使用selenium找出外卖点餐次数最多的10个顾客
大锅在做外卖,给我说能否统计出这半年点餐次数最多的10个顾客,我不知道APP本身是否有这个功能,想了下最近用selenium较多,就用selenium尝试下吧。
1 定义一个类,这里先描述需要的属性和方法,后面再依次具体分析:
class Order:
def __init__(self, url, username, password):
# URL以及用户名和密码
self.url = url
self.username = username
self.password = password
# webdriver对象
self.driver = None
# 日期列表
self.dateList = list()
# 存储订单的dict
self.orderDict = dict() # 设置订单的时间范围
def setDate(self, startdate, enddate):
pass
# 登录
def login(self):
pass
# 退出
def logout(self):
pass
# 切换到历史订单页面
def switchToHistoryOrder(self):
pass
# 选择一个时间范围
def selectDate(self, startDate, endDate):
pass
# 订单信息存入self.orderDict
def saveOrderIntoDict(self, tel, name, address):
pass
# 处理当前页面的订单
def searchOrderListInCurrentPage(self):
pass
# 判断是否还有下一页
def hasNextPage(self):
pass
# 切换到下一页
def enterNextPage(self):
pass
# 抓取设定日期范围内的所有订单
def getAllOrders(self, startdate, enddate):
pass
# 筛选出点餐次数排名前N的顾客
def getTopN(self, n=10):
pass
2 设置欲筛选的订单日期范围
这里设置的日期格式必须是'yyyy-mm-dd',由于该网站在查询订单的时候,时间范围必须是7天以内,比如直接查询2016-01-01到2016-02-28之间的订单是不行的,因此需要先将这段时间以7天为周期分割为多个时间段,然后再分段处理;
分割后的时间段存放在self.dateList中,list的元素为tuple,一个tuple表示一个时间段:
# 设置订单的时间范围,日期格式必须是'yyyy-mm-dd'
# 然后以7天为周期,将日期范围分割成list,list的每个元素为一个tuple,分别存放起止日期
# 例如 [('2016-01-01', '2016-01-07'), ('2016-01-08', '2016-01-14')]
def setDate(self, startdate, enddate):
# 通过正则表达式检查日期格式
pdate = re.compile('\d{4}-\d{2}-\d{2}')
if pdate.search(startdate) and pdate.search(enddate):
# 转换为datetime格式,便于日期计算
startdate = datetime.datetime.strptime(startdate, '%Y-%m-%d')
enddate = datetime.datetime.strptime(enddate, '%Y-%m-%d') # 将日期范围以7天为周期分割
days = (enddate - startdate).days + 1
cnt = days / 7
left = days - 7*cnt
for x in range(cnt):
d1 = (startdate + datetime.timedelta(days=7*x))
d2 = (d1 + datetime.timedelta(days=6))
# datetime转换为str,再加入list中
self.dateList.append((d1.strftime('%Y-%m-%d'), d2.strftime('%Y-%m-%d')))
if left > 0:
self.dateList.append(((startdate+datetime.timedelta(days=cnt*7)).strftime('%Y-%m-%d'), enddate.strftime('%Y-%m-%d')))
else:
print u'日期格式错误,必须为yyyy-mm-dd格式'
exit(1)
测试一下:
order = Order('url', 'username', 'password')
order.setDate('2016-01-01', '2016-01-31')
print order.dateList
#输出为
[('2016-01-01', '2016-01-07'), ('2016-01-08', '2016-01-14'), ('2016-01-15', '2016-01-21'), ('2016-01-22', '2016-01-28'), ('2016-01-29', '2016-01-31')]
3 登录与退出
登录比较简单,直接过id定位到用户名和密码输入框,然后定位登录按钮点击登录即可,只是定位到输入框后需要先将框内的提示信息清除掉。
退出就更简单了,直接关闭浏览器即可。
# 登录
def login(self):
# 采用chrome浏览器
self.driver = webdriver.Chrome()
# 窗口最大化
self.driver.maximize_window()
# 设置超时时间
self.driver.implicitly_wait(10)
self.driver.get(self.url) # 查找用户名输入框,先清除提示信息,再输入用户名
usr = self.driver.find_element_by_id('account-name')
usr.clear()
usr.send_keys(self.username) # 查找密码输入框,先清除提示信息,再输入密码
passwd = self.driver.find_element_by_id('account-password')
passwd.clear()
