zhangjinxuan
发表于 2022-11-25 09:56:10
lzb1001 发表于 2022-11-25 09:26
还有下面这个,大神再看看,出自http://c.biancheng.net/view/4227.html
我看看?
zhangjinxuan
发表于 2022-11-25 10:04:15
lzb1001 发表于 2022-11-25 09:26
还有下面这个,大神再看看,出自http://c.biancheng.net/view/4227.html
这应该是对的
lzb1001
发表于 2022-11-25 10:06:44
zhangjinxuan 发表于 2022-11-25 10:04
这应该是对的
如何实现?以下方式1并没有实现,请大神指点
需要注意的是:由于Python 原始字符串中的反斜杠仍然会对引号进行转义,因此原始字符串的结尾处不能是反斜杠,否则字符串结尾处的引号会被转义,导致字符串不能正确结束。
例如想表示D:\Program Files\Python 3.8\,下面这样写都将返回语法错误的提示:
>>> str1 = 'D:\Program Files\Python 3.8\'
SyntaxError: EOL while scanning string literal
>>> str1 = r'D:\Program Files\Python 3.8\'
SyntaxError: EOL while scanning string literal
在 Python 中有两种方式解决这个问题:
方式1:不要使用原始字符串,改用长字符串的写法;
>>> str1 = '''D:\Program Files\Python 3.8\'''
(需重启IDLE!!!)
>>> str1 = '''
D:\Program Files\Python 3.8\
'''
>>> print(str1)
D:\Program Files\Python 3.8 # 返回结果缺结尾\
方式2:使用原始字符串,但单独书写反斜杠---这是接下来要重点说明的。
str1 = r'D:\Program Files\Python 3.8' '\\'
print(str1)
先写一个原始字符串r'D:\Program Files\Python 3.8',紧接着又使用'\\'写一个包含转义字符的普通字符串,
也可以这样写:
str1 = r'D:\Program Files\Python 3.8' + '\\'
print(str1)
Python 就自动将这两个字符串拼接在一起,所以上面两种代码输出的都是我们要的结果:
D:\Program Files\Python 3.8\
lzb1001
发表于 2022-11-25 10:08:23
zhangjinxuan 发表于 2022-11-25 09:55
也不行,中间的:\\n 不能实现换行,只有 \n 才可以
对哦,我忘了必须\n才行
mblock
发表于 2022-11-25 10:25:56
阿奇_o 发表于 2022-11-24 21:47
准确来说,取决于 特定程序如何处理 \013即 \r这个"控制字符"。 当然这里的"程序"一般是操作系统的某个 ...
不对吧,你说的那个是 '\015' 那个才是 \r 呢,可以在交互模式输入 '\015'试试
\0开头的转义序列是 8进制数。
\r 的十进制 是 13
八进制是 015
十六进制是 0x0d
mblock
发表于 2022-11-25 10:29:35
\013 是 字符 '\v' 英文是 vertical tab 直译过来是 垂直的制表符(垂直方向的Tab)
另外如果字符 有相应的转义符,推荐直接用转义符更加容易阅读。
hrpzcf
发表于 2022-11-25 10:43:04
阿奇_o 发表于 2022-11-24 21:47
准确来说,取决于 特定程序如何处理 \013即 \r这个"控制字符"。 当然这里的"程序"一般是操作系统的某个 ...
\013 不是 \r,是 \v 哈,\0 开头表示后面的 13 是八进制
zhangjinxuan
发表于 2022-11-25 10:44:03
lzb1001 发表于 2022-11-25 10:06
如何实现?以下方式1并没有实现,请大神指点
需要注意的是:由于Python 原始字符串中的反斜杠仍然会 ...
的确{:10_250:}
zhangjinxuan
发表于 2022-11-25 10:45:07
lzb1001 发表于 2022-11-25 10:06
如何实现?以下方式1并没有实现,请大神指点
需要注意的是:由于Python 原始字符串中的反斜杠仍然会 ...
