shell之路 shell核心语法【第四篇】流程控制
if语句
- if ... fi 语句;
- if ... else ... fi 语句;
- if ... elif ... else ... fi 语句。
注意:
expression 和方括号([ ])之间必须有空格,否则会有语法错误。
if语句匹配到,则不会继续往下匹配。
语法:
if [ expression ]
then
commands
fi
或
if [ expression ];then
commands
fi
实例
#!/bin/sh
a=
b=
if [ $a == $b ]
then
echo "a is equal to b"
fi
if [ $a != $b ]
then
echo "a is not equal to b"
fi
~
#!/bin/sh
a=
b=
if [ $a == $b ];then
echo "a is equal to b"
fi
if [ $a != $b ]
then
echo "a is not equal to b"
fi
[root@hy ~]# sh 1.sh
a is not equal to b
case语句
语法:
case 值 in
模式1)
command
;;
模式2)
command
;;
*)
command
;;
esac
实例:
echo 'Input a number between 1 to 4'
echo 'Your number is:'
read aNum
case $aNum in
) echo 'You select 1'
;;
) echo 'You select 2'
;;
) echo 'You select 3'
;;
) echo 'You select 4'
;;
*) echo 'You do not select a number between 1 to 4'
;;
esac
[root@hy ~]# sh 1.sh
Input a number between 1 to 4
Your number is:
3
You select 3
for语句
语法:
for 变量 in 列表
do
commands
done
for(())
do
commands
done
实例:
#!/bin/bash
for FILE in $HOME/.bash*
do
echo $FILE
done
/root/.bash_history
/root/.bash_logout
/root/.bash_profile
/root/.bashrc
while语句
expression 和方括号([ ])之间必须有空格,否则会有语法错误。
语法:
while command
do
commands
done
说明:command为(())、[]、命令
实例
#!/bin/bash
x=
while ((x<))
do
let x=x+
echo $x
done
[root@hy ~]# sh 1.sh
3
5
循环控制break continue
实际使用时,一般n为1,n>1的情况了解一下就行
外层循环执行一次,内层循环全部执行
break 跳到循环结束
break
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" alt="" 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" alt="" />aaarticlea/png;base64,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" alt="" />
continue
continue 跳到下一次循环开始
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" 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DQByA68BQG7gNQDIhv8DwQbSG40hiZQAAAAASUVORK5CYII=" 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continue n 跳到下一层循环开始
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" 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