Python 安装、循环语句、数据类型(一)

一、关于版本的选择

  Should i use Python 2 or Python 3 for my development activity?转载自Python官网

  Short version: Python 2.x is legacy, Python 3.x is the present and future of the language

  Python 3.0 was released in 2008. The final 2.x version 2.7 release came out in mid-2010, with a statement of extended support for this end-of-life release. The 2.x branch will see no new major releases after that. 3.x is under active development and has already seen over five years of stable releases, including version 3.3 in 2012, 3.4 in 2014, and 3.5 in 2015. This means that all recent standard library improvements, for example, are only available by default in Python 3.x.

  可以看出Python 2.X发布最后一个版本之后将不再继续更新。

  适用于Python 2.X的场景:  

  However, there are some key issues that may require you to use Python 2 rather than Python 3.

  • Firstly, if you're deploying to an environment you don't control, that may impose a specific version, rather than allowing you a free selection from the available versions.
  • Secondly, if you want to use a specific third party package or utility that doesn't yet have a released version that is compatible with Python 3, and porting that package is a non-trivial task, you may choose to use Python 2 in order to retain access to that package.

二、Python的基本常识

1、安装

  在Mac上安装Python

  由于Mac自带Python 2.7,因此最好使用homebrew安装Python3.X,这样就避免修改系统自带的Python。

  首先安装Homebre,然后brew install python3安装即可。

  但是使用的时候要注意版本!!!

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" alt="" />

  在Linux上安装Python

  一般的Linux发行版默认自带的也是Python2.X,同样需要下载最新的源码包,然后记得修改环境变量。为了让系统自带的其他软件可以正常使用,因此还需要修改一些配置文件等等,比如常用的yum等等。

  安装好以后记得使用python --version 命令验证版本是否正确。

2、如何编写和运行Python程序

  使用Python的交互式命令行写程序

  使用python命令打开,使用方便,但是不能保存,不过可以在日常测试的时候简单使用。不过记得如果要输入多行的时候要记得敲table键,注意缩进。

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" 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  使用文本编辑器

  比如Notepad++、Sublime Text、Pycham。

  运行时比如pycham可以直接选择“run”按钮,Sublime Text使用F5等等。

  保存文件时要使用“.py”结尾,声明这是一个Python程序文件。

  运行Python程序需要给该文件增加可执行权限

  chmod +x hello.py

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" alt="" />

  不过需要注意的是需要再程序文件里声明解释器,不然会报错。

  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" alt="" />

  还有另一种执行方式,不需要加权限,直接 python hello.py

  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" 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三、Python基础

1.1 数据类型

  整型,int,整数,如1、20、100等;

  浮点数,float,小数,如1.1、100.2等等;

  字符串,str,是以单引号或者双引号括起来的任意文本,如'tom'、"haha“、‘100’;

  布尔型,一个布尔值只有True、False两种值。布尔值可以用and/or/not 运算。

1.1 变量

  变量名必须是大小写字母、数字和_的组合,但是不能以数字开头;

  常用的命名方式,如 name_list 和 Name_List等。

2.1 输入和输出

  Python 2.X

  在Python2.X上又raw_input和input两种函数都有输入功能,但是又存在区别,如下图所示:

  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" alt="" />

  可以看出input默认输入的是变量,因此直接输入tom的时候提示没有定义,必须加上单引号才可以。当输入为str的时候才能正常输出。

  Python 3.X

  在该版本中input默认输入的是字符,因此输入的时候无需加单引号;

  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" alt="" />

  由于默认输入的为字符型,所以又时需要加int转为整型;

  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" alt="" />

  Python 2.X中的input类似于Python 3.X中的eval函数。

  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*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" alt="" />

2.2 实践

  要求输入名字,并打印

#!/usr/bin/env python3
name = input("Please input your name: ")
print(name)