'''D:\Program Files\Python 3.8\''' 是错的,因为一个 \ 把三引号的其一引号给“吃掉”了,导致三引号无法配对
mblock
发表于 2022-11-25 10:47:12
我自己测试中这个貌似只有类Unix终端实现了这个功能。Windows 10及其以上的系统可能也有,我不知道。我只知道Win10提升了 转义序列的能力,支持了好多ANSI 转义序列。
截图中的都是在 Windows 7 SP1 x64 系统中进行的测试
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zhangjinxuan
发表于 2022-11-25 10:48:10
lzb1001 发表于 2022-11-25 10:06
如何实现?以下方式1并没有实现,请大神指点
需要注意的是:由于Python 原始字符串中的反斜杠仍然会 ...
str1 = '''
D:\Program Files\Python 3.8\
'''
这个 Python 解释器会把三引号中每行后的 \ 给吃掉,这是语法,没什么讲法
zhangjinxuan
发表于 2022-11-25 10:49:14
lzb1001 发表于 2022-11-25 10:06
如何实现?以下方式1并没有实现,请大神指点
需要注意的是:由于Python 原始字符串中的反斜杠仍然会 ...
好了,三个问题了,可以最佳了吗{:10_250:}
lzb1001
发表于 2022-11-25 11:13:57
zhangjinxuan 发表于 2022-11-25 10:49
好了,三个问题了,可以最佳了吗
方式1:不要使用原始字符串,改用长字符串的写法;
那长字符串的写法怎么实现呢?
lzb1001
发表于 2022-11-25 11:15:21
/r对应的应该是13吧,见下图
zhangjinxuan
发表于 2022-11-25 11:15:46
本帖最后由 zhangjinxuan 于 2022-11-25 11:17 编辑
lzb1001 发表于 2022-11-25 11:13
方式1:不要使用原始字符串,改用长字符串的写法;
那长字符串的写法怎么实现呢?
长字符串就是三个单引号啊:
'''
C:\User\aaa\Desktop\
'''
不过这么写会把最后的 \ 吃掉
可以这样写:
'''
C:\User\aaa\Desktop\\
'''
zhangjinxuan
发表于 2022-11-25 11:16:45
本帖最后由 zhangjinxuan 于 2022-11-25 11:20 编辑
lzb1001 发表于 2022-11-25 11:15
/r对应的应该是13吧,见下图
不可能啊,会 C++ 吗,你用 C++实现一下
'\013' 不可能是 '\r' 吧
zhangjinxuan
发表于 2022-11-25 11:32:11
现在好了吗{:10_250:}
mblock
发表于 2022-11-25 11:32:21
lzb1001 发表于 2022-11-25 11:15
/r对应的应该是13吧,见下图
对啊,你看看那个表格,右上角写的什么(十进制)
但是你 \0开头的是8进制不冲突啊
\r == '\015' == 0o15 == 13 == 0x0D
不信试试 ord('\r') == ord('\013')
mblock
发表于 2022-11-25 11:35:58
lzb1001 发表于 2022-11-25 11:15
/r对应的应该是13吧,见下图
转义字符里边也没有十进制的啊。不信试试 '\010' 看看输出是不是 \x08
lzb1001
发表于 2022-11-25 11:54:03
本帖最后由 lzb1001 于 2022-11-25 11:55 编辑
zhangjinxuan 发表于 2022-11-25 11:15
长字符串就是三个单引号啊:
不过这么写会把最后的 \ 吃掉
谢谢大神的解答
用长字符串的话,两种写法如下:
>>> str1 = '''D:\Program Files\Python 3.8\\'''
>>> str1
'D:\\Program Files\\Python 3.8\\'
>>> print(str1)
D:\Program Files\Python 3.8\
或:---注意:这种写法将产生上、下两行空行!!!
>>> str1 = '''
D:\Program Files\Python 3.8\\
'''
>>> str1
'\nD:\\Program Files\\Python 3.8\\\n'
>>> print(str1)
D:\Program Files\Python 3.8\
>>>