content:
1. python的GIL
2. 多线程编程简单示例
3. 线程间的通信
4. 线程池
5. threadpool Future 源码分析
 
===========================
 
一. python的GIL
关于python的GIL,有一位博主写的我觉得真的挺好的,清晰明了通俗易懂。http://cenalulu.github.io/python/gil-in-python/
在这里就不赘述了,但是注意文章中的试验结论是基于python2的。python3中已经有所改进所以文中示例未必能得出当时相同的结论。
但是依旧对我们理解GIL很有帮助。
 
那总结下来什么是GIL呢?
global interpreter lock
python前期为了在多线程编程的时候更为简单,于是诞生了GIL。GIL使得同一时刻只有一个线程在一个cpu上执行字节码,无法将多个线程映射到多个cpu上。也就使得python无法实现真正意义上的多线程。
 
那是不是有了GIL是不是就绝对安全了?我们编码的时候就不需要考虑线程安全了?
并不是,GIL释放的时间可能那时候进程并没有执行完成。
GIL会在适当的时候释放,比如在字节码某特定行数以及特定时间片被释放,也会在遇到io操作的时候主动释放。
 
二. 多线程编程简单示例
想要实现开启线程执行任务,有两种方法,直接用Thread进行实例化,或者自己实现继承Thread的子类。
 
1.通过therad类实例化
这种情况适用于代码量比较少,逻辑比较简单的时候
import time
import threading
def get_detail_html(url):
print("get detail html start")
time.sleep(2)
print("get detail html stop") def get_detail_url(url):
print("url start")
time.sleep(2)
print("url end") if __name__=="__main__":
thread1= threading.Thread(target=get_detail_html,args=("",))
thread2= threading.Thread(target=get_detail_url,args=("",))
start_time=time.time() # thread1.setDaemon()
# thread2.setDaemon() thread1.start()
thread2.start() thread1.join()
thread2.join() print("lasttime :{}".format(time.time()-start_time))
pass
2.通过继承Thread来实现多线程(继承Thread,完成自己的thread子类)
按这种情况来写的话,我们就需要重载我们的run方法。(注意是run方法而不是start)
import time
import threading class thread_get_detail_html(threading.Thread):
def run(self):
print("get detail html start")
time.sleep(2)
print("get detail html stop") class thread_get_detail_url(threading.Thread):
def run(self):
print("url start")
time.sleep(2)
print("url end") if __name__=="__main__":
# thread1= threading.Thread(target=get_detail_html,args=("",))
# thread2= threading.Thread(target=get_detail_url,args=("",))
thread1=thread_get_detail_html()
thread2=thread_get_detail_url()
start_time=time.time() # thread1.setDaemon()
# thread2.setDaemon() thread1.start()
thread2.start() thread1.join()
thread2.join() print("lasttime :{}".format(time.time()-start_time))
pass

以上就能发现,启动了两个线程分别执行了thread_get_detail_url和thread_get_detail_url。

 
三. 线程间的通信
实际上在二中,是在模拟一个简易爬虫的流程。先获取所有我们要爬取的url,然后再对每个url的html页面内容进行获取。那么这就涉及到一个问题了,thread_get_detail_url和thread_get_detail_html之间,需要thread_get_detail_url来的带一个url列表,而thread_get_detail_html也能获取这个url列表去进行操作。
这就涉及到线程间的通信了。
python中常用的线程间的这种需求的通信方式有:

- 全局变量
- Queue消息队列
假设我们现在继续来完成这个爬虫的正常逻辑。

1. 线程间的变量传递

1.1 全局变量
import time
import threading detail_url_list=[] def get_detail_html():
global detail_url_list
if len(detail_url_list)==0:
return
url=detail_url_list.pop()
print("get detail html start :{}".format(url))
time.sleep(2)
print("get detail html stop :{}".format(url)) def get_detail_url():
global detail_url_list
print("url start")
for i in range(20):
detail_url_list.append("htttp://www.baidu.com/{id}".format(id=i))
time.sleep(2)
print("url end") if __name__=="__main__":
start_time=time.time()
thread1= threading.Thread(target=get_detail_url)
thread1.start()
for i in range(10):
thread_2=threading.Thread(target=get_detail_html)
thread_2.start()
print("lasttime :{}".format(time.time()-start_time))
pass