  执行结果

Please input your name: tom
tom

3.1 条件判断if...else

if <条件判断1>:
<执行1>
elif <条件判断2>:
<执行2>
elif <条件判断3>:
<执行3>
else:
<执行4>

  根据Python的缩进规则,如果if语句判断是True,就会执行缩进两行的语句,否则什么也不做。如果if后面有else语句,意思是如果if判断为False,不再执行if的内容,而是去执行else后面的语句。注意不要少写了冒号。如果使用多次判断,可以使用elif。

  if语句执行顺序为从上往下判断,如果在某个判断上为True,把该判断对应的语句执行后,就忽略掉剩下的elif和else。

3.2 实践

  要求输入一个名字和job,如果输入名字为tom,job为cat,那么就输出”You are Tomcat!“

#!/usr/bin/env python3
#__author__ = 'jack'
name = input("Please input your name: ")
job = input("Please input your job: ")
if job == 'cat':
print("You are Tomcat!")
elif job == 'dog':
print("Your are dog.")
else:
print("I don't know ...")
#执行结果
Please input your name: kitty
Please input your job:
I don't know ... Please input your name: dog
Please input your job: dog
Your are dog.

4.1  while循环

  Python 编程中 while 语句用于循环执行程序,即在某条件下,循环执行某段程序,以处理需要重复处理的相同任务。其基本形式为:

while 判断条件:

   执行语句……

  执行语句可以是单个语句或语句块。判断条件可以是任何表达式,任何非零、或非空(null)的值均为true。当判断条件假false时,循环结束。

代码示例:

#!/usr/bin/env python3
i = 0
while i<3:
print(i)
i += 1
#执行结果
0
1
2

  while语句还有两个重要的命令continue、break来跳过循环;continue用于跳过该次循环,break则是用于退出循环。

代码示例:

# continue 和 break 用法

i = 1
while i < 10:
i += 1
if i%2 > 0: # 非双数时跳过输出
continue
print i # 输出双数2、4、6、8、10 i = 1
while 1: # 循环条件为1必定成立
print i # 输出1~10
i += 1
if i > 10: # 当i大于10时跳出循环
break

  循环中使用else语句,else中的语句会再循环正常执行完的情况下执行。

代码示例:

#!/usr/bin/python

count = 0
while count < 5:
print count, " is less than 5"
count = count + 1
else:
print count, " is not less than 5" #输出结果
0 is less than 5
1 is less than 5
2 is less than 5
3 is less than 5
4 is less than 5
5 is not less than 5

4.2 实践

  要求指定一个lucky number,然后猜,猜对输出bingo!

#!/usr/bin/env python3
luckey_num = 6 while True:
choice = int(input("Please input you want :"))
if choice == luckey_num:
print("Bingo!!!")
break
elif choice > luckey_num:
print("Too bigger!!!")
else:
print("Too smaller!!!")
#执行结果
Please input you want :10
Too bigger!!!
Please input you want :5
Too smaller!!!
Please input you want :6
Bingo!!!

5. for循环

  Python for循环可以遍历任何序列的项目,如一个列表或者一个字符串。代码示例:

for i in range(10):
print(i)
#执行结果
0
1
2
3
4
5
6
7
8
9

  循环打印列表,代码示例:

#!/usr/bin/python

fruits = ['banana', 'apple',  'mango']
for index in range(len(fruits)):
print('当前水果 :', fruits[index]) print("Good bye!")
#执行结果
当前水果 : banana
当前水果 : apple
当前水果 : mango
Good bye!

