冉龙超 发表于 2021-6-17 21:33:48

多命令执行与输出重定向

1.标准输入输出
设备设备文件名文件描述符类型
键盘/dev/sdtin0标准输入
显示器/dev/sdout1标准输出
显示器/dev/sdterr2标准错误输出
2.输出重定向
类型符号作用
标准输出重定向命令>文件以覆盖的方式,把命令的正确输出输出在制定的文件或设备中
命令>>文件以追加的方式,把命令的正确输出输出在制定的文件或设备中
标准错误输出重定向错误命令2>文件以覆盖的方式,把命令的错误输出输出在制定的文件或设备中
错误命令2>>文件以追加的方式,把命令的错误输出输出在制定的文件或设备中
正确输出和错误输出同时保存命令 > 文件 2>&1以覆盖的方式,把正确的命令输出、命令的错误输出输出在制定的文件或设备中
命令 >> 文件 >2&1以追加的方式,把正确的命令输出、命令的错误输出输出在制定的文件或设备中
命令 &> 文件以覆盖的方式,把正确的命令输出、命令的错误输出输出在制定的文件或设备中
命令 &>> 文件以追加的方式,把正确的输出、命令的输出输出在制定的文件或设备中
命令 >> 文件1 2 >>文件2把正确的输出追加到文件1中,把错误的输出追加到文件2中,
3.输入重定向file:///C:/Users/%E5%86%89%E9%BE%99%E8%B6%85/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg语法:wc   选项    文件名            -c:统计字节数            -w:统计单词数               -l:统计行数4.多命令执行与管道符
多命令执行符格式作用
:命令1:命令2多个命令顺序执行,命令之间没有任何关联
&&命令1&&命令2逻辑与命令1正确之执行,命令2才会执行。命令1执行不正确,命令2不执行
||命令1||命令2命令1执行不正确,命令2才会执行。命令1执行正确,命令2不执行
                           







&&:用法。第一条命令正确执行,然后执行第二条命令             data:image/png;base64,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
页: [1]
查看完整版本: 多命令执行与输出重定向