python2.7抓取豆瓣电影top250
利用python2.7抓取豆瓣电影top250
1.任务说明
- 抓取top100电影名称
- 依次打印输出
2.网页解析
- 要进行网络爬虫,利用工具(如浏览器)查看网页HTML文件的相关内容是很有必要,我使用的是Firefox浏览器,并安装了Firebug插件,
这个插件可以方便查看包括HTML在内许多内容
打开豆瓣电影排行榜top250网页,发现每页有25部电影,一共10页,其每一页url具有如下特征:
- 网页点击任何一个电影中文名,右击鼠标“查看元素”查看HTML源代码:aaarticlea/png;base64,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" alt="" />
3.代码实现
这里代码比较简单,因此就不用定义函数了。
#!/usr/bin/python
# -*- coding: utf-8 -*- #
import requests,sys,re
from bs4 import BeautifulSoup reload(sys)
sys.setdefaultencoding('utf-8')
print '正在从豆瓣电影Top250抓取数据......' for page in range(10):
url='https://movie.douban.com/top250?start='+str((page-1)*25)
print '---------------------------正在爬取第'+str(page+1)+'页......--------------------------------'
html=requests.get(url)
html.raise_for_status()
try:
soup=BeautifulSoup(html.text,'html.parser')
soup=str(soup) # 利用正则表达式需要将网页文本转换成字符串
title=re.compile(r'<span class="title">(.*)</span>')
names=re.findall(title,soup)
for name in names:
if name.find('/')==-1: # 剔除英文名(英文名特征是含有'/')
print name
except Exception as e:
print e
print '爬取完毕!'
由于水平有限,难免存在不足,欢迎大家斧正!
python2.7抓取豆瓣电影top250的更多相关文章
- python2.7爬取豆瓣电影top250并写入到TXT,Excel,MySQL数据库
python2.7爬取豆瓣电影top250并分别写入到TXT,Excel,MySQL数据库 1.任务 爬取豆瓣电影top250 以txt文件保存 以Excel文档保存 将数据录入数据库 2.分析 电影 ...
- Python:python抓取豆瓣电影top250
一直对爬虫感兴趣,学了python后正好看到某篇关于爬取的文章,就心血来潮实战一把吧. 实现目标:抓取豆瓣电影top250,并输出到文件中 1.找到对应的url:https://movie.douba ...
- Python小爬虫——抓取豆瓣电影Top250数据
python抓取豆瓣电影Top250数据 1.豆瓣地址:https://movie.douban.com/top250?start=25&filter= 2.主要流程是抓取该网址下的Top25 ...
- Python爬虫----抓取豆瓣电影Top250
有了上次利用python爬虫抓取糗事百科的经验,这次自己动手写了个爬虫抓取豆瓣电影Top250的简要信息. 1.观察url 首先观察一下网址的结构 http://movie.douban.com/to ...
- Python抓取豆瓣电影top250!
前言 本文的文字及图片来源于网络,仅供学习.交流使用,不具有任何商业用途,版权归原作者所有,如有问题请及时联系我们以作处理.作者:404notfound 一直对爬虫感兴趣,学了python后正好看到 ...
- Python3 抓取豆瓣电影Top250
利用 requests 抓取豆瓣电影 Top 250: import re import requests def main(url): global num headers = {"Use ...
- 一起学爬虫——通过爬取豆瓣电影top250学习requests库的使用
学习一门技术最快的方式是做项目,在做项目的过程中对相关的技术查漏补缺. 本文通过爬取豆瓣top250电影学习python requests的使用. 1.准备工作 在pycharm中安装request库 ...
- 利用python2.7正则表达式进行豆瓣电影Top250的网络数据采集及MySQL数据库操作
转载请注明出处 利用python2.7正则表达式进行豆瓣电影Top250的网络数据采集 1.任务 采集豆瓣电影名称.链接.评分.导演.演员.年份.国家.评论人数.简评等信息 将以上数据存入MySQL数 ...
- scrapy爬虫框架教程(二)-- 爬取豆瓣电影TOP250
scrapy爬虫框架教程(二)-- 爬取豆瓣电影TOP250 前言 经过上一篇教程我们已经大致了解了Scrapy的基本情况,并写了一个简单的小demo.这次我会以爬取豆瓣电影TOP250为例进一步为大 ...
随机推荐
- 深入研究java.lang.ThreadLocal类
一.概述 ThreadLocal是什么呢?其实ThreadLocal并非是一个线程的本地实现版本,它并不是一个Thread,而是threadlocalvariable(线程局部变量).也许 ...
- JAVA~多线程:sleep、yield方法
sleep不考虑其它线程的优先级 yield让位给相同或更高优先级的线程 sleep yield package multiThread2; public class TestThread042Yie ...
- jmeter随笔(2)--上传接口报错
黑夜小怪(2016-8-24 23:45) 微信订阅号: 问题:今天同事遇到问题,一个图片上传接口,单独跑是ok的,但是放在和其他接口一起就跑不通,如图 分析:查看该接口fiddler的抓包,发现请 ...
- 使用OpenCV/python进行双目测距
在做SLAM时,希望用到深度图来辅助生成场景,所以要构建立体视觉,在这里使用OpenCV的Stereo库和python来进行双目立体视觉的图像处理. 立体标定 应用标定数据 转换成深度图 标定 在开始 ...
- iOS 面试题 总结
#include <iostream> using namespace std; int main () { char p[]={'a','b','c'}, q[]="abc&q ...
- 纯CSS最小响应网格布局
lemonade.css是一个超级小的CSS可以帮助你创建一个完全响应和灵活自如的网格布局,包括所需网页的头部. 样式链接 <link rel= href=> HTML结构这样创建一个多列 ...
- 学习练习 java面向对象存取款查询余额
package com.hanqi; public class Account { String ZhangHao; double CunKuanYuE; Account(String ZhangHa ...
- 常用颜色的RGB值
RGB颜色表 白色:rgb(255,255,255) 黑色:rgb(0,0,0) 红色:rgb(255,0,0) 绿色:rgb(0,255,0) 蓝色:rgb(0,0,255) 青色:rgb(0,25 ...
- Sql server 数据库 int 和guid 两者的比较
我们公司的数据库全部是使用GUID做主键的,很多人习惯使用int做主键.所以呢,这里总结一下,将两种数据类型做主键进行一个比较. 使用INT做主键的优点: 1.需要很小的数据存储空间,仅仅需要4 by ...
- select 语句占位符
对于已预备的语句,可以使用位置保持符.以下语句将从tb1表中返回一行: mysql> SET @a=1; mysql> PREPARE STMT FROM "SELECT * F ...