shell编程 条件判断式----利用 if .... then ----多重

时间:2023-03-09 01:11:32
shell编程  条件判断式----利用 if .... then ----多重

条件判断式----利用 if .... then ----多重

在同一个数据的判断中,如果该数据需要进行多种不同的判断时,应该怎么作?举例来说,上面的 sh06.sh 脚本中,我们只要进行一次 $yn 的判断就好 (仅进行一次 if ),不想要作多次 if 的判断。 此时你就得要知道底下的语法了:

# 一个条件判断,分成功进行与失败进行 (else)

if [ 条件判断式 ]; then

当条件判断式成立时,可以进行的指令工作内容;

else

当条件判断式不成立时,可以进行的指令工作内容;

fi

如果考虑更复杂的情况,则可以使用这个语法:

# 多个条件判断 (if ... elif ... elif ... else) 分多种不同情况执行

if [ 条件判断式一 ]; then

当条件判断式一成立时,可以进行的指令工作内容;

elif [ 条件判断式二 ]; then

当条件判断式二成立时,可以进行的指令工作内容;

else

当条件判断式一与二均不成立时,可以进行的指令工作内容;

fi

你得要注意的是, elif 也是个判断式,因此出现 elif 后面都要接 then 来处理!但是 else 已经是最后的没有成立的结果了, 所以 else 后面并没有 then 喔!

源程序如下:

 #!/bin/bash
#..........
echo "test $1 start or stop"
#test services
var_ftp=`/usr/bin/pgrep "$1"`
if [ "$var_ftp"!="" ];
then
echo "$1 service is running!"
else
echo "$1 service is not running!"
fi

用vi编辑器创建shell源程序:

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回车(Enter)用vi编辑器编写shell源程序:

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" 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执行结果如下:

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" 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