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從氣象資料估算蒸發量

ESTIMATING EVAPORATION RATE FROM METEOROLOGICAL DATA

摘要


本文將Penman所提出估算蒸發量之公式簡化如下:E =〔1.04Q_s(a + b n/N)+0.45(T-T_d)〕x(0.46 + 0.001 T)式中E:蒸發量(mm day^(-1))Q_s:地表理論日射量(10^(-3) Cal cm^(-2) S^(-1))a、b:係數n / N:日照率,n爲實測日照時數,N爲理論日照時數T:月平均氣溫(℃)T_d:月平均露點溫度(°C)台灣地區七個測候站資料依據上式所得蒸發量估算值與實測值比較結果,兩者之相關係數頗高,除恒春爲0.78外,其餘台北,台中,台南,高雄,花蓮及台東等地均在0.90以上。年平均誤差率爲1〜9%,月平均誤差率則爲4〜11%。充分說明此一簡化後之蒸發量估算式在本省有相當之適用性。

並列摘要


The Penman formula for the evaporation rate from free water surface is simplified to the following: E (1.04O_s (a +b^n/N)+0.45 (T-T_d)) x (0.46 + 0.01T) where E: Evaporation rate (mm day^(-1)) Q_s: Theoretical global solar radiation on earth surface (10^(-3) cal cm^(-2)S^(-1)) a, b: Coefficient calculated from Q/Q_s=a+b^n/N, where Q is observed global solar radiation on earth surface. n/N: Sunshine rate, where n is observed sunshine duration and N is theoretical sunshine duration. T_d: Monthly mean air temperature (°C). Monthly mean dewpoint (°C). The formula applies to a long periodical evaporation rate estimation would be limited to a range of annual mean wind speeds from 1-5 m s^(-1) and monthly mean air temperature over 5°C Compared the estimated evaporation rate by this formula with the observed evaporation rate had been treated in Taiwan. and their correlation coefficient in Taipei. Taichung, Tainan, Kaoh-siung, Hualien and Taitung were more than 0.90. The errors alter from 1-9% for annual means and 4-11% for monthly means.

被引用紀錄


宋易倫(2007)。蒸發散量Penman-Monteith估算方程式最適蒸汽壓力差計算式之評估〔碩士論文,中原大學〕。華藝線上圖書館。https://doi.org/10.6840/cycu200700326
林坤義(2010)。屏東麓山地區莿竹林蒸發散量之估測研究〔碩士論文,國立屏東科技大學〕。華藝線上圖書館。https://doi.org/10.6346/NPUST.2010.00261
邱湞瑋(2006)。勢能蒸發散計算方法應用於中海拔地區之比較〔碩士論文,國立臺灣大學〕。華藝線上圖書館。https://doi.org/10.6342/NTU.2006.01883
王文正(2007)。裸土水份蒸發之風洞實驗〔碩士論文,國立中央大學〕。華藝線上圖書館。https://www.airitilibrary.com/Article/Detail?DocID=U0031-0207200917350329

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