01-07. 装饰器&偏函数与作用域与异常处理与文件读写04

当程序遇到问题时不让程序结束,而越过错误继续向下执行。

try-except-else

精准的错误类型判断

格式:

try:

语句t

except 错误码 as e:

语句1

except 错误码 as e:

语句2

……

except 错误码 as e:

语句n

else:

语句e

注意:else语句可有可无。

作用:用来检测try语句块中的错误,从而让except语句捕获错误信息并处理。

  1. try:
  2. print(3 / 1)
  3. except NameError as e:
  4. print("没有该变量")
  5. except ZeroDivisionError as e:
  6. print("除数为0了")
  7. else:
  8. print("代码没有问题")
  9. print("*************")
  10. #-->3.0
  11. #-->代码没有问题
  12. #-->*************

使用except而不使用任何的错误类型

try:

语句t

except:

语句e

  1. try:
  2. print(num)
  3. except:
  4. print("程序出现了异常")

使用except带着多种异常

  1. try:
  2. print(5 / 0)
  3. except (NameError, ZeroDivisionError):
  4. print("出现了NameError或ZeroDivisionError")

特殊

01-07. 装饰器&偏函数与作用域与异常处理与文件读写05

错误其实是class(类),所有的错误都继承自BaseException,所以在捕获的时候,它捕获了所有类型的错误,下一个异常语句不再执行。

  1. try:
  2. print(5 / 0)
  3. except BaseException as e: #该句捕获错误,下一个异常2不再执行
  4. print("异常1")
  5. except ZeroDivisionError as e:
  6. print("异常2")

跨越多层调用,main调用了func2,func2调用了func1,func1出现了错误,这是只要main捕获到了就可以处理。

  1. def func1(num):
  2. print(1 / num)
  3. def func2(num):
  4. func1(num)
  5. def main():
  6. func2(0)
  7. try:
  8. main()
  9. except ZeroDivisionError as e:
  10. print("****")

try-except-finally

01-07. 装饰器&偏函数与作用域与异常处理与文件读写05

格式:

try:

语句t

except 错误码 as e:

语句1

except 错误码 as e:

语句2

……

except 错误码 as e:

语句n

finally:

语句f

作用:语句t无论是否有错误都将执行最后的语句f。

  1. try:
  2. print(1/0)
  3. except ZeroDivisionError as e:
  4. print("为0了")
  5. finally:
  6. print("必须执行此语句")
  7. #-->为0了
  8. #-->必须执行此语句

断言

01-07. 装饰器&偏函数与作用域与异常处理与文件读写06

  1. def func(num, div):
  2. assert (div != 0), "div不能为0"
  3. return num / div
  4. print(func(10, 0))
  1. 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)