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Python学习(九)IO 编程 —— 文件夹及文件操作

时间:2015-04-30 编辑:feesland 来源:本站整理

Python 文件夹及文件操作

   

    我们经常会与文件和目录打交道,对于这些操作,python可以使用 os 及 shutill 模块,其中包含了很多操作文件和目录的函数。这边,仅介绍通常会用到的方法。

    os 可以操作简单的文件夹及文件操作,引入用  import os,可用  help(os)  或是  dir(os)  查看其用法。注意有些函数在os模块中,有的是在os.path模块中。

    shutil 模块提供了大量的文件的高级操作。特别针对文件拷贝和删除,主要功能为目录和文件操作以及压缩操作。须引入 import shutil  ,具体 help。

    可先在 D:\ 下创建文件夹 Python_os , 再在其下创建文件夹 os, 再在其下创建 test.txt;之后的 os 示例会在该文件夹下操作

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fffXvsFyRd0ndSiVacG1udJtD0YJrywtxLZPZEZWFc4Em2qrDR9bdXiHRrm6gntS3GeI8c4bmTP5QFNv0UqfyUhfz7umT27ffUmuxa9EMT27f/v7v/4CmfBgX7S219tUDB1ec3hNv1129PfzGocOTj3SNX5271KX88HTjLbX248++eCNesGJPVx2rvdSlnNXb3zh0eMXpxWtjWPOZ3c/dUmut3siK07uXEC0qoNFbt9Tav3r6afz6md3P0UQbig7OWv2hLbOPwjyyxprI4A6R080+yh+KizYcE61pzffa6wfvskR7Z1Rb+ZO/rfzJ394Z1Tp9EeOqF4t2wWB/ZvezePprBw7eGdUuGOw7Kio+On2GdKdx1cs5M0O0CwbHjoqKj043Mpa9M6qVX7tB//S4aEPRKd2aPxR1+BMg0W7bts3mCZPTHf4omp8ULapcP/zwI4Z3bw3e6eqWkzUuiLZAyUIjg2hBtDlyrbSiFXE6JEQ7NqF9p+7XrIehaKK1O9efeOIJ32aIdf7QRGvxRth8eLrxw9ON5JRlp3fvvv1Pbt8+oNZavJEBtfbE23XkDBc7e6qO1Vq8kapjtTKZbEdFxXu//8OAWvtQb3vj0OE33/n1Q72t6lgtWi0588XOHjTPstP74enGi5097O1Bs+HNwNcBe/ftX3Z60TwDau1fPf002jy8fgwWrclHYeYs60888YTBHSInIvhEe2d0cpUUrZ9y+qjDx44j4SH/fXT6jEwm27uvcnpB99e7nx1UT2J3otePDLYd8WeLdlRUPDLY0ETOmRk8Mtjpy9rR9MPHjqOJqLBmi9buT7Bo23jiiSesnjA5EcEWLXZt7EN37JibX0DTD1VVoYmHqqokHzoG0eZTtFK5Nv/CA9EWmG4lF61o18pkMtmnnzWy/giyyG/WJkTrC1FmT5jN7xvO/L7hDOdbiGWnhxSeTCb73vbtN9WTZk/4xNt16MWhYxzfoz34j4cYC7Kzd9/+ZaeH/Lib6slXDhxkTBTYtlcOHETbgPGFooOzVl9oy+SlxOAjRMu2ndMXcRBUHTv+0elGhzdcSEQQCdH6REGK1mpzpIGEogXd5sa13I0sVVELui07RLRMfovaANfDUEJ1rYBrkWhNnpDJEy58/rXhzKHqWjFzHqqu/deGM4yJSLTeUNTopcTgDUWxaB10rSLscQZHJv5693PzBrvdG7F7w1lkXp8ofGM3sDsUohePIJA4faGozScKHyFai9WeBiDawiWjdgbRgmuLQrQidCvuFMhctFQgTA3NFpNoMwSL1uCJiCGpaJFrq6qPx/0XIcimbjOALlovJYYiEC3oNm+uBd2CaHOkW2lFK+5c4BMtn3q5pTs0a/YGKYMrhDG6w6WKLxQdnLN6Q1t6d0QM3tDW4Jz1gWFtMxy1E/Wr3RexsfEiwmys4uBcNiv4Q9SUftUXouIbmQRfiJrSr94dGvZvBk1maxr4N4O5/997hJHc+gVDLhozYVxpvQsAqZOCU5Me6jJ/MCISAekOzTFFSydcSniD0cFZqye4pXNFxOAJonu0MdFyyNXHUFRqZs0ZvhCl1a96QxTnU29svCFKq1+9qxr2bQYMJnMa+DaD8B+/lz7Efw4P/z88kD94C9bMD/IUREu4lrkWJFq9K8hPqGTAol1xRcRAF23YxgetfAwhrIUEFq3ZGxFDNkQbANGWBYRr893bAmWL0OBwhke4LExFMyFCRSPU1si8ZTMcLR/uzVv94ah47s1bZ41rgUg0JTYZ5HuvN8PRGeMac6sEmTGuDamGg8FQ2gyphsNUNExt5YAIkBZpNHJBt3YUKBXycPxEI1yilH3T2ZeM6990XscvLnRdv9DVf6Gr/2J3/8XuG9/Kb3wrv3lJgRn4rmfgu55bl5W3LitvX1bebuklGQTi3G7pvY2a6LLy1nc9t75T3vqu59alnoFLioFLipvfKm5+K7/5rfzmRfmNi903LnT3X+juRy1/oav/m67rwuA5s0/3DT4uZoL8ZiZ8mxUUYrmkGCgTRDVIao088G1iteh1/ON6bmG+QyhvYy5jegfFk+/TPD+0XilfWK6hOeiyks0tku96GCCjsU+Nm3wQR/sNjGxi0ZmUyaXVyaVV/GJyaVW7vKZdWdOurE2trE/pNqZ1GzN6F+K+wf3A6Hlg8jwweR6avA9N3odmH2IWIIg1i8n70ORFzXXf6Llv9MwY3Kglp/WuKd0GQruyjhp8cnltcnkN/yJEsCaAdjl1Vtb52UgbvKc8uHLAtD4FZvTu8kG4KVJvZ/eU3oWZ1rtnDO4Zg3vG6JkxuNFZgHhg8hL4ELg/KUDy3qtg5iwi8RcbyXeKu6eld7kkqPuNYaRx3+hmYnDfj3fRfEzrNhC4B5NdvruYlJZ7Sy33lvDr1qHl1qHlNtVKm2qlfVjXMaLvVBu6x0xyjVmuMSvGLT0TVuWkTTlp69Xar0w5rkw5rk47MddmVoFrM6uoNVD79GrtvVq7ctLWM2lTTFjl45ZujblrzNQ1ZuocNXaoDe0j+vYRfduwrm1Y16paQbQMLSeldWhFgDaVLh2G9QK0jxjSo0NtFGLUJEznqDkrdI2lQLfGUg4kbYfUG9nSNWbpHDN3jpm7NJYujaV73No9bpVP2OTjVvm4VTFh65m090zalVqHUuvonXLiF4gr06viuZoJMymQ916FQd99kawVFUl259qM89pMQjSkfTCo48WgHhh1wgx6JqwkinELAvmOpHvMhOgaNSI61QaEKNEiv5KvsWuxaLtGjQKuBdGyYfzKE66dsJKu7Rw1ZuJaSURbkK7Ni2jLxLUimyI91yLRMlyrmLBl0bVlK9prYl2bd3dm07Vx0ToZPa1I1wrrFouWU7eZipasa9ELka5F2026Nu9HXkHBcG3sNzppQ6LFru1QG5BrQbRS6zZV0YJrMxQtZ1GLRItcyyda8a4F0ZacaMXrltbTihQt27V8omW4Fhe1DN2mIFq2a5Fu24d1pGuRZZFosWsZA8h5P/gKCvxbT2MAWczosSS6lUa0BTKADKJNT7dpDCAj0Qq4lixq2aLNkWuLWbclOnqc3LVJ61qGaNmuJXXLN4DMcC0pWuzaTrVBRo4Jp6RbLFrxA8igW044BpC1doZryQFkJNos1rWFpttCGEBOSbd591+BiDbzAWQkWvbNWtKy+blZW7SiRZSuayUcQBYQrfD9Wg7Rzps2MuSR2fXI7Fowuxcs7scW92Or57HVs2jzIpZsviW7b9nuX7b7lx3+ZYd/BePcBGI4/CuOWPss2/1Ldt+S3bdk8y3afIs272ObF7XqgsWNeGRGuBDz4niUBHd2wVubFh5erMl5bPXmAVsZkKMG9D2OHfwxlux+Nsv4lHFsimQlbfLeRQDp4I+zueLcXCHtE2eZgZ1GrCvG2GhgzTFA3TWJ7Mib/wIAAAAAgERk+pehAAAAAAAQQBbd+gsAAAAAABIhC1F/AQAAAABAImT+8F8AAAAAAJAImS/0FwAAAAAAJELmDW4BAAAAACARMndwCwAAAAAAiZC5AlsAAAAAAEiEbH0zCgAAAACARMjW/NEiY17x6p6v5XnfjOzu0TGFNu+bAQAAAEiAbNVHFQaGL6rf+2I+/mP/2V2/G8Xvdv3u6H/eIwQ5c/7pP7urWj7JnD76zp6j7/Qn9mVXtbzr/HuMHXnlvIGrZY6+08/7WbRF6O3GYPL8e7zrAQAAAKRB5vBShYHh8+r3Pp+L/9h/dlf9aL43KWXG6eLctedsZ//ZxGv6nK+cN8R+nJO/Ui0f91KO/rOJiTRG395DNA5BZ31seuyFYLuNn3/v7f78txIAAEBZIbN7Innm+lnhavXt62hO9ducteyesx1534UEhs+rY9uj+Y+Tr/yHwX797K56NXuXd1V3a/j2qPrs29XJKvjqbo0nYn/Y/Qp64VG/jV4wPk5s2wIAAABSIbO6I5jJBStndzy5YCVnkwbDmeqTZx7Gf7x+dtcHavoM6l9Vd49yLHW2jWuFeduXh90vV3ePPux+GW0/547soW8zWsQdsV4/+/KfDHj66J9O/uo6feWsGXbFP4W9p7E5HxpGOVdITAcAAACkQ2ZxhUl6784w+uveuzOMeaRBf6b65JkH8R/7vtr1gZo+g/ot7or2qzaedeZ+X86wKtG3PviKUYmq+77Cr9v+dJJlR31ihQ+6X6Y3QtsHRBO51G/tObrrAzWt6djt9qD7ZfS5rrD6Tyff6osvWP1V24P09xQAAAAQiWzR4mPQ2T+J+/3O/kn2DNKw+MmR336iif+oaNp1cijz1eZpX4bePNJ+h74jF08Se8eYR9P+En4t0Cb02e58/duXTja9dHJoUdP+Em4rwXa78/Vv31TkpgUAAACAGByiXYz7KTdm+uRIsvuRR9rvWBb5Ztu1hyGwfO7Lna9/S9+2poss0cZsp2l/6eTQxZOcO0usMyHXoTfpe3rx6/Y7pGIRdNGy18/+uBw0CwAAQDnDLdpFi29oSpf3jeNF0YQ88dLXi2Lmz92+aNpf2tN00TL05pGmN480XUR159eLi2RFq2l/6Uj7RbK45K1oEzvLfT2BRBtvjSTORlv1dRbGCQAAAADx8Io291w8eTRejS1+coSUKG85W2iVWXykFw0LD715pP2TuF/JoeOLJ4/uQj7m2hfm6G7coxyjvskqWoJ4QZylMXkAAABAJIUhWkUTuzxFw7Dc9xQVTSJr2TwRv/9KlKoM0dIqTp6KNjZb3IvoR9qOixNt3Ou01oabtQAAALkh/6IlClk2Q2/SlYBvOhaqJ2LFd/y+bGI7LyZK25gsGTd0E9X5yXa0Es59REvtwiIXcY+Wcz0MiwMAAAASkX/RAgAAAEAJI1u0+AEAAAAAkAgQLQAAAABIiGzR6gcAAAAAQCJAtAAAAAAgISBaAAAAAJAQ2aJ1EwAAAAAAiZAt2QMAAAAAAEiEzLQRAQAAAABAImQTCw4AAAAAACRC9v+67wEAAAAAIBEyKllmzf6k80AgEJwVRyDfm1AWgXbOTcqtnaXYXxBtSaXyn/5PvjcBUnYdU74C7ZyblFs7g2ghQtlb8y+//NNgzelv8r0h5Z5y65jyFWjn3KTc2hlEC+HN3sPv/I9/u3pK7WzSrP7xqirfm1PWKbeOKV+Bds5Nyq2dQbQQ7vyk9n81KFT9Bt+VJc+Q0Tdm8d8zwW8tbym3jilfgXbOTcqtnUG0EEgRpNw6pnwF2jk3Kbd2BtFCIEWQcuuY8hVo59yk3NoZRAuBFEHKrWPKV6Cdc5Nya+fiFe1M4/GmViP/+8aBuuPvHzjeoqIo1bn3GzUZfyAEkr/wn6jW1vrEiSDqUNe01CmszImx84VNC34KLrHy2BqsrfWJOUvjFONtZ03LgXiHozqHG5zohTQtzKarH9BrWg6cm6Eoa2t9CzxMSEaMePSKJjEH84H6AX1WtknKFKloZxq5OgXUfegVTbQOwjhQdxyOckhxR+/kOVGNA3X1A63nmlqN+MgnOnqKLoBzMxTNE/T1nJthTU0Ygrny4+/XKWbwuyVzLcvbzqgF6gf0iQacaTz+fp1iRp9ozJlG1NXE/IpfgGiZEWjnxDwlJFox+5tqpBUtOuGZvwDjQB2tufGRTbvoJn0MgdNUnfkAAArdSURBVBRR+E5UvaKpTmFVnWtqPEdeX840cp4j52Y4LlKREpKJluKuaMtItDjcVyoUBaIVHxBt5pFQtKyLSoqiGG3NNivtEC+ZHgFSVuE5UVFRZaUPZr5/gPOuinGg7twMEjOaQDsXxImWfrVagkPHnO1M7jgndYoZ9gX9gePvN54D0XIn3XaOHbqJwzjW+Vtb6wv6CCwy0RKJXbOrzsUvyZnvxi7tW+PjyXUKK6vwhUCKI5wnql7RVFfPqGibWo1EzXpuhnbz9dxAa318SJl+czfde7RlVdHiyxpiJIAM7l6gok0WcSMHfAcV7t6JKquwbxEWr2h5xpBRYvelEv0IeSEPgRRdjKtB9kSVYkAVHzpGh7pe0RQ77I3W2AUl7v2NA3W0G6szjeRFZ5oVbamJlrOd49Vq4nZ1o4bz5vf7iTKL1pggWmY425kea2s9ZxFF78yJ4UyeoqsgImJ/U47kouUbYYi3vrX1XEtjfYsKdSWalgOxEbOZAh9egED4YlpLco8WFbLE84Dxq0zWKA5ahHnpmc49Wtrt3tI4s/jamQz3PVpSronX8SaCgTR6krezpuXAuRmOpmYcz7T7hlyPJhRGxBxXqUZC0SLFouEy5nvxLy3EnYqfCmlRJS6Ckn0pCAIpyFjWua+I9fSKNl62WhMjwxy3S7ju4yYTLfvqtk4x0EgUE4XZwaUaznbmvP8q/HylqAd5yjh8x3M88Y6adVgy1Ut/GAo9xJPdTc1Kku1vOpG8ouUeB46LVnWuRRXrIBJ3yBk3zzP5dAgk97G7QpzTiXPBmrj/qmlJlJjkjcNYlzTTyK6xRFS0sR/xzTCihisZ0fK1cyKalgP1TZy3A4We5YGKlh7BdqYVpnpFk9CAcJE8dZz8uEo9uRBtsutK5k0RuEcLKeqsepKKlqKo+I1DsmPCTznVD+jJJxuIv8BAm433YSji4SnWsF7JiJavnSkq3rbkxQr/0zdQ0QqHt53Ja8R4VOf4m7pIRCt0XKWbPFe0FEXRRBt/ZgGOe0jxZs2bTLRsxaLQHstkDHISz5uIGDqmnUHEnRr2l+iKN5ztHBs65ujQ8S3YlsZkw8swkEaGs51V5/hLf3QhmDhEE88HFEUFxXf+ZhL4W8cQSJbj8ofzvQllEWjn3KTc2lmK/QXRQiBZjnezvDqmfAXaOTcpt3aWYn9BtBBIluMPRvK9CWURaOfcpNzaWYr9BdFCIFlOIFReHVO+Au2cm5RbO0uxvyBaCCTLCYXLq2PKV6Cdc5Nya2cp9hdEC4FkOZHy6pfyFmjn3KTc2lmK/QXRQiAQCAQiYUC0EAgEAoFIGBAtBAKBQCASBkQLgUAgEIiEAdFCIBAIBCJhQLQQCAQCgUgYEC0EAoFAIBIGRAuBQCAQiITJvmhD4cg1jfHzzgf1FyYBAAAAoGD5vPPBNY1R6r9+lX3Rdql0V8YMa55gFAKBQCCQAs6aJ3hlzNCl0qXrUFHJvmg/vjwdoP/vB4ODg4ODg17vJueLYDCY2iZDIBAIBJKlBIKRjy9PS/oR2Rdt/YXJaDRKThkcHKQikYGBgfn5hWiUQi8oKjIwMDA2Nnbjxg23x53aVkMgEAgEko1Eo9H6C5OSfkQuRHv79u1IJKzTG81mWzRKoRdbW1Gd3qhSqTY3N2/evOlyuVLbcAgEAoFAMk6JiHZgYCAcDkUiYSoSoahINEpFo9TWVnRrK9rf39/X19fX19ff35/ahkMgEEiSmPsa6pq1yWdq6DOnux5tM2Nh1gRIgadERHvz5s1wKBgOhyLhMBUJM1xrMZt1KysgWkjpx9zXUBcL0Wtrm2PT6P2ztpk+W2I+9rxMEZj7GlizJObh3AzubaOHtUlJlkqyv0kNmJVom1ktwYgI0QqsJ+bVxNtYtMk/GZJGeM4X4m3mUd2spQRPnxIRbX9/v3pWJ0xfXx9rTfNf7JGdUKb04WksAoHkJkSlk/Ciua8h0UHXERPrGpqbG5ii5eu36aow9zU0NDRwuDhmBI7NSHw2uUX0pdmbJLwU3/7GliAWzmYSbudLQ5822UwiZom1Btl1x/ZS25x4DclyOM8XWgjR0uYgTx/GoiUi2r6+vmBgMxQMhELBcIioa6lEXQuihZRT4taj9cccZak40dLeQatmzcy5NBY0oxcSEDpDtGKWoriLRikLvoTPiY/j/rRY2c1txeTrYe8ZDB1LF6HzJZa4aLXN9MKVPNwYS5aIaK9cuZK0or1y5QpjPSdk8ez5Yp6iKEp5gjEBeTWWE0pihsQcEEghhugNeMTFKVqOgViK1YUwRjK5Vs3cjESlwF3P8m0Sx1LcK6Dvp8AWZSssQ/Loz9zX0NzX19DQ19fMqdpk69E219U1NDTUNWtpQ5OcI5SQjCN0vpCzcA6w4CnMw7hERKtUKjf9/sCmn17XhiKxujYSjVJKJbsOJctT5Qm6Xk8oOctXqGghRRB8zgtUiAIP4DB6EaLzoY0FMy7nOa/9GR/HYXHWJ9PfZi3FJVpmxZ3sY7IR9mg6h/RQs8Te5Fax8Hq0zc3NzXXNzc1cUoXSNtsRPF8SEzmvcUr/Hq1CoUha0SoUCtaaCGsSxSpRsqKpZPUKooUUepg3jlIXLd/VObkAy20cBSUxjbHC1IeO+ZfiuxfLHNrLehJS5C3n8eUOewBdzHq0zXXN2rhOoaLNQcRWtBxHF21m+kFZIqLt7Oz0e71+n2/T70N1bTAQCAWJujYS6ezsZK2JLlre0WA0fozeBtFCCjpM6wj5UJRoGZ5lBj9lzBpsFrj9yz+oS1+TiKUEn3iS/qlcvuqGfl1AlqncG8y9HnNfM28hjJYC0WY5Sa8fEy429zUwH3bnO1pLRLQdHR1JK9qOjg7WmhhDxwmDKk+cUFIUNf/FF0rGnCBaSMGGs+gjOgumd1jlI/kwJduz9PDfkeLaDNo0ATnSV8W5VGIizwcJjTFnO/Eqk7E7sb6YowZFQ8hcC/AOd4NocxmB8yUWxlPH3GM8JVnRnj9/3uvx+DyeRF3r9wc2cV0bDIdD58+fZ68q9qxTolhNPPiEkhhRPqHkWAQCKZwwu3XSg4xunFmbEl+IoVdW/N8ApdW8jLu1XJtBfiSXTrg3iWMp7M/kHyThXdrYh9N6XJFfjkp1PUinXMMJMHQsRTjOF1pYo8t1XMcjbdkSEe2XX36ZtKL98ssvU9twCKTsI2bstdz+aoLAl3ViXTTXqALnSIO49UBFW/QpEdGeOnXK43J53W6vx+3zeHxer9/npde1gVOnTqW24RBIuQc8C4FkISUi2vfFJbUNh0AgEAgk45SIaCEQCAQCKcwUpWgbWqc9/lC62wOBQCAQSO7i8YcaWovtP37vGdH3jZsCwUgUAoFAIJACTiAY6Rs3yYf16TpUVLIv2s1guHNI9/Hl6foLkwAAAABQsHx8ebpzSLcZDKfrUFHJvmghEAgEAoHggGghEAgEApEwIFoIBAKBQCQMiBYCgUAgEAkDooVAIBAIRMKAaCEQCAQCkTAgWggEAoFAJAyIFgKBQCAQCQOihUAgEAhEwoBoIRAIBAKRMCBaCAQCgUAkDIgWAoFAIBAJA6KFQCAQCETCgGghEAgEApEwIFoIBAKBQCQMiBYCgUAgEAkDooVAIBAIRMKAaCEQCAQCkTAgWggEAoFAJAyIFgKBQCAQCQOihUAgEAhEwoBoIRAIBAKRMCBaCAQCgUAkDIgWAoFAIBAJ8/8BUqm7Lt8jN+MAAAAASUVORK5CYII=" border="0" onload="return imgzoom(this,600);"/>

