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A dynamic data-driven method for dealing with model structural error in soil moisture data assimilation

机译:动态数据驱动的土壤水分数据同化中模型结构误差的处理方法

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摘要

Attributing to the flexibility in considering various types of observation error and model error, data assimilation has been increasingly applied to dynamically improve soil moisture modeling in many hydrological practices. However, accurate characterization of model error, especially the part caused by defective model structure, presents a significant challenge to the successful implementation of data assimilation. Model structural error has received limited attention relative to parameter and input errors, mainly due to our poor understanding of structural inadequacy and the difficulties in parameterizing structural error. In this paper, we present a dynamic data-driven approach to estimate the model structural error in soil moisture data assimilation without the need for identifying error generation mechanism or specifying particular form for the error model. The error model is based on the Gaussian process regression and then integrated into the ensemble Kalman filter (EnKF) to form a hybrid method for dealing with multi-source model errors. Two variants of the hybrid method in terms of two different error correction manners are proposed. The effectiveness of the proposed method is tested through a suit of synthetic cases and a real-world case. Results demonstrate the potential of the proposed hybrid method for estimating model structural error and providing improved model predictions. Compared to the traditional EnKF without explicitly considering the model structural error, parameter compensation issue is obviously reduced and soil moisture retrieval is substantially improved.
机译:归因于考虑各种类型的观测误差和模型误差的灵活性,在许多水文实践中,数据同化已越来越多地用于动态改善土壤湿度模型。然而,准确描述模型错误,尤其是模型结构缺陷造成的零件错误,对成功实施数据同化提出了重大挑战。相对于参数和输入误差,模型结构误差受到的关注有限,这主要是由于我们对结构不足的理解不足以及参数化结构误差的困难。在本文中,我们提出了一种动态数据驱动的方法来估算土壤水分数据同化过程中的模型结构误差,而无需识别误差产生机制或为误差模型指定特定形式。误差模型基于高斯过程回归,然后集成到集合卡尔曼滤波器(EnKF)中,以形成用于处理多源模型误差的混合方法。针对两种不同的纠错方式,提出了混合方法的两种变体。通过一系列综合案例和一个实际案例测试了所提出方法的有效性。结果表明,提出的混合方法可用于估计模型结构误差并提供改进的模型预测。与没有明确考虑模型结构误差的传统EnKF相比,参数补偿问题明显减少,土壤水分反演得到了明显改善。

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