python中的多線程其實並非真正的多線程,若是想要充分地使用多核CPU的資源,在python中大部分狀況須要使用多進程。Python提供了很是好用的多進程包multiprocessing,只須要定義一個函數,Python會完成其餘全部事情。藉助這個包,能夠輕鬆完成從單進程到併發執行的轉換
其實多進程沒有咱們想象的那麼難,用幾個小例子給你們分享一下!html
1 import turtle 2 3 def cir(n,m): 4 turtle.penup() 5 turtle.goto(n) 6 turtle.pendown() 7 turtle.circle(m) 8 time.sleep(1) 9 def runn(lis1,lis2): 10 for n, m in zip(lis1,lis2): 11 cir(n,m) 12 if __name__ == '__main__': 13 nn = [(0,-200),(0,-150),(0,-100),(0,-50)] 14 mm = [200,150,100,50] 15 runn(nn,mm)
這段代碼,實現了畫4個同心圓的效果,若是用多進程的話,咱們稍微該寫一下,將runn()函數替換下面的代碼python
能夠看到,這裏直接生成4個畫板同時畫同心圓。若是還要在加進程的話,能夠用pool進程池,注意pool有2個方法,建議用非阻塞的p.apply_async不要用阻塞的p.apply方法,p.apply_async會由系統自行判斷並運行,好比指定4個進程運行5個任務,那麼會在某一個進程運行完畢的同時自動開始第5個任務,而阻塞的p.apply方法會一次只運行一個進程。網絡
1 p = Pool(9) 2 for i in range(9): 3 p.apply_async(runn,(nn,mm))#非阻塞 4 #p.apply(runn,(nn,mm))#阻塞 5 p.close() 6 p.join()
Pool()裏面不帶參數會自動適應電腦自己內核數量,這裏我設置9個進程同時進行!來看看效果多線程
def cir(m): turtle.penup() turtle.goto(m[0]) turtle.pendown() turtle.circle(m[1]) time.sleep(14) if __name__ == '__main__': nn = [(0, -200), (0, -150), (0, -100), (0, -50)] mm = [200, 150, 100, 50] mn = [(x,y) for x,y in zip(nn,mm)] p = Pool(3) p.map(cir,mn)
此次不畫4個同心圓了,咱們讓它4個進程各畫一個圓,來看看效果併發
import requests from lxml import etree import time from multiprocessing import Process,Pool def main(url): time.sleep(1) html = requests.get(url) html.encoding = 'gb2312' data = etree.HTML(html.text) title = data.xpath('//a[@class="ulink"]/text()') summary = data.xpath('//td[@colspan="2"]/text()') urls = data.xpath('//a[@class="ulink"]/@href') for t,s,u in zip(title,summary,urls): print(t) print('【url:】http://www.dytt8.net'+u) print('【簡介】>>>>>>>'+s) if __name__ == '__main__': start = time.time() url = 'http://www.dytt8.net/html/gndy/dyzz/' pg_url = [url+'list_23_{}.html'.format(str(x)) for x in range(1,10)] for pg_u in pg_url: main(pg_u) end = time.time() print("共計用時%.4f秒"%(end-start))
pg_url = [url+'list_23_{}.html'.format(str(x)) for x in range(1,10)] # for pg_u in pg_url: # main(pg_u) p=Pool() p.map(main,pg_url) end = time.time() print("共計用時%.4f秒"%(end-start))