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首页> 外文期刊>Journal of Hydrology >Analysis and estimation of soil moisture at the catchment scale using EOFs
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Analysis and estimation of soil moisture at the catchment scale using EOFs

机译:基于EOF的流域尺度土壤水分分析与估算

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Soil moisture patterns and dynamics are important for numerous applications such as flood forecasting, climate modeling, and management of agricultural lands. Unfortunately, widespread observations of soil moisture are not currently available at the spatial scale of most of these applications. Given these data limitations and the complexity of soil moisture dynamics, there is a need to gain a better understanding of soil moisture patterns and to develop methods that can efficiently estimate these patterns from limited observations. In this paper, we use Empirical Orthogonal Function (EOF) analysis to study the Tarrawarra soil moisture dataset from Australia. EOF analysis partitions the observed variation into a series of time-invariant spatial patterns (EOFs) that can be multiplied by temporal varying (but spatially constant) coefficients and summed to reconstruct observed soil moisture patterns. Using this approach, we identify two spatial patterns underlying soil moisture variability at Tarrawarra, which supports previous contentions that the spatial patterns are controlled by local soil properties in wet and dry conditions and topographic characteristics during intermediate conditions. We also use the EOF analysis to identify points whose variability is most representative of each of the underlying spatial patterns and thus can be used to monitor these distinct modes of variability. Finally, we show that the EOF approach can be used to estimate soil moisture patterns for unobserved times if a field campaign has collected detailed soil moisture observations for a limited time period in the past. (c) 2006 Elsevier B.V. All rights reserved.
机译:土壤湿度模式和动态变化对于洪水预报,气候模拟和农田管理等众多应用都很重要。不幸的是,在大多数这些应用的空间尺度上,目前尚无对土壤水分的广泛观测。考虑到这些数据的局限性以及土壤水分动力学的复杂性,需要对土壤水分模式有更好的了解,并需要开发出可以从有限的观测数据中有效估算这些模式的方法。在本文中,我们使用经验正交函数(EOF)分析来研究来自澳大利亚的Tarrawarra土壤湿度数据集。 EOF分析将观察到的变化划分为一系列时不变的空间模式(EOF),可以将其乘以时间变化(但在空间上恒定)的系数,并相加以重建观察到的土壤湿度模式。使用这种方法,我们确定了塔拉瓦拉土壤湿度变化的两个空间格局,这支持了先前的论点,即空间格局是由干湿条件下的局部土壤性质以及中间条件下的地形特征所控制。我们还使用EOF分析来确定其可变性最能代表每个基础空间模式的点,因此可以用来监视这些不同的可变性模式。最后,我们表明,如果野外运动过去在有限的时间段内收集了详细的土壤水分观测值,则EOF方法可用于估算未观测时间的土壤水分模式。 (c)2006 Elsevier B.V.保留所有权利。

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