实际上,还可以更方便。将变量作为参数传递,在方法中就不需要global了。

import time
import threading detail_url_list=[]
def get_detail_html(detail_url_list):
if len(detail_url_list)==0:
return
url=detail_url_list.pop()
print("get detail html start :{}".format(url))
time.sleep(2)
print("get detail html stop :{}".format(url)) def get_detail_url(detail_url_list):
print("url start")
for i in range(20):
detail_url_list.append("htttp://www.baidu.com/{id}".format(id=i))
time.sleep(2)
print("url end") if __name__=="__main__":
start_time=time.time()
thread1= threading.Thread(target=get_detail_url,args=(detail_url_list,))
thread1.start()
for i in range(10):
thread_2=threading.Thread(target=get_detail_html,args=(detail_url_list,))
thread_2.start() print("lasttime :{}".format(time.time()-start_time))
pass
但是这样是不能应用于多进程的。
还可以生成一个variables.py文件,直接import这个文件,这种情况变量过多的时候,这种方法比较方便。
但是如果我们直接import变量名,是不能看到其他进程对这个变量的修改的。
 
但是以上的方法都是线程不安全的操作。想要达到我们要的效果,就必须要加锁。所以除非对锁足够了解,知道自己在干嘛,否则并不推荐这种共享变量的方法来进行通信。
 
1.2 queue消息队列
 
a.queue实现上述
import time
import threading
from queue import Queue def get_detail_html(queue):
url=queue.get()
print("get detail html start :{}".format(url))
time.sleep(2)
print("get detail html stop :{}".format(url)) def get_detail_url(queue):
print("url start")
for i in range(20):
queue.put("htttp://www.baidu.com/{id}".format(id=i))
time.sleep(2)
print("url end") if __name__=="__main__":
start_time=time.time()
url_queue=Queue()
thread1= threading.Thread(target=get_detail_url,args=(url_queue,))
thread1.start()
for i in range(10):
thread_2=threading.Thread(target=get_detail_html,args=(url_queue,))
thread_2.start()
b.queue是如何实现线程安全的?
我们并不推荐1.1中直接用全局变量的方法,是因为需要我们自己花精力去维护其中的锁操作才能实现线程安全。而python的Queue是在内部帮我们实现了线程安全的。
queue使用了deque deque是在字节码的程度上就实现了线程安全的
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" alt="" width="382">
 
c.queue的其他方法
get_nowait(立即取出一个元素,不等待)(异步)
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" alt="" width="358">
put_nowait(立即放入一个元素,不等待)(异步)
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" 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join: 一直block住,从quque的角度阻塞住线程。调用task_done()函数退出。
 

2.线程间的同步问题

2.1 线程为什么需要同步?同步到底是个啥意思?
这是在多线程中,必须要面对的问题。
例子:我们有个共享变量total,一个方法对total进行加法,一个方法对加完之后的total进行减法。
如果循环对total进行加减的次数比较大的时候,就会比较明显的发现,每次运行的时候,得到的taotal可能是不一样的。
import threading

total=0
def add():
global total
for i in range(100000000):
total += 1
def desc():
global total
for i in range(100000000):
total = total - 1
if __name__=="__main__":
add_total=threading.Thread(target=add)
desc_total=threading.Thread(target=desc)
add_total.start()
desc_total.start()
add_total.join()
desc_total.join() print(total)
为什么不会像我们希望的最后的total为0呢?
从字节码的角度上看,我们看看简化后的add和desc的字节码。
#input
def add1(a):
a += 1 def desc1(a):
a -= 1 import dis
print(dis.dis(add1))
print(dis.dis(desc1)) #output
22 0 LOAD_FAST 0 (a)
2 LOAD_CONST 1 (1)
4 INPLACE_ADD
6 STORE_FAST 0 (a)
8 LOAD_CONST 0 (None)
10 RETURN_VALUE
None
25 0 LOAD_FAST 0 (a)
2 LOAD_CONST 1 (1)
4 INPLACE_SUBTRACT
6 STORE_FAST 0 (a)
8 LOAD_CONST 0 (None)
10 RETURN_VALUE
None
从字节码来看流程为:#1.load a #2.load 1 #3.add  #4.赋值给a
任何一步字节码都是有可能被切换出去另外一个线程的字节码去操作a,可能在1线程运行到4字节码(a和1相加)的时候,开始运行2线程的6字节码(赋值给a)。
类似的有银行存取钱、商品库存等也会有这个问题。
 
