linux tar使用
Linux tar指令简单使用
-c:创建包,-x:解压或解包(-c和-x可理解为互逆运算),-t:查看包
-f:后加处理文件,必须放在参数组合的最后一位(tar -cf a.tar 1.txt正确,tar -fc a.tar 1.txt错误)
example:
tar -cf a.tar .txt .c #归档
tar -xf a.tar #解包
tar -tf a.tar #查看包内容
aaarticlea/png;base64,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" 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-v:显示归档或解包的过程,显示过程中的文件名
example:
tar -cvf a.tar .txt .c #显示归档过程
tar -xvf a.tar #显示解包过程
tar -tvf a.tar #显示包内容
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0oHAAgD79/fgEojSVVGgoHAADgnNAKV9G7RIrscpgsAAAAwOArXL/VSHuM49IBAAAABlfhxg2Rcx9ElPcuAAAAIAQ3DxehcMS+19OGk/2+0c6R8697Ld8FAAAALCaDwg2IxzDOB/I6v0EfDgAAwDpsoHDjxvmdf4whFA4AAMBabKJww1XqtDMoHAAAgHXYrA/3vF2pIz2hcAAAANYhWuH6w8iJJSHcmdR121mnp9sDlR9wkjUAAIBdcBWOWOI4r4T8+zUqHCl+5r2GpFk/7m/3DrPGWkoAAACZwa5dAAAAzgkUDgAAwDmBwgEAADgnUDgAAADnBAoHAADgnEDhAAAAnBMoHAAAgHMChQMAAHBOoHAAAADOCRQOAADAOSEUbtiX6/UmDrsBAAAADgK1L+W4jWTVPCFyAAAADoo4SomN/wEAAByWjAp3uT3eOCUAAABAIUgKFzNKGX9iKgAAALAmvMJd7/quWNU8nWPkAAAAgH1hFM47uVSm7tCBAwAAUBaUwtVtFznkWHfuUeAAAADAvngKF5K3/ms5d/SybjusLgEAAFASjsJZ6yFH7rVxw/A9uC+BvTRiLSUAAIAywK5dAAAAzgkUDoCP5vfPLwAHJVi9oXAAfDSaMAFAgUDhAAABoHDgoEDhAAABoHDgoEDhAAABoHDgoEDhAAABoHDgoEDhAAABoHDgoEDhAAABoHDgoBxD4YZNUpzNU/qtn1/vH+6AupijD740e0NHJrjoruNA5NtaLl9ujznZ/fbytsz4BE6pcEZU+azS/CiKUbjr3dn6a+RyexiBjPjZdwOF25UIhWNLWZ+T8+27KZzvxUK/NI9YL8G67YYt0b8b5qxHIkxkt3DbjKqa50b2b5tRVfOMOvIl3cKku4xWhfJU0aWUrnB+FKs7J3TyCpeQ+zjfZ9V8W/a2O0W/V3l5NfDgCne9D4d+1G3H/OZ8Crdd5dkuo76b17tr2uiDprdSuKp5TobFHJ29iMIVjmpUXu92+UHhdmYjhavbzq4M+5SXZ8ZSv7JnVGyC0wvF/+Z0CmePDJVoYTR114fB72IVzqJuu0xxWyZJ4YZG33dDTYMN3eQe+0A48pL1R3tYfNL8uW/7aKupyTlAKRw/Rec/bvpBHzHnH5hPkef8jKvWEIH+LuNZfReBnnoU7RexToSYuyBiUVoWUuOQepeFUnZ+w7ljNgDD5cXVw7rtXvdbf6mvS/zkLhkmHDPCfjGlzOV8XIK2hfa9g1NSgvZZH8KklBkmsrucRtAvryY/b7VXb6lXjIXzK8HCFTMqQuHCdWO2qg8g91r3LoeJUzgmfClIVbjXe+pjmiPadWdWl8vtMeeRcGlM061nQ6tkvDS02TUKF740pO+Oes2Vo+/yX4IJOgP6VMeCMqNuu/lnVqUUzLCedb2rqz5f6fmitP2y2ryJLjOlbOdkRFEKGcVWtum9nV/gOWXB5US/+FIWcl5IULJQblPzV6vm6TQofSL6cMkupyHMbjjR2XItvg8n+JVk4WoZlbEPN79ThA3L+nAxo5TxHhkkK5xh3DRu48uy5hKbX5fb43mrJx0aF7BFjFJKClc1T6ch5kRqXeB2/xIR7plHC2bYl5wVfXOLz2kS+p6Gi9JfLjgX0AKXk98KpgFEZ1SgHjoVcjJVcDlkv84vy2A254UERQvlFg9v4dTOE0Z9k0cpI1xmYSt2qETGxIkHLR2lzD4ynyOjjOzKNUrZvybdnVCjJQoXs/hOCl8KkhWOaZW4GTGGD+ESm2avcNNbPf4+i8JRk+opCucFU3W49w6SVShcWh9OehvF5hs9mJPu8qJZE/99EBUuVA8JheNdFs0Q/WJLOanLFbLQGHXUrIUxl8sbEME0RuFSXU5DNGPuf7ghMkHheL8WWLhCRuWeh+PizKLWaoSFC6fbsytcxj5cv8zE6Lq9hi6d3ItSXKJXRW/Yh3MHaZV9OGcEXDmKbY/Y+LWNVThlrq6ucEwbNncfLtTVFprSfJeLK+VkhVMVet12xJSPXNCX24NNXK1wC1xOQ15B87rXQvsyIm6KfqVYuF5GZe/DPW9Xas4s/V2OM08KXwqyKhw5/2FNL/GTHMTE4zBKWY3rAmr6U49YhWNb4kkKZxbA2ChTKpwz7B5WOCkGBWtVZOdDGv1PcpkrZeeJxFUumgSGc8nKJilcYMJDCmq0X1IpBwIEk1HqKRmvkrM5P7X2JPkkwkR2l9OQatR304+wEfExSeE4v6bqQb5lW2cUq3CRFtpxwxk4DeS8VFhCttMWCuFLQWaFm6wkO/LCpS+7gzJNDMjrRNwBFmexBnWJWAiknABj7jLHjoY1kJq7zGVsvXgrzCBWginfUnvVnLWWMrT0I+hy5RgvWuiXsnPJK3E28sotErqyiQoXdFmojbRffCkHoxiXUZyFzt/9iMBbOCkcO9lDhonsLqcRrFFUcExaacL5ZdY3Ks1tMoqIbP46A72Fnor3t3MLpBUK5I3Kvt6Om6yFXPhSUMz3cFyZLRiB3YU1P9IKzwKej4XzzCczYy9OuWsX+ASKVjh3yX7dNsXvfbWiwnl6ttm+APtRyA6QhZixG1A4cFAKV7i/9vqxA0TzdTfacEcpC9hUAnwAUDhwUMpXOADAzkDhwEGBwgEAAkDhwEGBwgEAAkDhwEGBwgEAAkDhwEGBwgEAAvz++QXgoASrNxQOAADAOYHCHY5P/34LAACUQOFKQrOjzwbHChdyxLNIRW9kan1W6LQDjL2+6I8v6TT5BAWkZ4kJkjZ4mzapPx4NGc9mY26/EorS2pstctOZYDZG7RYUm0tjbmx+uDbwgMKVhKJ+Oye77mXGrvS74bTELrTuyWH2AbPWNo9egK7b7vXsnC0N+QQFpGdJCbJ+Je4rFjSedDm/XylFGTrmVITyy0owYks8vrKFMx8Ktz9QuJII1u+48xJXM2NXxj27/X3W3fFbdrd++rALd3PtiAQDRTY9S0qQ9ytN4YLGky7n9yu5KM2/xOQA5Re5K57Ca6FQAkDhyiBG4a79WRXzVlvzuSRe5VO9NkyC6WRPMPVZ1rCSnTnkJWLvcG4Iy++1bG5GGXhBx5H/Yc9yqkFA7wJ6r516q09QwHyWKsFMChd6Fu3yin7FFGVl739PHdTJncekKsoqVksiFE56ifqccfqmr3t9sFfvSEQqnFFx52YafYS3oni4BJPJnmDSs4gDzMY6LVwa0xQMpg552cGMQvCCjjFQVnfvH+50R2KUcs5Y7zwjVYIC1rNUCTIKZwQ+lQGBZzEur+hXTFGaf2f2aA2ex+R3x73zrVZROCP/2WNp5wPKnd8c49U7Er7Cmbsh+4HPaalNx3Hda/MvViyOT1C+a8sEBaTcyHgYuvNE7+r2ZpQCo3BX4yRGcrrlendax+wh7MoEA5XEObEvmGAomLr2M7VXfJZw7rzqdUjxK6YoxxSmsySVuq71azhyeReFGzOn884dle8CScT24bhWyXBgd9Pdu+Yin7ioSDCVLesH9yxiqmzUe+FS2H6mW7y1GeVAjlK++SbO5Jqvi7Oz/uRNIMFADYm3UBFMVb0u4VmCyyv6FVOU3jycPeogGKb1K/J8ytzzcNS4a/guEE8WhbvcHu/merk97nX13TzaaurVJSaYSikKt0LniQsZG5tREH7QsU8c9KevaqOTMUIcXD5PgYQSFKCepUswGEyVCwvZZ4kur+fXoqJULjNW+xU41V1hYYjgu0wO5B7j1TsSWRTub929u+7edd/9v5vurqrfp1Q4cpbLHDlhLn1V0tgO2yDd1oyS4OarrDXrsxd0aA7ks5SgAP8sRYKBYKo/GldpfEQfbpFfUUU5L8GY/0stlRKewvqlqwnKQulllRBRLhPMTymcKYaUrAMB8iicVdv8QYz4BBMpQ+G+nOak0GnwcslcU+DMtdD1flMzioBYdWbEPuar3j5iOhD55ofF+M+EA8/iEhT8Sv72WWO8WuES/UotSvtxTBXVK5zxrIjVsHJlm4uGVX37JfJioz/FWPKrd0TwPdwBSPzgFwAAPhsoXPlgI0oAAEgBCgcAAOCcQOEAAACcEygcAACAcwKFAwAAcE6gcAAAAM4JFA4AAMA5gcIBAAA4J1C4w4HP4wAAQAUUriQ0u45tsDMZtn91cyN6FyVjny3yhBQ2wWHTJvF8uIh9p0LGk49bwy8Bygb7BJ+Y7cqyWyglCIoHClcSug3UV+/AQeGsrLA2FNZkvnkyi7tRspRgv6F+m+eMb43xddu9np3qpIIlfgmwLtsoj1PIb6GUIDgCULiSCEpL3LFbq5nxKbgDwimnxlu7xUsJ1l3/M+bMhGiFCxo//CDtjG+9XwKCyxb+HvxbWcgnCI5B5NkCj7YyBhD6wiZfP9VrwySYTvYEU59lDStRp344l4gtzLkhLCdX9zDjU3DaE/45n9pExkJRJZhJ4ULPmkJ8BoVbmlGywtEduODZAlkt9BIMY52N8Lkv0d7Enp4zV4u5EUQ0+XWrIbgEk8meYNKziNPXrGNQ+FOvAp0n6gydHcz4GIyuQ929f7hTK0WsoS1Vgty5d3O4VBkQeNZcl9IULt4vAVHhmA5cUOGyWugluMQjsCG+wtlzvG7gow6qn070nhtKZiyOT1C+a8sEBaTcWOdwbfLq9mZ8Dn3eXo0DM2PHqa53q/2uSlAzZOfO3hG1V3yWqWqewilehxS/BASXtTNwK1voZ7sEjrsqhywnoH43r+et/ls1z6a7d81l+ktqgqmUcAIqMVU26r1wKWw/0y3e2oxPwh/LipoH9Y8CViUYbv6rel3Cs+zyje7DJfolwLucNvGc3UL9qc5pWQpWI4vCXW6Pd3O93B73uvpuHm019eoSE0ylFIVbofPEvZAbm/FZ9Cv97OUJyrZ5bXQX4hIMKpyyW8M+yzoxPHbCNd2vgKmkR3UXd6b5KhbSCUqkmA3WIYvC/a27d9fdu+67/3fT3VUFfEqFI2e5zBEh5tJXJY2csK3Cbc34NKypF3228DFRkWBA4fSzQUrjIzoci/wSYFwW06Hn4bJbGJK3vrlAfYaB1SVFkEfhrNqm79GfVOG+nGaynRXCpS97TYEz10K/kJua8YmYWaGL2tYiupG5jLgEiYWs1sqgyHlitfFqhUv0S2me5523AIq6135QdgsDCc5Fw8gzXqLdwfdwBwAT1wAAkAAUrnywESUAAKQAhQMAAHBOoHAAAADOCRQOAADAOYHCAQAG/vnfPxy72wZAAv8H95TVV9gbwiEAAAAASUVORK5CYII=" alt="" />
-z:gzip格式归档压缩(*.tar.gz),-j:bzip2格式归档压缩(*.tar.bz2)
example:
tar -cvzf a.tar.gz .txt .c #创建,显示,gzip压缩
tar -xvzf a.tar.gz #解包,gzip解压,显示
tar -tvzf a.tar.gz #显示
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" alt="" />
tar -cvjf a.tar.bz2 .txt .c #创建,显示,bzip2压缩
tar -xvjf a.tar.bz2 #解包,显示。bzip2解压
tar -tvjf a.tar.bz2 #显示
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" alt="" />
-P:归档时把路径一并归入(解包时也需要加入该参数)
example:
tar -cvPf a.tar /home/tartest/.txt /home/tartest/.c #归档加入绝对路径
tar -xvPf a.tar #解包到绝对路径下
tar -xvf #在当前路径下创建包内路径加内容
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" alt="" />
-C:去除绝对路径归档
example:
tar -cvf a.tar -C /home/test/ .txt .c #归档别的路径的文件
tar -tf a.tar #查看归档
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" alt="" />
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