  • 从冯·诺依曼体系结构中，我们知道，计算机中所有的数据和指令都是以二进制的形式表示的；所以，计算机中对于文本数据的数据也是以二进制来存储的，那么对应的流程如下：

  • 我们知道，计算机是上个世纪 60 年代在美国研制成功的，为了实现字符和二进制的转换，美国就制定了一套字符编码，即英语字符和二进制位之间的关系，即 ASCII （American Standard Code for Information Interchange）编码：
    • ASCII 编码只包括了英文字符、数字和一些特殊字符，一共 128 个字符，并且每个字符都分配了唯一的数字，范围是 0 - 127。
    • ASCII 编码中的每个字符都使用 7 位的二进制数字表示；但是，计算机中的存储的最小单位是 1 B = 8 位，那么最高位统一规定为 0 。

NOTE

  • ① 其实，早期是没有字符集的概念的，只是后来为了解决乱码问题，而产生了字符集的概念。
  • ② 对于英文体系来说，a-zA-Z0-9以及一些特殊字符一共 128 就可以满足实际存储需求；所以，在也是为什么 ASCII 码使用 7 位二进制（2^7 = 128 ）来存储的。
  • 在操作系统中，就内置了对应的编码表，Linux 也不例外；可以使用如下的命令查看：
shell
man ascii

  • 其对应的 ASCII 编码表，如下所示：

  • 但是，随着计算机的发展，计算机开始了东征之路，由美国传播到东方：

  • 先是传播到了欧洲，欧洲在兼容 ASCII 编码的基础上，推出了 ISO8859-1 编码，即：
    • ISO8859-1 编码包括基本的拉丁字母表、数字、标点符号，以及西欧语言中特有的一些字符，如：法语中的 è、德语中的 ü 等。
    • ISO 8859-1 为每个字符分配一个单字节（8 位）编码，意味着它可以表示最多 256 （2^8）个不同的字符（编号从 0 到 255）。
    • ISO 8859-1 的前 128 个字符与 ASCII 编码完全一致，这使得 ASCII 编码的文本可以无缝转换为 ISO 8859-1 编码。

  • 计算机继续传播到了亚洲，亚洲（双字节）各个国家分别给出了自己国家对应的字符集编码，如：
    • 日本推出了 Shift-JIS 编码：
      • 单字节 ASCII 范围：0 - 127。
      • 双字节范围：
        • 第一个字节：129 - 159 和 224 - 239 。
        • 第二个字节：64 - 126 和 128 - 252 。
    • 韩国推出了 EUC-KR 编码：
      • 单字节 ASCII 范围：0 - 127。
      • 双字节范围：从 41281 - 65278。
    • 中国推出了 GBK 编码：
      • 单字节 ASCII 范围：0 - 127。
      • 双字节范围：33088 - 65278 。

NOTE

  • ① 通过上面日本、韩国、中国的编码十进制范围，我们可以看到，虽然这些编码系统在技术上的编码范围存在重叠（特别是在高位字节区域），但因为它们各自支持的字符集完全不同，所以实际上它们并不直接冲突。
  • ② 但是，如果一个中国人通过 GBK 编码写的文章，通过邮件发送给韩国人，因为韩国和中国在字符集编码上的高位字节有重叠部分，必然会造成歧义。

3.3.3 Unicode 编码 ​

  • 在 Unicode 之前，世界上存在着数百种不同的编码系统，每一种编码系统都是为了支持特定语言或一组语言的字符集。这些编码系统，包括：ASCII、ISO 8859 系列、GBK、Shift-JIS、EUC-KR 等，它们各自有不同的字符范围和编码方式。这种多样性虽然在局部范围内解决了字符表示的问题，但也带来了以下几个方面的挑战：

    • 编码冲突：由于不同的编码系统可以为相同的字节值分配不同的字符，因此在不同编码之间转换文本时，如果没有正确处理编码信息，就很容易产生乱码。这种编码冲突在尝试处理多种语言的文本时尤为突出。
    • 编码的复杂性：随着全球化的发展，软件和系统需要支持越来越多的语言，这就要求开发者和系统同时处理多种不同的编码系统。这不仅增加了开发和维护的复杂性，而且也增加了出错的风险。
    • 资源限制：在早期计算机技术中，内存和存储资源相对有限。不同的编码标准要求系统存储多套字符集数据，这无疑增加了对有限资源的消耗。
    • ……

  • 针对上述的种种问题，为了推行全球化，Unicode 应运而生，Unicode 的核心规则和设计原则是建立一个全球统一的字符集，使得世界上所有的文字和符号都能被唯一地识别和使用，无论使用者位于何地或使用何种语言。这套规则包括了字符的编码、表示、处理和转换机制，旨在确保不同系统和软件间能够无缝交换和处理文本数据。

    • 通用字符集 (UCS)：Unicode 为每一个字符分配一个唯一的编号（称为“码点”）。这些码点被组织在一个统一的字符集中，官方称之为 “通用字符集”（Universal Character Set，UCS）。码点通常表示为 U+ 后跟一个十六进制数，例如：U+0041 代表大写的英文字母 “A”。
    • 编码平面和区段：Unicode 码点被划分为多个 “平面（Planes）”，每个平面包含 65536（16^4）个码点。目前，Unicode定义了 17 个平面（从 0 到16），每个平面被分配了一个编号，从 “基本多文种平面（BMP）” 的 0 开始，到 16 号平面结束。这意味着 Unicode 理论上可以支持超过 110万（17*65536）个码点。

  • Unicode 仅仅只是字符集，给每个字符设置了唯一的数字编号而已，却没有给出这些数字编号实际如何存储，可以通过如下命令查看：

  • 为了在计算机系统中表示 Unicode 字符，定义了几种编码方案，这些方案包括 UTF-8、UTF-16 和 UTF-32 等。
    • UTF-8：使用 1 - 4 个字节表示每个 Unicode 字符，兼容 ASCII，是网络上最常用的编码。
    • UTF-16：使用 2 - 4 个字节表示每个 Unicode 字符，适合于需要经常处理基本多文种平面之外字符的应用。
    • UTF-32：使用固定的 4 个字节表示每个 Unicode 字符，简化了字符处理，但增加了存储空间的需求。
  • Unicode 字符集和对应的UTF-8 字符编码之间的关系，如下所示：

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