passwd.send_keys(self.password) # 点击登录
self.driver.find_element_by_id('account-login-btn').click()
return # 退出
def logout(self):
self.driver.close()
return
4 切换到历史订单页面
登录后点击订单管理,然后点击历史订单,切换到历史订单页面,如下图所示:
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" alt="" />
由于“订单管理”和“历史订单”这两个元素都是超链接,因此可以直接用超链接定位:
# 切换到历史订单页面
def switchToHistoryOrder(self):
self.driver.find_element_by_partial_link_text(u'订单管理').click()
self.driver.find_element_by_partial_link_text(u'历史订单').click() # 切换frame,因为后续的所有处理都是在hashframe中,所有在这里切换
self.driver.switch_to.frame('hashframe')
return
注意该方法最后有个切换frame的操作,下一步就知道为什么要添加这句了。
5 选择订单日期范围,筛选出该日期范围内的订单
注意这里的日期范围与第二步设置的日期范围不一样,第二步设置的日期范围是我们想要筛选的起止时间,这里的日期范围是第二步分割出来的其中一段。
与用户名密码框一样,这里的日期输入框也可采用id定位,同样定位后需要先将输入框预置的日期清除:
# 在页面上设置订单的时间范围,并筛选出该时间范围内的所有订单
# 调用该方法时,参数需从self.dateList中获取,dateList中的每一个tuple对应一组参数
def selectDate(self, startDate, endDate):
# 设置起始日期
s = self.driver.find_element_by_id('J-start')
s.clear()
s.send_keys(startDate) # 设置终止日期
e = self.driver.find_element_by_id('J-end')
e.clear()
e.send_keys(endDate)
return
这里说一下第4步中的切换frame,我们先将切换frame这一句注释掉,然后来测试下选择日期:
order.login()
order.switchToHistoryOrder()
order.selectDate('2016-07-01', '2016-07-02')
# 输出
selenium.common.exceptions.NoSuchElementException: Message: no such element: Unable to locate element: {"method":"id","selector":"J-start"}
可以看到出错了,提示没有需要定位的元素,为什么呢?通过HTML代码可以看到,这里采用了框架frame,所定位的元素在frame里面,如下所示:
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" alt="" />
因此需要先切换到该frame里面,然后才能定位到frame里面的元素;由于后续所有的订单操作都在该frame里面,因此在上一步切换到历史订单页面后,就先切换到该frame,便于后续操作。
6 将订单信息存入self.orderDict
该方法是下一步需要调用的,因此这里先实现。每一个订单我们只需3个信息:姓名、电话、地址,然后将这三个元素表示的订单存入orderDict,但是由于我们要统计出点餐次数最多的10个顾客,
因此还要保存每个顾客的点餐次数。这里dict的元素格式为{'tel': ['name', 'address', cnt]},由于姓名可能重复,因此采用了电话作为key值。如果某个顾客第一次点餐,保存时将点餐次数cnt初始化为1;
如果不是第一次点餐,则将该顾客对应的cnt值加1。
# 将tel, name, address表示的订单信息存入self.orderDict
# self.orderDict元素的形式为 {'tel': ['name', 'address', cnt]}
# 以电话号码为key,以姓名、地址、点餐次数组成的list为value
# 当要添加的key不存在时,就将此订单加入orderDict,并且cnt初始化为1
# 当要添加的key已经存在时,直接将该key对应的cnt加1
def saveOrderIntoDict(self, tel, name, address):
if self.orderDict.has_key(tel):
self.orderDict[tel][2] += 1
else:
self.orderDict[tel] = [name, address, 1]
return
7 提取当前页面的所有订单,存入self.orderDict
先来分析下订单部分的HTML代码,如下所示:
aaarticlea/png;base64,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" alt="" />
简单说就是:用<ul>表示该页的所有订单,<ul>下面的每一个<li>表示一个具体订单,<li>下面的类型为user-info的<div>表示该订单的用户信息,<div>下面就是姓名电话等信息。
因此定位过程如下:先用find_elements方法找到<ul>下面的所有<li>;然后遍历每一个<li>,定位用户信息;最后再从用户信息中定位姓名电话等。这里用到了层级定位。
# 抓取当前页面的所有订单,并调用saveOrderIntoDict将每个订单信息都存入self.orderDict
def searchOrderListInCurrentPage(self):
# 这里采用CSS定位,但是使用了find_elements,一次定位所有的订单
orders = self.driver.find_elements_by_css_selector('ul.order-list.J-order-list > li') # 遍历每一个订单,提取其中的用户信息,这里用到了层级定位
for one in orders:
