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A rank-based approach for correcting systematic biases in spatial disaggregation of coarse-scale climate simulations

机译:一种基于秩的粗糙度分解中的系统偏差的基于级别方法

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Use of General Circulation Model (GCM) precipitation and evapotranspiration sequences for hydrologic modelling can result in unrealistic simulations due to the coarse scales at which GCMs operate and the systematic biases they contain. The Bias Correction Spatial Disaggregation (BCSD) method is a popular statistical downscaling and bias correction method developed to address this issue. The advantage of BCSD is its ability to reduce biases in the distribution of precipitation totals at the GCM scale and then introduce more realistic variability at finer scales than simpler spatial interpolation schemes. Although BCSD corrects biases at the GCM scale before disaggregation; at finer spatial scales biases are reintroduced by the assumptions made in the spatial disaggregation process. Our study focuses on this limitation of BCSD and proposes a rank-based approach that aims to reduce the spatial disaggregation bias especially for both low and high precipitation extremes.
机译:使用通用循环模型(GCM)沉淀和水文建模的蒸发序列可能导致由于GCMS操作的粗略尺度和它们所包含的系统偏差而导致不切实际的模拟。 偏置校正空间分解(BCSD)方法是一种流行的统计缩减和偏置校正方法,以解决这个问题。 BCSD的优势是其能够在GCM规模处减少降水总量分布中的偏差,然后在比简单的空间插值方案更精细的刻度引入更现实的变化。 虽然BCSD在分解前纠正了GCM规模的偏差; 在更精细的空间尺度上,通过在空间分列过程中的假设中重新引入偏差。 我们的研究重点介绍了BCSD的这一限制,并提出了一种基于级别的方法,旨在减少空间分解偏差,特别是对于低降低和高降低极端。

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