Python学习 —— 阶段综合练习三

  综合之前文件与文件夹操作的学习,做以下实例练习:(建议先不要看代码,自己先试着写;代码仅供参考,有多种实现方法)

  1. 目录文件遍历(二层目录结构)

    1).  使用之前学习示例的文件夹模拟;print 出对应目录的目录结构,需缩进;a. 第一行print目标目录  b.具体的二层目录结构(一层文件夹后加\),文件加文件名后缀

    2).  不仅print出结果,将上述print的内容保存至当前工作目录下的 dir_demo.txt 文件中,

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" alt="" />  可下载后解压至D盘: http://files.cnblogs.com/files/feeland/Python_shutil.rar

        示例的要求结果如下:

        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" 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" alt="" />

 # !/usr/bin/config python
# -*- coding:utf-8 -*- import os
def listdir(d,f):
d_list = os.listdir(d) # 列出目录下的所有文件和目录
print (d)
f.write(d + '\n') for i in d_list:
filepath = os.path.join(d,i)
if os.path.isdir(filepath): # 如果filepath 是目录,则再列出该目录下的所有文件
print ('\t' + i + '\\')
f.write('\t' + i + '\\'+'\n')
for li in os.listdir(filepath):
print ('\t\t'+li)
f.write('\t\t'+li+'\n')
elif os.path: # 如果filepath是文件,直接列出文件名
print ('\t'+i)
f.write('\t'+i+'\n') demo_dir = u"D:\Python_shutil" with open('dir_demo.txt','w') as f:
listdir(demo_dir,f)

listdir

示例使用 "\t" 表示缩进;注意 file.write() 函数不会自动换行,print会打印换行。

  2. 在 D:\\demo2 文件夹下,创建5个txt文件,名称及txt的内容分别为 test1、test2 ... test5

    1).  判断 D:\\demo2 文件夹是否存在,若存在,清空该文件夹里所有文件 (请务必确保无你需要的文件);若不存在,创建该文件夹

    2).  创建txt文件,示例的要求结果如下:aaarticlea/png;base64,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" alt="" />

 import os,shutil,time

 os.chdir("d:\\")
dir_name = u"demo2"
dir_abs = os.path.join(os.getcwd(),dir_name)
if os.path.exists(dir_abs):
shutil.rmtree(dir_abs)
time.sleep(1) # 删除操作之后最好加个等待时间,不然后续 mkdir 操作可能报错
os.mkdir(dir_name)
os.chdir(dir_abs) for i in range(1,6):
txt_name = "test{0}.txt".format(i)
with open(txt_name,"w") as f:
f.write("test{0}".format(i))

folder&txt

  3. 文件类型判断及移动操作,请将示例文件夹解压至D盘目录下(请确保无相同文件夹)  http://files.cnblogs.com/files/feeland/python_demo_pic.rar

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" alt="" />  解压后文件夹显示

    1).  print 出示例文件夹中所有图片类型的文件名称(.bmp  .jpeg  .gif  .psd  .png  .jpg)

    2).  新建一个文件夹 pic(可确保 D:\\python_demo_pic 无该文件夹),将上述图片文件移至该 pic 文件夹内

        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" alt="" />  pic 文件夹中为移动的图片文件

 import os,shutil

 img_dir = 'D:\\python_demo_pic'
img_ext = (".bmp",".jpeg",".gif",".psd",".png",".jpg") os.chdir(img_dir)
os.mkdir("pic") for i in os.listdir(img_dir):
if os.path.splitext(i)[1] in img_ext:
print i
shutil.move(i, os.path.join(os.getcwd(),"pic"))

ext

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