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資料集名稱 三十天觀測資料
資料集描述 本資料為中央氣象局提供之天氣觀測資料,依全國縣市及鄉鎮別按監測日期統計測站資料,每日更新一次,統計項目分類為監測日期時間、測站氣壓、溫度、相對溼度、風速、降水量、日照時數,可觀察我國各區天氣狀況。
主要欄位說明 測站、監測日期、測站氣壓、溫度、相對溼度、風速、降水量、日照時數
收錄期間 2013/10/18至2019/03/13
更新頻率 每天
資料集內容最後更新日期 2019/03/25
提供機關 中央氣象局
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 1 三十天觀測資料.xls
共696筆 (第1頁/共14頁)
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測站監測日期監測時間測站氣壓(hPa)溫度(℃)相對溼度(%)風向風速(m/s)降水量(mm)日照時數(小時)
嘉義2019/03/1323:03:001016.2019.4085東北東1.100 
嘉義2019/03/1322:03:001015.9019.9083靜風00 
嘉義2019/03/1321:03:001015.6020.9078靜風00 
嘉義2019/03/1320:03:001015.3021.5075靜風0.200 
嘉義2019/03/1319:03:001014.702273靜風0.1000
嘉義2019/03/1318:03:001014.102367北北西0.6000
嘉義2019/03/1317:03:001013.6024662.3001
嘉義2019/03/1316:03:001013.6025.40653.4000.60
嘉義2019/03/1315:03:001013.0027.8051西北西2.4000.60
嘉義2019/03/1314:03:001013.2027.6054西北西2.3000.80
嘉義2019/03/1313:03:001013.9028.1053西北西200.70
嘉義2019/03/1312:03:001014.5027.8051西北西1.8001
嘉義2019/03/1311:03:001015.4025.7055西北西1.6000.60
嘉義2019/03/1310:03:001015.9024.3060南南東0.5000.10
嘉義2019/03/1309:03:001015.702373東北東0.4000.10
嘉義2019/03/1308:03:001015.4020.7080西南西0.6000.20
嘉義2019/03/1307:03:001014.8019.2086靜風000
嘉義2019/03/1306:03:001014.3019.1085北北東0.3000
嘉義2019/03/1305:03:001013.401984靜風00 
嘉義2019/03/1304:03:001013.2019.60812.100 
嘉義2019/03/1303:03:001013.8021.3072南南東1.100 
嘉義2019/03/1302:03:001013.6020.6080南南東0.900 
嘉義2019/03/1301:03:001013.9020.10831.300 
嘉義2019/03/1300:03:001016.0019.2086北北西0.600 
基隆2019/03/1323:03:001017.6020.8063東南東1.100 
基隆2019/03/1322:03:001018.0020.5064西南西0.900 
基隆2019/03/1321:03:001017.8019.8066北北西1.700 
基隆2019/03/1320:03:001017.5020.1062東北3.100 
基隆2019/03/1319:03:001017.0020650.6000
基隆2019/03/1318:03:001016.7020.1067東北東2.2000
基隆2019/03/1317:03:001016.6020.20682.7000.10
基隆2019/03/1316:03:001016.3021.2061東南2.9000
基隆2019/03/1315:03:001015.8022.90532.8000.10
基隆2019/03/1314:03:001015.8022.70532.5000.10
基隆2019/03/1313:03:001016.5022.8049東北東3.4000
基隆2019/03/1312:03:001017.0022.3053東北東4.3000
基隆2019/03/1311:03:001017.3022.40573.9000
基隆2019/03/1310:03:001017.3022.10593.5000.10
基隆2019/03/1309:03:001017.5021.30642.6000
基隆2019/03/1308:03:001017.1020.9066東北東3.7000
基隆2019/03/1307:03:001016.4020.8065東北2.1000
基隆2019/03/1306:03:001015.8020.6064東北200
基隆2019/03/1305:03:001014.8020.1064東北2.900 
基隆2019/03/1304:03:001014.5019.3064北北西1.200 
基隆2019/03/1303:03:001014.3018.6068靜風0.200 
基隆2019/03/1302:03:001014.4019.2064西南西0.900 
基隆2019/03/1301:03:001014.7019.6062西南西10 
基隆2019/03/1300:03:001017.002162南南西3.900 
大武2019/03/1323:03:001020.7022.2058北北東3.200 
大武2019/03/1322:03:001020.7022593.100 
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資料來源:行政院環境保護署
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786  2019/03/25