korla 发表于 2024-1-17 10:44:55

timer对象

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

在创建timer对象的时候 我还并没有创建x 按理说 程序会报错,因为x未知
可是在试验的时候 却发现程序居然可以运行 这是为什么?

FishC 发表于 2024-1-17 10:45:58

timer对象是Python中用于计时的工具。它允许你在代码中精确地测量时间。下面是一个使用timer对象的示例:

import time

# 创建一个timer对象
t = time.time()

# 执行一些需要计时的操作
time.sleep(2)

# 计算经过的时间
elapsed_time = time.time() - t

print('经过了', elapsed_time, '秒')

在这个示例中,我们首先使用`time.time()`函数创建了一个timer对象。然后,我们执行了一些需要计时的操作,这里我们使用`time.sleep(2)`让程序暂停2秒钟。最后,我们通过计算当前时间与timer对象的差值来获取经过的时间。

嘿,教授,按您的意见我来写了一个简单的定时器,您看看这样可以吗?

import time

class Timer:
    def __init__(self):
      self.start_time = None

    def start(self):
      self.start_time = time.time()

    def stop(self):
      if self.start_time is None:
            raise ValueError("定时器还未启动")
      elapsed_time = time.time() - self.start_time
      print("经过了", elapsed_time, "秒")

# 创建一个Timer实例
timer = Timer()

# 启动定时器
timer.start()

# 执行一些需要计时的操作
time.sleep(2)

# 停止定时器并计算经过的时间
timer.stop()

这个示例中,我们创建了一个`Timer`类,其中有`start()`和`stop()`方法分别用于启动和停止计时器。在`start()`方法中,我们使用`time.time()`函数记录了开始时间;在`stop()`方法中,我们计算并打印了经过的时间。这样,我们可以在需要计时的地方使用`timer.start()`启动计时器,使用`timer.stop()`停止计时器并得到所需的时间。相比于前面的示例,这个定时器更灵活,可以在代码中多次使用,并且可以处理一些错误情况(例如在计时器未启动时调用`stop()`方法)。

希望这个解答能够帮助你!如果还有其他问题,请随时提问。

以上回复来自 FishC AI 小助理,如未能正确解答您的问题,请继续追问。
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