2.2 线程如何同步?
用锁将这段代码段锁住,锁住时,不进行切换。直接运行完这段代码段。
 
a.Lock和Rlock
threading中有提供lock。
import threading
from threading import Lock
total=0
lock=Lock()
def add():
global total
global lock
for i in range(1000000):
lock.acquire()
total += 1
lock.release()
def desc():
global total
global lock
for i in range(1000000):
lock.acquire()
total -= 1
lock.release() if __name__=="__main__":
add_total=threading.Thread(target=add)
desc_total=threading.Thread(target=desc)
add_total.start()
desc_total.start() add_total.join()
desc_total.join()
print(total)
pass
注意acquire和release成对存在。运行的时候会发现比不加锁的时候慢比较多。所以其实锁的问题也很明显:锁会影响性能,锁会引起死锁。死锁里有个非常常见的问题资源竞争是很容易发生的。
那能不能我锁里套着锁呢?Lock方法是不可以的,但是threading提供了Rlock可重入锁。
Rlock在同一个线程里面,可以连续调用多次acquire,但是注意acquire和release也一定是要成对存在的。
from threading import  RLock

total=0
lock=RLock()
def add():
global total
global lock
for i in range(1000000):
lock.acquire()
lock.acquire()
total += 1
lock.release()
lock.release()
 
3.condition使用以及源码分析
condition是条件变量,用于复杂的线程间同步。
 
3.1 condition的使用
例子:现有一个需求,要求 天猫精灵和小爱一人一句进行对话。如果我们现用lock来实现是没办法做到这边说完一句,那边就说一句的。所以有了condition。
在这个例子中,需要用到condition的两个重要方法 notify()和wait()。notify()用于通知这边动作完成,wait()用于阻塞住等待消息。
#input
import threading class XiaoAi(threading.Thread):
def __init__(self,cond):
self.cond=cond
super().__init__(name="小爱")
def run(self):
with self.cond:
print("小爱: 天猫在吗 我是小爱")
self.cond.notify() #小爱print完了,信号发送
self.cond.wait() #小爱等待接受信号
print("小爱: 我们来背诗吧")
self.cond.notify()
class TianMao(threading.Thread):
def __init__(self,cond):
self.cond=cond
super().__init__(name="天猫") def run(self):
with self.cond:
self.cond.wait()
print("天猫: 在 我是天猫")
self.cond.notify()
self.cond.wait()
print("天猫: 好啊")
self.cond.notify() if __name__=="__main__":
condition=threading.Condition()
xiaoai=XiaoAi(condition)
tianmao=TianMao(condition) tianmao.start()
xiaoai.start() #output:
小爱: 天猫在吗 我是小爱
天猫: 在 我是天猫
小爱: 我们来背诗吧
天猫: 好啊
ps:需要注意的是
  • condition必须先with 再调用 notify和wait方法
  • 这么写的时候,线程的start()顺序很重要
 
3.2 Condition源码分析
condition其实是有两层锁的。一把底层锁,会在线程调用了wait()的时候释放。
上层锁会在wait()的时候放入双端队列中,在调用notify()的时候被唤醒。
 
a.condition=threading.Condition()
condition初始化的时候申请了一把锁
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" alt="">
 
b.self.cond.wait()
先释放了condition初始化的时候申请的底层锁,然后又申请了锁放入双端队列。
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" alt="" width="590">
 
c. self.cond.notify()
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" alt="" width="587">
 
4.信号量 semaphore
是可以用来控制线程执行数量的锁。
 
4.1 semaphore的使用
需求:现在有个文件,对文件可以进行读和写,但是写是互斥的,读是共享的。并且对读的共享数也是有控制的。
例:爬虫。控制爬虫的并发数。
import threading
import time class HtmlSpider(threading.Thread):
def __init__(self,url,sem):
super().__init__()
self.url=url
self.sem=sem def run(self):
time.sleep(2)
print("got html text success")
self.sem.release() class UrlProducer(threading.Thread):
def __init__(self,sem):
super().__init__()
self.sem=sem
def run(self):
for i in range(20):
self.sem.acquire()
html_test=HtmlSpider("www.baidu.com/{}".format(i),self.sem)
html_test.start() if __name__=="__main__":
sem=threading.Semaphore(3) #设置控制的数量为3 urlproducer=UrlProducer(sem)
urlproducer.start()

ps:

  • 每acquire一次,数量就会被减少一,release的时候数量会自动回来。
  • 需要注意sem释放的地方,应该是在HtmlSpider运行完之后进行释放。
 
