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Copy pathHW6 earthquake02.py
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126 lines (98 loc) · 39.2 KB
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# -*- coding: utf-8 -*-
"""
Created on Thu Apr 19 01:59:21 2018
@author: Ben
"""
import requests# 引用 requests 套件
from bs4 import BeautifulSoup as bs# 引用 Beautiful Soup 套件並縮寫為 bs
import pandas as pd# 引用套件並縮寫為 pd
import re# 引用套件 re
url ='https://scweb.cwb.gov.tw/Page.aspx?ItemId=20&loc=tw&adv=1'# 地震中心網址
c1 = pd.Series()# 宣告 mails 為一維的欄位
c2 = pd.Series()# 宣告 mails 為一維的欄位
c3 = pd.Series()# 宣告 mails 為一維的欄位
c4 = pd.Series()# 宣告 mails 為一維的欄位
c5 = pd.Series()# 宣告 mails 為一維的欄位
c6 = pd.Series()# 宣告 mails 為一維的欄位
c7 = pd.Series()# 宣告 mails 為一維的欄位
y = []
mon = []
d = []# 宣告 add 為 list
h = []# 宣告 add 為 list
m = []# 宣告 add 為 list
year =[]
month =[]
mstr = ['01','02','03','04','05','06','07','08','09','10','11','12',]
year_b = int(input("請輸入起始年份(西元年)\n"))
mon_b = int(input("請輸入起始月份\n"))
year_e = int(input("請輸入結束年份(西元年)\n"))
mon_e = int(input("請輸入結束月份\n"))
period = 0
if mon_e <= mon_b:
mon_e = mon_e + 12
period = -12
if mon_e >= mon_b:
period = period + (year_e - year_b)*12 + mon_e - mon_b + 1
for mm in range(period):
ms = mm + mon_b - 1
ys = year_b
while ms >= 12:
ms = ms - 12
ys += 1
month.append(mstr[ms])
year.append(str(ys))
for q in range(len(month)):
formdata={# POST 需要的 data
"__VIEWSTATE":"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",
"__VIEWSTATEGENERATOR": "3989C74E" ,
"__VIEWSTATEENCRYPTED": "",
"__EVENTVALIDATION": "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",
"ctl03$ddlYear": year[q] ,
"ctl03$ddlMonth": month[q] ,
"ctl03$btnSearch": "送出"}
res = requests.post(url,data=formdata)# 使用 POST 方式取得網頁,並給予需要的 data
soup = bs(res.text,'html.parser')# 以 Beautiful Soup 解析 HTML 程式碼
k=0
for j in soup.find_all('a'):# 找到網頁中 tag a 包含的區塊
if j.text[0:1]=='小' or j.text[0:1]=='第':
non=k
break
k+=1
i=1-k
for j in soup.find_all('a'):# 找到網頁中 tag a 包含的區塊
if j.text[0:1]=='小' or j.text[0:1]=='第':
c1 = c1.append(pd.Series([j.text])).reset_index(drop=True)# 將找到的資料中的字串部分加入
y.append(int(year[q]))# 將找到的資料中的字串部分加入
if i>=0 and i%7==2:
c2 = c2.append(pd.Series([j.text])).reset_index(drop=True)# 將找到的資料中的字串部分加入
#mon.append(int(month[q]))# 將找到的資料中的字串部分加入
if i>=0 and i%7==3:
c3 = c3.append(pd.Series([j.text])).reset_index(drop=True)# 將找到的資料中的字串部分加入
if i>=0 and i%7==4:
c4 = c4.append(pd.Series([j.text])).reset_index(drop=True)# 將找到的資料中的字串部分加入
if i>=0 and i%7==5:
c5 = c5.append(pd.Series([j.text])).reset_index(drop=True)# 將找到的資料中的字串部分加入
if i>=0 and i%7==6:
c6 = c6.append(pd.Series([j.text])).reset_index(drop=True)# 將找到的資料中的字串部分加入
#if i>=0 and i%7==0 and j.text != "":
#c7 = c7.append(pd.Series([j.text])).reset_index(drop=True)# 將找到的資料中的字串部分加入
i+=1
for j in c2:# 找到網頁中 tag a 包含的區塊
r = re.sub('[^0-9]+',' ', j)# 整理取得的資料,只保留全形數字與中文字
s = re.split(r' ',r)
mon.append(int(s[0]))
d.append(int(s[1]))
h.append(int(s[2]))
m.append(int(s[3]))
#print(c2)
#df = pd.DataFrame({'地震編號':c1,'臺灣時間':c2,'經度':c3,'緯度':c4,'規模':c5,'深度':c6,'震央位置':c7})# 使用 dataframe 將姓名與信箱畫成表格
#print(df[['地震編號','臺灣時間','經度','緯度','規模','深度','震央位置']])# 印出表格
dict_2 = {"1.年":y,"2.月":mon,"3.日":d,"4.時":h,"5.分":m,"6.經度":c3,"7.緯度":c4,"8.規模":c5,"9.深度":c6}
df_2 = pd.DataFrame(dict_2)# 使用 dataframe 將姓名與信箱畫成表格
print(df_2)# 印出表格
#[['年','月','日','時','分','經度','緯度','規模','深度']]
xls_path = "F14041088.xlsx"
writer = pd.ExcelWriter(xls_path)
df_2.to_excel(writer,'Sheet1')
writer.save()
print('\nDataFrame.xlsx 存檔完畢 ! ')