#!/bin/bash
a=192.168.. ####定义一个固定变量
h=(wanghao xieyunshen 刘桃) ####定义数组
for d in {..} ####for循环,后面的in是条件即从多少循环到多少
do ####for循环结构体
f=`expr $d - ` ####把d变量减去100,作为我们的学号
g=`expr $f - ` ####因为数组是从0开始,所以我们把学号减去1作为数组的标记
q=`printf %02d $f` ####让学号格式为两位数字
ping -c $a$d >/dev/null && echo "${h[$g]} 学号为 $q 通信正常" || echo "${h[$g]} 学号为$q 网络错误" ####执行ping命令,后面的>/dev/null是一个垃圾桶文件,表示不在屏幕输出结果
done ####for循环机构体
ping -c 1 $a$d >/dev/null  && echo "${h[$g]} 学号为  $q 通信正常" || echo "${h[$g]} 学号为$q 网络错误"         这一句中的&&和||都是运算符

&& 表示执行上一条成功后再执行&&之后的语句

|| 表示执行上一条失败后再执行||之后的语句

printf %02d  的意思就是这样,一种格式填充,%02d表示把整型数据打印最低两位,如果不足两位,用0补齐
[root@localhost shell]# i=1
[root@localhost shell]# printf %02d $i
01[root@localhost shell]# printf %03d $i
001[root@localhost shell]# printf %04d $i
0001[root@localhost shell]# printf %05d $i
00001[root@localhost shell]#

测试一下脚本

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" 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