用卡尔曼滤波理论估计二维透射率分布

F. Hirano, T. Ueda, K. Jinno
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引用次数: 0

摘要

水文透过率是地下水流量分析的重要参数之一。然而,我们很少能得到准确和详细的透射率分布,因此我们不得不外推它,特别是在只有很少的观测值的情况下。在之前的报告(Ueda et al., 1983c)中,我们提出了通过卡尔曼滤波理论对透射率空间分布进行最优估计的方法。本文讨论了透射率各向异性随机场的产生方法和表示透射率空间结构的自相关系数的计算方法。此外,我们还举例说明了如何利用滤波理论得到透射率的各向异性分布。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation of Two-Dimensional Distribution of Transmissivity by Kalman Filtering Theory
Hydrological transmissivity is one of the important parameters for the analysis of groundwater flow. However, it is seldom that we can get exact and detailed distribution of transmissivity and hence we can not help extrapolating it, especially when there are only a few observed values.
In the previous report (Ueda et al. , 1983c) , we proposed the method in which the optimal estimation of the spatial distribution of the transmissivity can be obtained through the Kalman Filtering Theory. In the present report, we discuss the method of generating the anisotropic random field of transmissivity and that of calculating the auto-correlation coefficient which represents the spatial structure of transmissivity. Also, we show the examples on how the anisotropic distribution of transmissivity can be obtained through the filtering theory.
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