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COMPARISON OF THREE METHODS FOR SPATIAL DISTRIBUTION OF ERROR-CORRECTION ALGORITHMS

机译:误差校正算法的空间分布三种方法的比较

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Data assimilation is a useful tool to correct the discrepancies of numerical model results by extracting reliable information from observed data. One of popular data assimilation techniques is the spatial distribution based on error-correction, since it can address the challenge when number of monitoring stations is limited. Current research only focuses on the estimation of spatial distribution pattern, or the improvement of the competence of different spatial distribution methods, but lacks the comparison either in their characteristics or in the performances. In this study, we compared three different approaches, Kriging, Artificial Neural Network (ANN) and inter-model correlation inspired by Kalman Gain, for spatial distribution on error correction. Based on the application in a real case of Singapore Regional model, the performance and adaptive capabilities of these methods are analyzed through testing the sensitivity in response to different observation points and hydrodynamic regimes. The results suggest that the performance varies among different methods and changes with various scenarios, indicating that an appropriate selection of algorithms under different environmental condition is necessary.
机译:数据同化是通过从观察到的数据中提取可靠信息来纠正数值模型结果差异的有用工具。流行的数据同化技术之一是基于纠错的空间分布,因为它可以解决监控站数量有限时的挑战。目前的研究仅集中在空间分布格局的估计或不同空间分布方法能力的提高上,而缺乏其特征或性能上的比较。在这项研究中,我们比较了三种不同的方法,即Kriging,人工神经网络(ANN)和受Kalman Gain启发的模型间相关性,以进行误差校正的空间分布。基于在新加坡区域模型的实际案例中的应用,通过测试对不同观测点和流体动力机制的敏感性,分析了这些方法的性能和自适应能力。结果表明,性能的不同方法的不同而不同,并与各种场景变化,表明的算法的不同环境条件下的适当的选择是必要的。

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