Bash 支持很多运算符,包括算数运算符、关系运算符、布尔运算符、字符串运算符和文件测试运算符。
原生bash不支持简单的数学运算,默认都是字符串操作,但是可以通过其他命令来实现
#!/bin/bash
a=1
b=$a+2
echo $b
expr 与表达式之间要有空格;运算符左右要有空格
#!/bin/bash
a=1
b=`expr $a + 2`
echo $b
以下结果都是3
($可省略)
#!/bin/bash
a=1
let b=a+2
echo $b
语法简洁
$可省略
#!/bin/bash
a=1
b=$[a+2]
echo $b
($可省略)
#!/bin/bash
a=1
b=$((a+2))
echo $b
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" alt="" />
#!/bin/bash
a=6
if [ $a -lt 10 ];then
echo '使用 -lt'
fi
或 -o &&
与 -a ||
aaarticlea/png;base64,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" alt="" />
#!/bin/bash
a=
b=
########### 符号语法 ###########
if [ $a -gt ] && [ $b -gt ];then
echo '使用 &&'
fi
if [ $a -gt ] || [ $b -lt ];then
echo '使用 ||'
fi
########### 语义语法 ###########
if [ $a -gt -a $b -gt ];then
echo "使用 -a"
fi
if [ $a -gt -o $b -lt ];then
echo '使用 -o'
fi
demo
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" 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" 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" alt="" />
即一个shell脚本含有执行shell脚本的命令
像其他语言一样,Shell 也可以包含外部脚本,将外部脚本的内容合并到当前脚本。
Shell 中包含脚本可以使用:
. filename
或
source filename
例如,创建两个脚本,一个是/tmp目录下的被调用脚本 subscript.sh,内容如下:
url="http://www.cnblogs.com/hyit/articles/5178316.html"
一个是主文件 main.sh,内容如下:
#!/bin/bash
. /tmp/subscript.sh
echo $url
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