  判断路径或文件

    os.path.isabs(...)      # 判断是否绝对路径

    os.path.exists(...)     # 判断是否真实存在

    os.path.isdir(...)       # 判断是否是个目录

    os.path.isfile(...)       # 判断是否是个文件

  注意:   把两个路径合成一个时,不要直接拼字符串,而要通过os.path.join()函数,这样可以正确处理不同操作系统的路径分隔符。在Linux/Unix/Mac下,os.path.join()返回这样的字符串:    part-1/part-2

Try

      而Windows下会返回这样的字符串:  part-1\part-2

 import os
 import shutil
 
 file_dir = "D:\\Python_os\\os"                          # 注意 \\ ;windows 下是这么表示的;Linux 和 Mac 是 /
 file_name = "test.txt"
 file_abs = os.path.join(file_dir, file_name)            # os.path.join(...) 表示路径链接
 
 
 '''判断路径或文件'''
 print (1,os.path.isabs(file_dir))                       # 判断是否绝对路径
 print (2,os.path.isabs(file_name))                        
 print (3,os.path.isabs(file_abs))                        
 print (4,os.path.exists(file_abs))                      # 判断是否真实存在
 print (5,os.path.exists(os.path.join(file_dir,"xxx")))                
 print (6,os.path.isdir(file_dir))                       # 判断是否是个目录
 print (7,os.path.isdir(file_abs))        
 print (8,os.path.isfile(file_dir))                      # 判断是否是个文件
 print (9,os.path.isfile(file_abs))        

     运行结果:  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" border="0" onload="return imgzoom(this,600);"/>

  路径名、文件名分隔

    os.path.split(...)            # 分隔目录和文件名/文件夹名         

    os.path.splitdrive(...)        # 分隔盘符(windows系统)     

    os.path.splitext(...)           # 分隔文件和扩展名

      运行结果:  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" border="0" onload="return imgzoom(this,600);"/>

