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Prediction of daily reference evapotranspiration by a multiple regression method based on weather forecast data.

机译:通过基于天气预报数据的多元回归方法预测每日参考蒸散量。

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Prediction of daily reference evapotranspiration (ET0) is the basis of real-time irrigation scheduling. A multiple regression method for ET0 prediction based on its seasonal variation pattern and public weather forecast data was presented for application in East China. The forecasted maximum temperature (Tmax), minimum temperature (Tmin) and weather condition index (WCI) were adopted to calculate the correction coefficient by multilinear regression under five time-division regimes (10 days, monthly, seasonal, semi-annual and annual). The multiple regression method was tested for its feasibility for ET0 prediction using forecasted weather data as the input, and the monthly regime was selected as the most suitable. Average absolute error (AAE) and root mean square error (RMSE) were 0.395 and 0.522 mm d-1, respectively. ET0 prediction errors increased linearly with the increase in temperature prediction error. A temperature error within 3 K is likely to result in acceptable ET0 predictions, with AAE and average absolute relative error (AARE) <0.142 mm d-1 and 5.8%, respectively. However, one rank error in WCI results in a much larger error in ET0 prediction due to the high sensitivity of the correction coefficient to WCI and the large relative error in WCI caused by one rank deviation. Improving the accuracy of weather forecasts, especially for WCI prediction, is helpful in obtaining better estimations of ET0 based on public weather data.
机译:每日参考蒸散量(ET 0 )的预测是实时灌溉调度的基础。提出了一种基于季节变化规律和公共天气预报数据的ET 0 预报多元回归方法,并在华东地区应用。采用预报的最高温度(T max ),最低温度(T min )和天气状况指数(WCI),通过多元线性回归在五个时间点计算校正系数。划分制度(10天,每月,季节性,半年度和年度)。以天气预报数据作为输入量,对多元回归方法进行ET 0 预测的可行性进行了检验,并选择了最适合的月度方案。平均绝对误差(AAE)和均方根误差(RMSE)分别为0.395和0.522 mm d -1 。 ET 0 的预测误差随着温度预测误差的增加而线性增加。 3 K以内的温度误差很可能导致可接受的ET 0 预测,AAE和平均绝对相对误差(AARE)<0.142 mm d -1 和5.8%,分别。但是,由于校正系数对WCI的灵敏度高,以及由一个秩偏差引起的WCI相对误差大,WCI中的秩误差导致ET 0 预测中的误差大得多。提高天气预报的准确性,尤其是WCI预报的准确性,有助于基于公共天气数据获得更好的ET 0 估计。

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