# 先定位用户信息
uesrinfo = one.find_element_by_css_selector('div.user-info')
# 再定位具体每项信息
name = uesrinfo.find_element_by_css_selector('span.b-title.user-name').text
# 有的用户没有写名字
if name == '':
name = u'无名氏'
tel = uesrinfo.find_element_by_css_selector('span.b-title.user-phone.J-search-phone').text
address = uesrinfo.find_element_by_css_selector('div > span.fl.J-search-address').text
# 信息存入self.orderDict
self.saveOrderIntoDict(tel, name, address)
return
8 判断是否还有下一页订单
这里使用页面低端的翻页符号来定位,如下图所示。
aaarticlea/png;base64,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" alt="" />
实现思路可参考 使用selenium实现简单网络爬虫抓取MM图片 ,检查是否到达页面底部的方法:
# 判断是否还有下一页
# 通过符号>>的上级标签<li>的class属性来判断,当还存在下一页(>>可点击)时,<li>的class属性值为空;当不存在下一页时,<li>的class属性值为disabled
# 因此,当我们找到符号>>及其父元素<li class="disabled">时,即可认为不存在下一页,否则存在下一页
def hasNextPage(self):
try:
# 注意这里的选择器一定要包含a[aria-label="Next"],不能只用li.disabled,因为上一页的符号也可能存在li.disabled,必须使用父子元素同时定位
self.driver.find_element_by_css_selector('ul.J-pagination.pagination.pagination-md.pull-right > li.disabled > a[aria-label="Next"]')
# 如果没抛出异常,说明找到了元素<li class="disabled">和子元素<a aria-label="Next">,没有下一页了
return False
except NoSuchElementException as e:
# 抛出异常说明还存在下一页
return True
9 切换到下一页订单
切换很简单,直接定位翻页符号点击即可:
# 切换到下一页
# 这个比较简单,直接采用类似上面的定位器即可
def enterNextPage(self):
self.driver.find_element_by_css_selector('ul.J-pagination.pagination.pagination-md.pull-right a[aria-label="Next"] > span').click()
return
10 抓取设置日期范围内的所有订单
上面的方法都是些内部实现,无需直接调用,而该方法是供我们直接调用的,这里只是对上面那些方法的组合以及简单处理:
# 抓取设定日期范围内的所有订单,抓取订单时直接调用该接口即可
def getAllOrders(self, startdate, enddate):
# 设置订单的时间范围
self.setDate(startdate, enddate) # 登录
self.login() # 切换到历史订单页面
self.switchToHistoryOrder() # 遍历处理dateList中的所有日期对
for date in self.dateList:
# 选择date所标示的时间范围
self.selectDate(startDate=date[0], endDate=date[1]) # 依次处理筛选出来的每一页订单
while True:
# 处理当前页面的订单
self.searchOrderListInCurrentPage()
# 是否还有下一页
if self.hasNextPage():
self.enterNextPage()
else:
break # 退出
self.logout()
return
11 筛选出点餐次数TOP N的顾客
调用第10步的方法后,所有的订单信息都在self.orderDict中了,这里只需将dict转换为list,然后按照cnt降序排序,再输出前10的信息即可。
# 筛选出点餐次数排名前N的顾客
def getTopN(self, n=10):
# 先将orderDict转换为list
# {'tel': ['name', 'address', cnt]} -> [('name', 'tel', 'address', cnt)]
orderList = [(v[0], k, v[1], v[2]) for (k, v) in self.orderDict.iteritems()] # 按照list中每个元素的cnt排序
orderList.sort(key=lambda x: x[3], reverse=True) # 输出TOP N
num = len(orderList)
if num < n:
n = num
for i in range(n):
print orderList[i][0]
print orderList[i][1]
print orderList[i][2]
print orderList[i][3]
现在测试一下整个代码:
if __name__ == '__main__':
order = Order('url', 'username', 'password')
# 抓取制定时间范围内的所有订单
order.getAllOrders('2016-05-23', '2016-05-25')
# 输出TOPN
order.getTopN(n=10)
输出形式如下:
姓名1
13512345678
地址1
6
姓名2
13612345678
地址2
3
姓名3
13712345678
地址3
1
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