6. list和tuple

  Python内置的一种数据类型是列表:list。list是一种有序的集合,可以随时添加和删除其中的元素。

  比如打印所有的动物,就可以用一个list表示,代码示例参考5for循环。

6.1 list的基本操作

  append  添加

  clear    清空

  copy    复制

  count   统计元素

  extend   扩展

  index   索引

  insert   指定索引插入

  pop    删除最后一个元素

  remove  删除指定元素

  reverse  翻转

  sort    排序,支持数字、字母,但不支持混排

  zoo.append()添加一个元素到zoo;

  aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQkAAAAxCAYAAADJNlwQAAAMF2lDQ1BJQ0MgUHJvZmlsZQAASImVlwdUk8kWx+crKYSEFoiAlNCbIL1K70VAOtgISYBQQggEFXtZVHAtqIhgRVdFFFwLIIuKiGJbBHtfEFFZWRcLWFB5kwL6fG/PO2/Ome/75c69d/4zmfnODACK9iyBIAtVAiCbny+MCvRhJiQmMUl/ADLQAATABK4sdp7AOzIyDPxjGb4NEPH7hqU41z/7/deizOHmsQFAIiGncPLY2ZCPA4BrsgXCfAAIndBuMCdfIOZ3kFWFUCAARLKY06SsJeYUKVtLfGKifCH7AUCmsljCNAAUxPmZBew0mEdBANmaz+HxIe+C7MFOZ3Egd0OelJ2dA1mRCtk05bs8af+WM2U8J4uVNs7SsUgK2Y+XJ8hizfs/p+N/l+ws0Vgf+rBS04VBUeIxw3k7kJkTKmaoHWnmp4RHQFaBfJHHkfiL+X66KChW5j/AzvOFcwYYAKCAw/ILhQznEmWIMmO9ZWzLEkpioT8azssPjpFxijAnSpYfLeDm+UePcTo3OEyWcxU/K3yMd6TyAoIhw5WGHi9Mj4mX6kTbCnhx4ZAVIHfmZUaHyvwfF6b7ho/5CEVRYs2GkN+lCgOipD6Yenbe2LgwKzZLokEdsld+ekyQNBZL4OYlhI1p43D9/KUaMA6XHyvTjMHV5RMliy0SZEXK/LEd3KzAKOk8Y0fyCqLHYq/nwwUmnQfsSQYrJFKqHxsW5EfGSLXhOAgDvsAP7iARrCkgB2QAXsdAwwD8JW0JACwgBGmACyxllrGIeEkLHz6jQSH4CxIX5I3H+UhauaAA2r+MW6VPS5AqaS2QRGSCZ5CzcU3cA3fDw+DTC1Zb3Bl3GYtjKo71SvQn+hGDiAFEs3EdbKg6C1Yh4P2n7Vsk4Rmhi/CEcIvQTbgHQmErF45ZrJA/PrI48FSSRfZ7Nm+Z8AflTDAVdMO4ANnoUmB0/5gPbgxVO+A+uDvUD7XjDFwTWOL2cCTeuCccmwO0fq9QNK7i21z+2J9Y3/djlNkVzBUcZCpSxvX7jnv9mMX3uzniwHfoj57YKuwY1o6dxS5hzVgDYGJnsEbsKnZKzOMr4alkJYz1FiXRlgnz8MZ8rGus+60//0fvLJkCoeT/BvncufniDeGbI5gn5KWl5zO94ReZywzms60mMW2tbRwAEH/fpZ+PtwzJdxthXP5my20BwKUYGtO+2VgGAJx8BgB9+JvN4A3cXusBONXJFgkLpDZc/CAAClCEO0MD6AADYArHZAscgRvwAv4gBESAGJAIZsFZTwfZUPUcsAAsBUWgBKwHm0EF2An2gAPgMDgKGkAzOAsugCugE9wCD+Da6AMvwSAYBiMIgpAQGkJHNBBdxAixQGwRZ8QD8UfCkCgkEUlG0hA+IkIWIMuREqQUqUB