github对应代码:伯乐在线文章爬取
一. 普通插入方法
1. 连接到我的阿里云,用户名是test1,然后在navicat中新建数据库
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" 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2. 修改爬虫文件中日期的类型为date类型,原先是string
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" 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3. 参照items.py在navicat中创建表
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" alt="" />
注意:
1)content类型是longtext,不用设置长度,但是不是null那里不能勾选,否则运行代码时报错说没设置默认值
2)如果fav_nums不为空,那么需要设一个默认值0
3)url_object_id经过md5编码后,长度是固定的,并且可设为主键
4. 虚拟环境中安装mysql驱动模块
5. pipeline.py中定义,找5个字段测试下
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" alt="" />
说明:这里charset正常情况下应该为charset="utf-8",但是可能是因为content字段中有特殊字符,需要改为charset="utf8mb4",同时navicat中修改content字段属性如下,否则会报错
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6. 解决pycharm中写sql语句时的2个显示问题,不影响正常运行
问题1:sql dialect is not configured
问题2:no data source are configured to run this sql
二. 使用twisted下的连接池,使mysql插入实现异步操作,解决爬取速度远大于数据存储速度,造成阻塞的问题。
1. 数据库的信息其实可以写在settings.py中
.png)
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iFuxhCgbId9hOoFDHAUYyD+Z/YEJ5TlZ0CS9eIIATRkqzR2NOyrpY+KoZqD15L9GOukXWbiCi6P16ggIxl7lf0OeHbQS9kvVISqKgMlj8Ax2vbJ0dQKI3F6jCXwihQdqugzqSOBNSB8gPvtkvOuSSK+JgEyI7pRAacquwUxMleCyfX98TJjQ06rkaR0n9YX8u6WvpkQdqKRhajuUDOf83AnGUZ+8BodxIy/eb1x7/+bWKHcu5fM6hRKzuFNcqvBgR9Zt/s2VJZTx8mpdpJ/4wCdQ5Ydqo/WAaL9MRZBYoQQpagQBFCuuViBcqfHUX4szFCyGXBCIoQ0i0UKEJIt1CgCCHdQoEihHQLBYoQ0i0UKEJIt1CgCCHdQoEihHQLBYoQ0i0UKEJIt1CgCCGd8nrzfxTZXRFLgUFwAAAAAElFTkSuQmCC" alt="" />
2. pipelines.py中编写
class MysqlTwistedPipeline(object):
def __init__(self, dbpool):
self.dbpool = dbpool
@classmethod
def from_settings(cls, settings):
dbparms = dict(
host=settings["MYSQL_HOST"],
db=settings["MYSQL_DBNAME"],
user=settings["MYSQL_USER"],
passwd=settings["MYSQL_PASSWORD"],
charset='utf8',
cursorclass=pymysql.cursors.DictCursor,
use_unicode=True,
)
dbpool = adbapi.ConnectionPool("pymysql", **dbparms)
return cls(dbpool)
def process_item(self, item, spider):
query = self.dbpool.runInteraction(self.do_insert, item)
query.addErrback(self.handle_error, item, spider) # 处理异常
# 处理异步插入的异常情况
def handle_error(self, failure, item, spider):
print(failure)
# 执行具体插入
def do_insert(self, cursor, item):
insert_sql = """
insert into article(title, url, create_date, fav_nums, content)
VALUES (%s, %s, %s, %s, %s)
"""
cursor.execute(insert_sql, (item["title"], item["url"], item["create_date"], item["fav_nums"], item["content"]))
说明:
1)adbapi可以把mysql的操作变成异步操作,from twisted.enterprise import adbapi
3)**也用来解包字典,上面就用了解包的功能,用一个简单示例说明一下
.png)
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4)使用的时候,只须修改do_insert中的代码,上面其余的代码直接复制就好
3. 修改settings.py
把'Article.pipelines.MysqlPipeline': 1, 中的MysqlPipeline修改为MysqlTwistedPipeline
4. 其实可以把django的ORM集成到这里, 用于简化操作。 搜索scrapy djangoitem,找到scrapy-plugin/scrapy diangoitem。有时间自行测试学习
三. item loader
这种方法我觉得并不好用,没有直接提取出来字段看起来方便直观。如果想要jobbole.py看起来简洁写用这种方法,但是加大了items.py的代码量
1. 在jobbole.py的def parse_detail()函数中添加如下代码
from scrapy.loader import ItemLoader
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" alt="" />