      这些合并、拆分路径的函数并不要求目录和文件要真实存在,它们只对字符串进行操作。

  工作目录及创建文件夹操作

    os.path.getcwd()      # 获取当前工作目录

    os.path.chdir(...)      # 改变工作目录

    os.path.listdir(...)     # 列出目录下的文件

    os.path.chdir(...)      # 创建单个目录        注意:创建多级用 os.makedirs()

    os.path.listdir(...)     # 创建多级目录

 import os
 
 file_dir = "D:\\Python_os\\os"    
 
 print (os.getcwd())                                # 获取当前工作目录
 os.chdir(file_dir)                                 # 改变工作目录
 print (os.getcwd())    
 print (os.listdir(file_dir))                       # 列出当前工作目录的所有文件 Python2 不支持 os.listdir()    Python3 会列出当前工作目录下的所有文件      
 os.mkdir("test_mkdir")                             # 在当前工作目录下创建文件夹 test_mkdir;注意不可存在相同文件夹,不然会报错
 os.makedirs("test_mkdir\\test1")
 os.chdir(".\\test_mkdir")                          # . 表示本级目录; .. 表示上级目录
 print (os.getcwd())    
 for i in range(2,6):                               # 使用for循环等,可方便的创建多个文件夹
     dir_name = "test" + str(i)
     os.mkdir(dir_name)    

     在执行了上述实例代码后,os 文件夹中新建了空的 test_mkdir 文件夹,而 test_dir 文件夹下也新建出了 test1 至 test5 的空文件夹

       

    创建文件夹可能会出错,原因具体有:(1) path 已存在时(不管是文件还是文件夹)  (2) 驱动器不存在  (3) 磁盘已满  (4) 磁盘是只读的或没有写权限

  删除文件夹/文件

    os.rmdir(...)            # 删除空文件夹                     注意:必须为空文件夹  如需删除文件夹及其下所有文件,需用 shutil

    os.remove(...)                   # 删除单一文件

    shutil.rmtree(...)               # 删除文件夹及其下所有文件

    在上方示例的文件夹基础上,操作删除 test1 文件夹 (空文件夹可用 os.rmdir() ),删除 test_mkdir 及其下所有文件();示例代码如下

 import os
 import shutil
 
 file_dir = "D:\\Python_os\\os"                    
 
 ''' 删除文件/文件夹 '''
 os.chdir(file_dir+"\\test_mkdir")                    
 print(os.getcwd())                                    # 确保当前工作目录
 print(os.listdir(os.getcwd()))                        # 查看当前文件夹下所有文件    
 os.rmdir("test1")                                     # 删除 test1 文件夹(空文件夹)
 print(os.listdir(os.getcwd()))    
 os.chdir("..\\")
 print(os.getcwd())                                    # 切换到上级目录
 print(os.listdir(os.getcwd()))
 shutil.rmtree("test_mkdir")                           # 删除 test_mkdir 及其下所有文件

     可见运行结果如下;产生异常的可能原因:  (1) 路径不存在 (2) 路径子目录中有文件或下级子目录(os.rmdir) (3) 没有操作权限或只读

        

     只是删除单一文件,则用   os.remove("test.txt")   即可;产生异常的可能原因:  (1) 文件不存在   (2) 对该文件没有操作权限或只读。

     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" border="0" onload="return imgzoom(this,600);"/>

  重命名

    可对某一文件或文件夹重命名   os.rename(oldfileName, newFilename)  

    在os文件夹中新建文件夹 test,文件 test.txt    

 ''' 重命名文件夹/文件 '''
 os.chdir(file_dir)
 print(os.listdir(os.getcwd()))
 os.rename("test","test1")    
 os.rename("test.txt","test1.txt")                # 重命名,注意需要带扩展名
 print(os.listdir(os.getcwd()))

    可见运行结果如下;产生异常的可能原因:  (1) oldfilename 旧文件名不存在(文件须带扩展名)   (2)newFilename 新文件已经存在

    

    注意:新文件的扩展名不能遗漏,理论上需要保持类型一致;但这也不失为改文件类型的一种方式(相当于直接改文件的扩展名)