2I9XIr8hJ5CxyCelC7iE9SD/yBvmEYigVVUW1UWN0MuqMeqOhaAw6E01Dc9FCdAW6Fi1Hq9BDaD16Fr2C3kK70ZfoEAYweYyB6WGWmDPmi0VgSVgqJsQWYcVYGVaF1WJN8L++gXVjA9hHnIjTcSZuCddnEB6Ls/FcfBG+Bq/AD+D1eBt+A+/BB/GvBBpBi2BBcCUEExIIaYQ5hCJCGWEf4QThPNxRfYRhIpHIIJoQneDeTCRmEOcT1xC3E+uILcQuYi9xiEQiaZAsSO6kCBKLlE8qIm0lHSKdIV0n9ZE+kOXJumRbcgA5icwnLyOXkQ+ST5Ovk5+TR+SU5IzkXOUi5Dhy8+TWye2Va5K7JtcnN0JRpphQ3CkxlAzKUko5pZZynvKQ8lZeXl5f3kV+mjxPfol8ufwR+YvyPfIfqSpUc6ovdQZVRF1L3U9tod6jvqXRaMY0L1oSLZ+2llZNO0d7TPugQFewUghW4CgsVqhUqFe4rvBKUU7RSNFbcZZioWKZ4jHFa4oDSnJKxkq+SiylRUqVSieV7igNKdOVbZQjlLOV1ygfVL6k/EKFpGKs4q/CUVmhskflnEovHaMb0H3pbPpy+l76eXqfKlHVRDVYNUO1RPWwaofqoJqKmr1anNpctUq1U2rdDIxhzAhmZDHWMY4ybjM+TdCe4D2BO2H1hNoJ1ye8V5+o7qXOVS9Wr1O/pf5Jg6nhr5GpsUGjQeORJq5prjlNc47mDs3zmgMTVSe6TWRPLJ54dOJ9LVTLXCtKa77WHq2rWkPaOtqB2gLtrdrntAd0GDpeOhk6m3RO6/Tr0nU9dHm6m3TP6P7JVGN6M7OY5cw25qCell6Qnkhvt16H3oi+iX6s/jL9Ov1HBhQDZ4NUg00GrQaDhrqGUw0XGNYY3jeSM3I2SjfaYtRu9N7YxDjeeKVxg/ELE3WTYJNCkxqTh6Y0U0/TXNMq05tmRDNns0yz7Wad5qi5g3m6eaX5NQvUwtGCZ7HdomsSYZLLJP6kqkl3LKmW3pYFljWWPVYMqzCrZVYNVq8mG05Omrxhcvvkr9YO1lnWe60f2KjYhNgss2myeWNrbsu2rbS9aUezC7BbbNdo99rewp5rv8P+rgPdYarDSodWhy+OTo5Cx1rHfidDp2SnbU53nFWdI53XOF90Ibj4uCx2aXb56Oromu961PVvN0u3TLeDbi+mmEzhTtk7pddd353lvtu924Ppkeyxy6PbU8+T5Vnl+cTLwIvjtc/rubeZd4b3Ie9XPtY+Qp8TPu99XX0X+rb4YX6BfsV+Hf4q/rH+Ff6PA/QD0gJqAgYDHQLnB7YEEYJCgzYE3QnWDmYHVwcPhjiFLAxpC6WGRodWhD4JMw8ThjVNRaeGTN049WG4UTg/vCECRARHbIx4FGkSmRv52zTitMhpldOeRdlELYhqj6ZHz44+GD0c4xOzLuZBrGmsKLY1TjFuRlx13Pt4v/jS+O6EyQkLE64kaibyEhuTSElxSfuShqb7T988vW+Gw4yiGbdnmsycO/PSLM1ZWbNOzVaczZp9LJmQHJ98MPkzK4JVxRpKCU7ZljLI9mVvYb/keHE2cfq57txS7vNU99TS1Bdp7mkb0/rTPdPL0gd4vrwK3uuMoIydGe8zIzL3Z45mxWfVZZOzk7NP8lX4mfy2HJ2cuTldAgtBkaA71zV3c+6gMFS4Lw/Jm5nXmK8KjzpXRaain0Q9BR4FlQUf5sTNOTZXeS5/7tV55vNWz3teGFD4y3x8Pnt+6wK9BUsX9Cz0Xrh7EbIoZVHrYoPFKxb3LQlccmApZWnm0t+XWS8rXfZuefzyphXaK5as