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Streamflow variability and classification using false nearest neighbor method

机译:使用假最近邻法的流量变化和分类

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Understanding regional streamflow dynamics and patterns continues to be a challenging problem. The present study introduces the false nearest neighbor (FNN) algorithm, a nonlinear dynamic-based method, to examine the spatial variability of streamflow over a region. The FNN method is a dimensionality-based approach, where the dimension of the time series represents its variability. The method uses phase space reconstruction and nearest neighbor concepts, and identifies false neighbors in the reconstructed phase space. The FNN method is applied to monthly streamflow data monitored over a period of 53 years (1950-2002) in an extensive network of 639 stations in the contiguous United States (US). Since selection of delay time in phase space reconstruction may influence the FNN outcomes, analysis is carried out for five different delay time values: monthly, seasonal, and annual separation of data as well as delay time values obtained using autocorrelation function (ACF) and average mutual information (AMI) methods. The FNN dimensions for the 639 streamflow series are generally identified to range from 4 to 12 (with very few exceptional cases), indicating a wide range of variability in the dynamics of streamflow across the contiguous US. However, the FNN dimensions for a majority of the streamflow series are found to be low (less than or equal to 6), suggesting low level of complexity in streamflow dynamics in most of the individual stations and over many sub-regions. The FNN dimension estimates also reveal that streamflow dynamics in the western parts of the US (including far west, northwestern, and southwestern parts) generally exhibit much greater variability compared to that in the eastern parts of the US (including far east, northeastern, and southeastern parts), although there are also differences among 'pockets' within these regions. These results are useful for identification of appropriate model complexity at individual stations, patterns across regions and sub-regions, interpolation and extrapolation of data, and catchment classification. An attempt is also made to relate the FNN dimensions with catchment characteristics and streamflow statistical properties. (C) 2015 Elsevier B.V. All rights reserved.
机译:了解区域流量动态和模式仍然是一个具有挑战性的问题。本研究引入了基于非线性动力学方法的虚假最近邻算法(FNN),以检查区域内水流的空间变异性。 FNN方法是基于维的方法,其中时间序列的维表示其可变性。该方法使用相空间重构和最近邻居概念,并在重构的相空间中识别虚假邻居。 FNN方法应用于在连续的美国(US)的639个站组成的广泛网络中,在53年(1950-2002年)内监视的每月流量数据。由于在相空间重构中选择延迟时间可能会影响FNN结果,因此对五个不同的延迟时间值进行了分析:数据的月度,季节和年度间隔以及使用自相关函数(ACF)和平均值获得的延迟时间值互信息(AMI)方法。一般认为639个流量序列的FNN尺寸范围是4到12(极少数例外情况),这表明跨美国连续流的动态变化范围很大。但是,发现大部分流量序列的FNN尺寸都很低(小于或等于6),这表明大多数单个站和许多子区域的流量动态复杂性较低。 FNN维估计还显示,与美国东部地区(包括远东,东北和南部)相比,美国西部地区(包括远西,西北和西南地区)的水流动态通常表现出更大的可变性。东南部分),尽管这些地区的“口袋”之间也存在差异。这些结果对于确定各个站点的适当模型复杂性,跨区域和子区域的模式,数据的内插和外推以及集水区分类很有用。还尝试将FNN尺寸与流域特征和流量统计特性相关联。 (C)2015 Elsevier B.V.保留所有权利。

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