4.2 semaphore源码 
实际上semaphore就是对condition的简单应用。
 
a.sem=threading.Semaphore(3)
实际上就是在初始化的时候,调用了Condition。
 
b.self.sem.acquire()
我们简单看这个逻辑就是,如果设置的数用完了,就让condition进入wait状态,否则就把数量减一。
 
c.self.sem.release()
release 也是很简单的数量加一和condition的notify。
 
 
5.除了上述的对Condition的应用,queue模块中的Queue也对Condition做了更为复杂的应用。特别是queue中的put。
class Queue:
def __init__(self, maxsize=0):
self.maxsize = maxsize
self._init(maxsize)
。。。
self.mutex = threading.Lock()
self.not_empty = threading.Condition(self.mutex)
self.not_full = threading.Condition(self.mutex) self.all_tasks_done = threading.Condition(self.mutex)
self.unfinished_tasks = 0 def put(self, item, block=True, timeout=None): with self.not_full:
if self.maxsize > 0:
if not block:
if self._qsize() >= self.maxsize:
raise Full
elif timeout is None:
while self._qsize() >= self.maxsize:
self.not_full.wait()
elif timeout < 0:
raise ValueError("'timeout' must be a non-negative number")
else:
endtime = time() + timeout
while self._qsize() >= self.maxsize:
remaining = endtime - time()
if remaining <= 0.0:
raise Full
self.not_full.wait(remaining)
self._put(item)
self.unfinished_tasks += 1
self.not_empty.notify()
。。。。。。
四. 线程池
在前面进行线程间通信的时候,想要多个线程进行并发的时候,需要我们自己去维护锁。
但是我们现在希望有工具来帮我们对想要线程并发数进行管理。于是有了线程池。
那么为什么明明有了信号量 semaphore 还需要线程池呢?
因为线程池不只是控制了线程数量而已。
 
比如说,现在有需求,在主进程中,我们需要得到某个线程的状态。
并且线程的状态不管是退出还是什么,主进程能立刻知道。
futures让多线程和多进程的接口一致。
 
1.使用线程池
concurrent.futures中有两个类ThreadPoolExecutor和 ProcessPoolExecutor 分别用于线程池和进程池的创建,基类是futures的Executor类。
使用ThreadPoolExecutor只需要将要执行的函数和要并发的线程数交给它就可以了。
使用线程池来执行线程任务的步骤如下:
a.调用 ThreadPoolExecutor 类的构造器创建一个线程池。
b.定义一个普通函数作为线程任务。
c.调用 ThreadPoolExecutor 对象的 submit() 方法来提交线程任务。submit返回的是Future类(重要)
d. 当不想提交任何任务时,调用 ThreadPoolExecutor 对象的 shutdown() 方法来关闭线程池。
#例:将之前爬虫模拟的脚本改为线程池用。

from concurrent.futures import  ThreadPoolExecutor
import time def get_html(times):
time.sleep(times)
print("get html page {} successed!".format(times))
return times excutor=ThreadPoolExecutor(max_workers=2)
#submit 提交到线程池
#submit的返回很重要,返回的对象Future类可以判断这个函数的执行状态等
#submit 是非阻塞的
task1=excutor.submit(get_html,(3))
task2=excutor.submit(get_html,(2)) print(task1.done())
print(task2.done()) #result 是阻塞的,接受函数的返回
print(task1.result())
print(task2.result()) #output:
False
False
get html page 2 successed!
get html page 3 successed!
3
2
为什么done()输出的是false呢。因为submit的返回是非阻塞的,没有等task执行完就返回了task done的状态。
如果隔几秒输出done()的返回又是true了。
 
Future对象常用的其他方法:cancel()
取消该 Future 代表的线程任务。如果该任务正在执行,不可取消,则该方法返回 False;否则,程序会取消该任务,并返回 True。
print(task1.done())
print(task1.cancel())
print(task2.done()) #result 是阻塞的,接受函数的返回
print(task1.result()) print(task2.result()) output:
False
False
False
get html page 2 successed!
get html page 3 successed!
3
2

cancelled():返回 Future 代表的线程任务是否被成功取消。

 
2.获取所有完成的future的状态和值as_completed和map
 
2.1 .as_complete
from concurrent.futures import  ThreadPoolExecutor,as_completed
import time def get_html(uid):
time.sleep(uid)
url="www.test.com/{}".format(uid)
print("get url successed: \" {} \"".format(url))
return uid
excutor=ThreadPoolExecutor(max_workers=2)
uids=[5,2,3]
future_list=[ excutor.submit(get_html,(uid)) for uid in uids]
for future in as_completed(future_list):
print(future.result()) #output:
get url successed: " www.test.com/2 "
2
get url successed: " www.test.com/5 "
5
get url successed: " www.test.com/3 "
3

as_completed():yield 所有完成的futures的所有返回。

那么as_complete是如何做到收集所有完成的异步方法的状态的呢?