6P0p8KeaIoUiYdGdlW4rd67CV/FWday2W7119ddiTvHlEuuSspLPa9hrLv9s83P5z6NrU9d2rHNct2M9cT1//e0NnhsOlCqXFpb2bpy6sX4Tc1PxpnebZ2++VGZftnMLZYtoS3d5WHnjVsOt67d+rkivuFXpU1m3TWvb6m3vt3O2X9/htaN2p/bOkp2fdvF23d0duLu+yriqbA9xT8GeZ3vj9rb/4vxL9T7NfSX7vuzn7+8+EHWgrdqpuvqg1sF1NWiNqKb/0IxDnYf9DjfWWtburmPUlRwBR0RH/vw1+dfbR0OPth5zPlZ73Oj4thP0E8X1SP28+sGG9IbuxsTGrpMhJ1ub3JpO/Gb12/5mvebKU2qn1p2mnF5xevRM4ZmhFkHLwNm0s72ts1sfnEs4d7NtWlvH+dDzFy8EXDjX7t1+5qL7xeZLrpdOXna+3HDF8Ur9VYerJ353+P1Eh2NH/TWna42dLp1NXVO6Tl/3vH72ht+NCzeDb165FX6r63bs7bt3Ztzpvsu5++Je1r3X9wvujzxY8pDwsPiR0qOyx1qPq/4w+6Ou27H7VI9fz9Un0U8e9LJ7Xz7Ne/q5b8Uz2rOy57rPq1/YvmjuD+jv/HP6n30vBS9HBor+Uv5r2yvTV8f/9vr76mDCYN9r4evRN2vearzd/87+XetQ5NDj4ezhkffFHzQ+HPjo/LH9U/yn5yNzPpM+l38x+9L0NfTrw9Hs0VEBS8iSHAUwWNHUVADe7AeAlgjPDvAeR1GQ3r8kBZHeGSUE/omldzRJcQRgvxcAsUsACINnlB2wGkGmwrf4+B3jBVA7u/EqK3mpdrbSXFR4iyF8GB19qw0AqQmAL8LR0ZHto6Nf9kKx9wBoyZXe+8SFCM/4u8zFdG2KxhLwQ/kX3vlrYKvNQnoAAAAJcEhZcwAAFiUAABYlAUlSJPAAAAJvaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA1LjQuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+MTQ0PC90aWZmOlhSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpZUmVzb2x1dGlvbj4xNDQ8L3RpZmY6WVJlc29sdXRpb24+CiAgICAgICAgIDx0aWZmOlJlc29sdXRpb25Vbml0PjI8L3RpZmY6UmVzb2x1dGlvblVuaXQ+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KzyLdDAAAEQpJREFUeAHtXQtcFFUXP6xYlmQQW5tGgoiPUBFfQOITzSRRU8tH0aeZiJqv0kTNX/n19dPqZ1paSZR+JSral+Y7S3xWvk0jIwgCApS3grgsr+V8d2b2NcvO3V1YlgXu/H6wM/ece+45/3Pm7J27M3MAANDsn4scBw0agv17epjnNZLnquiAw0JCsL9fd6v7mtXLaCyO3+OJPjhq1Ej0cG9rl/EkdXQ0zDyGYkk14oq5YWJczOrpgsFDh+DAoEBsawJvSfttzuuCvQcMwCFEF/e2FsSsheM3RLz0DR6GgwJ6inHW6GPv84E2Hk1PI7/aDnAjwSZBYjz2xdtrWDgW3r6NZaoKrCzNQX8vV+YXCxMIi1UhVp00QJAPtjVLBOTeMHPCCJBhDfx04ggkp+U0SzOZUQ2HAEsSDYctk8wQaBYIyJqFFc3QCI/OXSEk0KdJ*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" alt="" />

