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Generation of soil moisture patterns at the catchment scale by EOF interpolation

机译:通过EOF插值法在流域尺度上生成土壤水分模式

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摘要

Spatial patterns of soil moisture cannot be adequately characterized by direct measurement for most practical applications, so interpolation between observations is required. Interpolation of soil moisture is complicated because multiple hydrologic processes can affect soil moisture and these processes can introduce distinct modes of variation into the soil moisture patterns. In this paper, a new method to interpolate soil moisture data is presented. This method accepts a dataset of soil moisture at widely-spaced locations on multiple dates and produces fine-scale patterns of soil moisture on the same dates. The method first uses Empirical Orthogonal Function (EOF) analysis to decompose the dataset into a set of time-invariant patterns of covariation (EOFs) and a set of associated time series (called expansion coefficients or ECs) that indicate the importance of the patterns on each date. The method then uses a statistical test to retain only the most important EOFs, and these EOFs are interpolated to the desired resolution using a standard estimation or interpolation method. The interpolated EOFs are finally combined with the spatial averages and the ECs to construct the fine-scale soil moisture patterns. Using the Tarrawarra dataset, the EOF-based interpolation method is shown to outperform analogous direct interpolation methods, and this improved performance is observed when as few as two observation dates are available. The improved performance occurs because EOF analysis decomposes soil moisture roughly according to the controlling processes and the most important EOFs exhibit distinct but more consistent spatial structures than soil moisture itself. Less predictable variation is also separated into higher order EOFs, which are discarded by the method.
机译:对于大多数实际应用,直接测量无法充分表征土壤水分的空间格局,因此需要在观测值之间进行插值。土壤水分的插值很复杂,因为多个水文过程会影响土壤水分,而这些过程会将不同的变化模式引入土壤水分模式。本文提出了一种插值土壤水分数据的新方法。该方法在多个日期上接受广泛分布的土壤水分的数据集,并在同一日期产生精细尺度的土壤水分模式。该方法首先使用经验正交函数(EOF)分析将数据集分解为一组时变协方差(EOF)模式和一组相关时间序列(称为展开系数或EC),这些时间序列表示模式对数据的重要性。每个日期。然后,该方法使用统计检验仅保留最重要的EOF,然后使用标准估计或插值方法将这些EOF插值到所需的分辨率。最终,将插值的EOF与空间平均值和EC结合起来,以构建精细的土壤湿度模式。使用Tarrawarra数据集,基于EOF的插值方法显示出优于类似的直接插值方法,并且当只有两个观察日期可用时,可以观察到这种改进的性能。由于EOF分析会根据控制过程粗略地分解土壤水分,而最重要的EOF与土壤水分本身相比表现出独特但更一致的空间结构,因此性能得到改善。难以预测的变化也被分为更高阶的EOF,这些EOF被该方法丢弃。

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