先把所有已经是finish状态的future返回,
再一直while pending,等待timeout范围内的future变成finish,把finish的future yield出来。
from concurrent.futures import  ThreadPoolExecutor,as_completed
import time def get_html(uid):
time.sleep(uid)
url="www.test.com/{}".format(uid)
print("get url successed: \" {} \"".format(url))
return uid
excutor=ThreadPoolExecutor(max_workers=2)
uids=[5,2,3]
future_list=[ excutor.submit(get_html,(uid)) for uid in uids]
for future in as_completed(future_list):
print(future.result()) #output:
get url successed: " www.test.com/2 "
2
get url successed: " www.test.com/5 "
5
get url successed: " www.test.com/3 "
3
 
2.2  通过excutor的map方法 获取已经完成的future
excutor的map,和map是差不多的,传递函数和参数列表,就会多多线程运行参数列表数的线程。
与a中不一样的是,map返回的顺序和url中的顺序是一样的,而a的as_completed是谁先finishi谁就先被yield出来。
而且map返回的就是result,而as_completed返回的是Future。
from concurrent.futures import  ThreadPoolExecutor,as_completed,wait
import time
def get_html(uid):
time.sleep(uid)
url="www.test.com/{}".format(uid)
print("get url successed: \" {} \"".format(url))
return uid excutor=ThreadPoolExecutor(max_workers=2)
uids=[5,2,3] result_list=excutor.map(get_html,uids)
for result in result_list:
print(result) #output:
get url successed: " www.test.com/2 "
get url successed: " www.test.com/5 "
5
2
get url successed: " www.test.com/3 "
3
3.wait()方法
wait方法用于阻塞,指定某一个task或者一些task执行完成再往下执行。
def wait(fs, timeout=None, return_when=ALL_COMPLETED)
例:如果我想在全部task执行完之后打印"task end"字符串
from concurrent.futures import  ThreadPoolExecutor,as_completed,wait
import time
def get_html(uid):
time.sleep(uid)
url="www.test.com/{}".format(uid)
print("get url successed: \" {} \"".format(url))
return uid
excutor=ThreadPoolExecutor(max_workers=2)
uids=[5,2,3]
future_list=[ excutor.submit(get_html,(uid)) for uid in uids]
print("task end") #output:
task end
get url successed: " www.test.com/2 "
get url successed: " www.test.com/5 "
get url successed: " www.test.com/3 "

#还没有执行完,就输出了 task end。需要加上:
wait(future_list)
print("task end") #output:
get url successed: " www.test.com/2 "
get url successed: " www.test.com/5 "
get url successed: " www.test.com/3 "
task end
wait还可以指定在什么时候执行完后返回。
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" alt="" width="478">
 
五. threadpool Future 源码分析
这段源码我是真的很想认真通俗浅显的去分析的。因为在python的多进程和多线程中这个Future的概念是十分常见和重要的。
但是我发现我解释起来太苍白了,还没有直接去看源码来的通俗易懂。就在这放一小段入口的我自己的理解吧。
看完了上面几段笔记,肯定会有这些疑惑:
- submit返回的Future对象到底是啥?
    Future是用来表示task的对象的一个类,很多人称为未来对象,就是这个任务未必现在执行完成了,但是未来是会执行完成的。
    得到了Future对象,能通过其中的属性和方法得到task的状态,是否执行完成等。
    在python的多线程、多进程中,很多地方用到了Future概念。
    具体属性可以去看Class Future中的属性和方法。
 
- 那么Future这个对象是怎么设计的呢?Future怎么知道task的状态改变的呢?
在之前的例子里,我们用ThreadPoolExecutor的submit提交所有的task,返回了Future对象。
那么submit对Future对象的哪些属性进行了哪些处理然后返回,才能让我们得到它的result的呢?
submit的源码:最主要的逻辑是注释了的那几句。
def submit(self, fn, *args, **kwargs):
with self._shutdown_lock:
if self._broken:
raise BrokenThreadPool(self._broken) if self._shutdown:
raise RuntimeError('cannot schedule new futures after shutdown')
if _shutdown:
raise RuntimeError('cannot schedule new futures after'
'interpreter shutdown') f = _base.Future() #初始化一个future对象f
w = _WorkItem(f, fn, args, kwargs) #实际上是这个_WorkItem把(future对象,执行函数,函数需要的参数)放进去的,并且完成函数的执行,并且设置future的result self._work_queue.put(w) #将w这个task放入 _work_queue队列,会在下面这个方法中,被起的Thread进行调用。
self._adjust_thread_count() #调整线程数量,并且初始化线程,开启线程。Thread方法的参数是self._work_queue。起来的线程中执行的task是上两步生成的w队列。
return f
 

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