  zoo.copy()copy到另一个list;

  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" alt="" />

  zoo.clear()清空该list;

  aaarticlea/png;base64,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" alt="" />

  zoo.extend()扩展,可以把两个list合并;

  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" alt="" />

  zoo.count()统计元素个数;

  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" alt="" />

  zoo.index()输出某个元素的索引;

  aaarticlea/png;base64,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" alt="" />

  zoo.insert()在指定索引插入一个元素;

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" alt="" />

  zoo.pop()删除最后一个元素;

  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" alt="" />

  zoo.remove()删除指定元素;

  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" alt="" />

  zoo.sort()排序,不过在Python 3.x里不能数字字母混排;

  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" alt="" />

  zoo.resverse()翻转;

  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" 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  切片,类似于字符的切片。

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" alt="" />

6.2 tuple

  另一种有序列表叫元组:tuple。tuple和list非常类似,但是tuple一旦初始化就不能修改

list和tuple是Python内置的有序集合,一个可变,一个不可变。根据需要来选择使用它们。

四、文件I/O

1. 1 open函数

  如果要读写文件,必选先用Python内置的open()函数打开一个文件,创建一个file对象,相关的辅助方法才可以调用它进行读写。

file object = open(file_name [, access_mode][, buffering])

  各个参数的细节如下:

  • file_name:file_name变量是一个包含了你要访问的文件名称的字符串值。
  • access_mode:access_mode决定了打开文件的模式:只读,写入,追加等。所有可取值见如下的完全列表。这个参数是非强制的,默认文件访问模式为只读(r)。
  • buffering:如果buffering的值被设为0,就不会有寄存。如果buffering的值取1,访问文件时会寄存行。如果将buffering的值设为大于1的整数,表明了这就是的寄存区的缓冲大小。如果取负值,寄存区的缓冲大小则为系统默认。

1.2 不同模式打开文件的完全列表:

r	以只读方式打开文件。文件的指针将会放在文件的开头。这是默认模式。
rb 以二进制格式打开一个文件用于只读。文件指针将会放在文件的开头。这是默认模式。
r+ 打开一个文件用于读写。文件指针将会放在文件的开头。
rb+ 以二进制格式打开一个文件用于读写。文件指针将会放在文件的开头。
w 打开一个文件只用于写入。如果该文件已存在则将其覆盖。如果该文件不存在,创建新文件。
wb 以二进制格式打开一个文件只用于写入。如果该文件已存在则将其覆盖。如果该文件不存在,创建新文件。
w+ 打开一个文件用于读写。如果该文件已存在则将其覆盖。如果该文件不存在,创建新文件。
wb+ 以二进制格式打开一个文件用于读写。如果该文件已存在则将其覆盖。如果该文件不存在,创建新文件。
a 打开一个文件用于追加。如果该文件已存在,文件指针将会放在文件的结尾。也就是说,新的内容将会被写入到已有内容之后。如果该文件不存在,创建新文件进行写入。
ab 以二进制格式打开一个文件用于追加。如果该文件已存在,文件指针将会放在文件的结尾。也就是说,新的内容将会被写入到已有内容之后。如果该文件不存在,创建新文件进行写入。
a+ 打开一个文件用于读写。如果该文件已存在,文件指针将会放在文件的结尾。文件打开时会是追加模式。如果该文件不存在,创建新文件用于读写。
ab+ 以二进制格式打开一个文件用于追加。如果该文件已存在,文件指针将会放在文件的结尾。如果该文件不存在,创建新文件用于读写。
 

1.3 File对象的属性

  一个文件被打开后,你有一个file对象,你可以得到有关该文件的各种信息。

  以下是和file对象相关的所有属性的列表:

