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Error uncertainty analysis of GPCP monthly rainfall products: a data-based simulation study

机译:GPCP月降水产品的误差不确定性分析:基于数据的模拟研究

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This paper focuses on estimating the error uncertainty of the monthly 2.5 deg X 2.5 deg rainfall products of the Global Precipitation Climatology Project (GPCP) using rain gauge observations. Two kinds of GPCP products are evaluated: the satellite-only (MS) product, and the satellite-gauge (SG) merged product. The error variance separation (EVS) method has been proposed previously as a means of estimating the error uncertainty of the GPCP products. In this paper, the accuracy of the EVS results isexamined for a variety of gauge densities. Three validation sites--two in North Dakota and one in Thailand--all with a large number of rain gauges, were selected. The very high density of the selected sites justifies the assumption that the errors are negligible if all gauges are used. Monte Carlo simulation studies were performed to evaluate sampling uncertainty for selected rain gauge network densities. Results are presented in terras of EVS error uncertainty normalized by the true error uncertainty.These results show that the accuracy of the EVS error uncertainty estimates for the SG product differs from that of the MS product. The key factors that affect the errors of the EVS results, such as the gauge density, the gauge network, and the sample size, have been identified and their influence has been quantified. One major finding of this study is that 8-10 gauges, at the 2.5 deg scale, are required as a minimum to get good error uncertainty estimates for the SG products from the EVS method. For eight or more gauges, the normalized error uncertainty is about 0.86 +- 0.10 (North Dakota: box 1) and 0.95 +- 0.10 (North Dakota: box 2). Results show that, despite its error, the EVS method performs better than the root-mean-square error (rmse) approachthat ignores the rain gauge sampling error. For the MS products, both the EVS method and the rmse approach give negligible bias. As expected, results show that the SG products give better rainfall estimates than the MS products, according to most of thecriteria used.
机译:本文着重于使用雨量计观测数据估算全球降水气候学项目(GPCP)每月2.5度X 2.5度降雨产品的误差不确定性。评估了两种GPCP产品:仅卫星(MS)产品和卫星仪表(SG)合并产品。先前已经提出了误差方差分离(EVS)方法,作为估计GPCP产品误差不确定性的一种手段。在本文中,针对各种标称密度检查了EVS结果的准确性。选择了三个验证地点-两个在北达科他州,一个在泰国-都装有大量雨量计。所选站点的极高密度证明了以下假设:如果使用所有量规,则误差可以忽略。进行了蒙特卡洛模拟研究,以评估所选雨量计网络密度的采样不确定性。结果以真实误差不确定性归一化的EVS误差不确定性的形式表示,这些结果表明SG产品的EVS误差不确定性估计的准确性与MS产品的准确性不同。已经确定了影响EVS结果误差的关键因素,例如表密度,表网络和样本大小,并且已对其影响进行了量化。这项研究的一个主要发现是,至少需要8-10个2.5度刻度的量具才能通过EVS方法获得SG产品的良好误差不确定性估计。对于八个或更多个量规,归一化误差不确定度约为0.86±0.10(北达科他州:方框1)和0.95±0.10(北达科他州:方框2)。结果表明,尽管存在误差,但EVS方法的性能优于忽略雨量计采样误差的均方根误差(rmse)方法。对于MS产品,EVS方法和rmse方法均提供可忽略不计的偏差。如预期的那样,根据大多数使用的标准,结果表明SG产品比MS产品提供更好的降雨估算。

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