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Evaluation of statistical bias correction methods for numerical weather prediction model forecasts of maximum and minimum temperatures

机译:评估用于最高和最低温度的数值天气预报模型预报的统计偏差校正方法

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Statistical bias correction methods for numerical weather prediction (NWP) forecasts of maximum and minimum temperatures over India in the medium-range time scale (up to 5 days) are proposed in this study. The objective of bias correction is to minimize the systematic error of the next forecast using bias from past errors. The need for bias corrections arises from the many sources of systematic errors in NWP modeling systems. NWP models have shortcomings in the physical parameterization of weather events and have the inability to handle sub-grid phenomena successfully. The statistical algorithms used for minimizing the bias of the next forecast are running-mean (RM) bias correction, best easy systematic estimator, simple linear regression and the nearest neighborhood (NN) weighted mean, as they are suitable for small samples. Bias correction is done for four global NWP model maximum and minimum temperature forecasts. The magnitude of the bias at a grid point depends upon geographical location and season. Validation of the bias correction methodology is carried out using daily observed and bias-corrected model maximum and minimum temperature forecast over India during July-September 2011. The bias-corrected NWP model forecast generally outperforms direct model output (DMO). The spatial distribution of mean absolute error and root-mean squared error for bias-corrected forecast over India indicate that both the RM and NN methods produce the best skill among other bias correction methods. The inter-comparison reveals that statistical bias correction methods improve the DMO forecast in terms of accuracy in forecast and have the potential for operational applications
机译:在这项研究中,提出了统计偏差校正方法,用于数值天气预报(NWP)预测印度在中程范围内(最高5天)的最高和最低温度。偏差校正的目的是使用过去误差产生的偏差将下一次预测的系统误差降至最低。 NWP建模系统中系统误差的许多来源引起了对偏差校正的需求。 NWP模型在天气事件的物理参数化方面存在缺陷,并且无法成功处理子电网现象。用于最小化下一个预测的偏差的统计算法是运行均值(RM)偏差校正,最佳简单系统估计量,简单线性回归和最近邻(NN)加权平均值,因为它们适合于小样本。对四个全球NWP模型的最高和最低温度预测进行了偏差校正。网格点上的偏差的大小取决于地理位置和季节。使用2011年7月至9月期间印度每日观察和经偏差校正的模型最高和最低温度预报来进行偏差校正方法的验证。经偏差校正的NWP模型预测通常胜过直接模型输出(DMO)。印度偏倚校正预报的平均绝对误差和均方根误差的空间分布表明,RM和NN方法在其他偏倚校正方法中均具有最好的技能。相互比较表明,统计偏差校正方法可以改善DMO预测的准确性,并具有运行应用的潜力

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