属性	描述
file.closed 返回true如果文件已被关闭,否则返回false。
file.mode 返回被打开文件的访问模式。
file.name 返回文件的名称。
file.softspace 如果用print输出后,必须跟一个空格符,则返回false。否则返回true。

  标示符‘r’表示读,这样就成功打开一个文件。

  如果文件不存在,open()函数就会跑出一个IOError的错误,并且给出错误码和详细的信息告诉你文件不存在:

f = open('passwd.txxt','r')
print(f.read())
f.close()
#执行结果
Traceback (most recent call last):
File "/Users/jack/Documents/git/change/Demo/s1/ts1.py", line 3, in <module>
f = open('passwd.txxt','r')
FileNotFoundError: [Errno 2] No such file or directory: 'passwd.txxt'

  如果文件打开成功,接下来调用read()方法可以一次读取文件的全部内容,Python把内容读到内存,用一个str对象表示:

  

f = open('passwd.txt','r')
print(f.read())
f.close()
#运行结果
admin

  最后一步是调用close()方法关闭文件。文件使用完毕后必须关闭,因为文件对象会占用系统的资源,并且操作系统同一时间能打开的文件数量也是有限的:

f.close()

  由于文件读写时都有可能产生IOError,一旦出错,后面的f.close()就不会被调用。所以为了保证是否出错都能正确的关闭文件,因此可以使用try...finally来实现:

file = open('passwd.txt','r')
try:
data = file.read()
print(data)
finally:
file.close()
print(file.closed)
#执行结果
admin
True

  每次这么写有点实在太繁琐,所以可以使用with语句来自动调用close()方法:

with open('passwd.txt') as f:
print(f.read())

  “with”语句对 “f” 文件对象调用在Python中称作“上下文管理器”的方法。也就是说,它指定 “f” 为指向 /etc/passwd 内容的新的文件实例。在 “with” 打开的代码块内,文件是打开的,而且可以*读取。

  然而,一旦Python代码从 “with” 负责的代码段退出,文件会自动关闭。试图在我们退出 “with”代码块后从 f 中读取内容会导致和上文一样的 ValueError 异常。所以,通过使用 “with”,你避免了显式地关闭文件的操作。Python 会以一种不那么有 Python 风格的方式在幕后神奇而静静地替你关闭文件。

  如果文件很小,read()一次性读取最方便,如果文件有几十G,内存就会爆满。所以保险起见,可以反复调用read(size)方法,每次读取size个字节的内容。另外,调用readlines()一次读取所有内容并按行返回list。因此要根据需要决定怎么调用。

  如果是配置文件,调用readlines()最方便。

with open('passwd.txt') as f:
for line in f:
print(line)
#执行结果
admin haha tom jack
with open('passwd.txt') as f:
for line in f.readlines():
print(line)
#运行结果
admin haha tom jack

2.1 写文件

  写文件和读文件时一样的,唯一的区别是调用open()函数时,传入的标示符'w'或者'wb'表示写文本或者二进制文件:

with open('passwd.txt','w') as f:
f.write('zoo')
#运行结果,查看passwd.txt文件
zoo

  需要注意的时候,如果模式为'w',那么就不能同时再读,而且会把该文件内容覆盖。

  如果需要多次写入文件的时候,要记得使用'a'模式,打开一个文件用于追加。如果该文件已存在,文件指针将会放在文件的结尾。

i = 0
while i < 3:
i_name = input("Please input your name: ").strip()
i_passwd = input("Please input your passwd: ").strip()
with open('passwd.txt','a+') as f:
f.write(i_name + ':' + i_passwd + '\n' )
i += 1
#运行结果
Please input your name: tom
Please input your passwd: cat
Please input your name: jack
Please input your passwd: pig
Please input your name: zoo
Please input your passwd: cow
#cat passwd.txt
zoo:cow
tom:cat
jack:pig
zoo:cow
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