原先的代码,除了front_image_url = response.meta.get("front_image_url", ""),其他都可以注释掉。
2. 调试发现2个问题
1)所有字段都默认为list类型
2)有些数据并没有提取出来,比如收藏数,提取出来的是[' 收藏'],还需要进一步处理
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3. items.py中增加处理函数来进一步处理数据
3.1 想在title后增加一些自定义字段和修改提取时间类型为date
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" alt="" />
注意:
1)如果取出的title有多个值,那么会在每个值后面都加上"-jobbole"
2)MapCompose()可以有多个函数作为参数,会依次执行多个参数,如MapCompose(lambda x: x+"-jobbole", add_jobbole),得到的结果是在titile后面加上2个"-jobbole"字符串
.png)
aaarticlea/png;base64,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" alt="" />
4. 把默认生成的list结构改为取第一个元素,可以使用TakeFirst函数,比如在上面的基础上提取日期,修改如下
4.1 同样修改items.py
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" alt="" />
此时debug可以看到create_date的类型已经变成date类型,title后面加了-jobbole
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" 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4.2 如果想所有字段都提取第一个元素,每个字段内都加这行代码有点麻烦,可以在items.py中自定义ItemLoader
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" alt="" />
然后在jobbole.py中把加载item的ItemLoader类修改为自定义的ArticleItemLoader
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这样默认所有字段都会取列表中的第一个值,类型为str
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" 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5. 修改收藏数
items.py中
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" 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debug验证
.png)
aaarticlea/png;base64,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" alt="" />
6. 修改tags
.png)
aaarticlea/png;base64,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" alt="" />
这个比较麻烦,我们只需要提取职场,面试字样,类型为字符串。使用下面方法得到的是有多个元素的list
>>> response.css("p.entry-meta-hide-on-mobile a::text").extract()
['职场', ' 9 评论 ', '面试']
如果想取得里面的元素,不能用之前的TakeFirst()方法,因为我们需要取得列表中有多个元素,那么可以使用scrapy中的Join方法
.png)
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aaarticlea/png;base64,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" alt="" />
这样就可以取得上面各元素以逗号连接的字符串形式,但是我们需要去掉评论标签,怎么办呢?定义一个去掉评论字段的函数就好
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" alt="" />
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" alt="" />
7. front_image_url
由于这个字段我们必须用list的类型,所以不能用TakeFirst函数转为string类型,并且需要保持原数据不变
.png)
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bLHnOUd6m2LRkpSu55XmtHInZZfzVcRnQseq0dojkAwH5hn7kxPoPz83NvumSXNlPlJY8dAACGponcAAAAgKkAcQMAADA5IG4AAAAmB8QNAADA5IC4AQAAmBivqv8DY7kYJsQbvmcAAAAASUVORK5CYII=" alt="" />
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debug后发现front_image_url已变成list
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tvsfEb+PNE+gZ+4W/SAx/5RGYp+Afc3lOHVujpxZz/yVuTb0LrgSu/2bHaCPpGcdOD9UVjyRva81q4WfvkNFnShvPgTxAE89nmPM5j5dMO/YuG4V59Xp9gaFAR4aGNOQvkqyraKytLIl+BakkmT9vGIDiPLJoA94+p5aP7i8xS8eUb1hLrFARBcBHZ9jyWr2id1FPMMykwgiAIgiAIgiB4MYkCIwiCIAiCIAiCxYgCIwiCIAiCIAiCxYgCIwiCIAiCIAiChXi5+z8CAxQVn861rQAAAABJRU5ErkJggg==" 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同时可以完善一下pipiline.py中的ArticleImagePipeline,加一个判断条件。
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alt="" />
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