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資料集名稱 空氣污染排放量推估結果
資料集描述 推估空氣污染物排放量1公里1公里網格排放量結果,推估基準年為民國102年,網格涵蓋範圍為臺灣本島地區,座標以TWD97-TM2 121中央經線為該網格點左下角座標,為點污染源、線污染源、面污染源與生物源加總總量,空氣污染物種包括TSP、PM10、PM2.5、SOx、NOx與NMHC。
主要欄位說明
收錄期間 -
更新頻率 不定期
資料集内容最後更新日期 -
提供機關 行政院環保署空保處
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 1 空氣污染排放量推估結果.xls
共430筆 (第1頁/共9頁)
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推估基準年TM2_ETM2_NTSPPM10SOXNOXNMHC
99年150000 2595000 2.219699 1.107463 0 0 0
99年150000 2594000 3.026862 1.510176 0 0 0
99年150000 2593000 9.533789 4.756643 0 0 0
99年150000 2592000 3.394055 1.693378 0 0 0
99年150000 2555000 0.446226 0.222633 0 0 0
99年150000 2552000 1.196936 0.597181 0 0 0
99年150000 2551000 1.217935 0.607658 0 0 0
99年151000 2595000 4.214451 2.102694 0 0 0
99年151000 2594000 6.77157 3.378504 0 0 0
99年151000 2593000 2.136998 1.066201 0 0 0
99年151000 2592000 4.409626 2.200071 0 0 0
99年151000 2557000 2.921982 1.457816 0 0.000055 0
99年151000 2556000 25.545934 12.764136 6.00E-06 0.002835 0.000278
99年151000 2555000 6.294021 3.177319 0.000187 0.006063 0.068755
99年151000 2554000 2.798166 1.478191 0.001228 0.016857 1.312401
99年151000 2553000 9.210035 4.65942 0.006519 0.017042 0.552001
99年151000 2552000 21.23796 10.596115 0 0.00005 0
99年151000 2551000 17.843791 8.902708 0 0 0
99年152000 2595000 3.261734 1.62736 0 0 0
99年152000 2558000 9.386495 4.683155 0 0 0
99年152000 2557000 26.418944 13.200517 0.024436 0.047773 0.134362
99年152000 2556000 9.120374 4.627849 0.021181 0.049936 0.343401
99年152000 2555000 1.677769 0.935201 0.006195 0.02375 0.769999
99年152000 2554000 1.116614 0.620814 0.00053 0.011267 0.199811
99年152000 2553000 1.157997 0.643635 0.00013 0.009956 0.322412
99年152000 2552000 9.029515 4.505048 0 0 0
99年152000 2551000 14.102381 7.036119 0 0 0
99年153000 2560000 4.625001 2.307528 0 0 0
99年153000 2559000 18.426509 9.193441 0 0 0
99年153000 2558000 5.879684 2.93352 0 0 0
99年153000 2557000 15.128858 7.591166 0.000189 0.006919 0.076196
99年153000 2556000 1.009029 0.561294 0.001419 0.014037 0.546811
99年153000 2555000 1.159053 0.644321 0.000294 0.010641 0.107338
99年153000 2554000 0.847149 0.470987 0.000423 0.008631 0.207865
99年153000 2553000 1.924275 1.069552 0.000109 0.016107 0.706611
99年153000 2552000 2.525267 1.397226 0.0001 0.020833 0.165744
99年153000 2551000 1.790793 0.978444 0.000027 0.012218 0.001256
99年154000 2565000 5.449207 2.718744 0 0 0.001507
99年154000 2564000 5.506954 2.747556 0 0 0.042424
99年154000 2563000 8.047817 4.015255 0 0 0
99年154000 2562000 23.05676 11.503588 0 0 0
99年154000 2561000 6.472902 3.229491 0 0 0
99年154000 2560000 4.703747 2.346816 0 0 0
99年154000 2558000 9.477225 4.739562 4.00E-06 0.001608 0.000165
99年154000 2557000 11.197463 5.683682 0.000335 0.017658 0.167147
99年154000 2556000 1.342233 0.746106 0.000185 0.011684 0.182394
99年154000 2555000 1.740967 0.967752 0.000169 0.014864 0.05481
99年154000 2554000 1.622689 0.902083 0.000451 0.015063 0.169433
99年154000 2553000 1.7839 0.991974 0.001199 0.019448 1.114919
99年154000 2552000 1.84247 0.975402 0.000036 0.008589 0.405841
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