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Unforeseen data estimation in water distribution system

机译:供水系统中不可预见的数据估计

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Unforeseen data is a mostly encountered problem in the water distribution system (WDS) application. The WDS is considered to be significant component in the social framework. This paper proposes an improved version of window based Kalman filter known to be customized Kal-man filter (CKF). The academic section WDS of National Institute of Technology-Tiruchirappalli, Tamil Nadu, India is considered as the case-study. The flows across the pipes and head level of the reservoir tanks are measurement of interest which has significant data loss due to the randomly varying sampling interval. The available measurements are also corrupted with the state and input dependent noises along with the conventional uncertainties. This is due to the interconnection between the consumers and structural complexity of the considered case-study which causes the direct and indirect impact over the other states due to the propagation of the disturbance occurring at any spatial instance of the interconnected WDS. The proposed CKF is equipped with the necessary remedies to have an optimal estimates of unforeseen data even in the presence of state and input dependent noises. The CKF algorithm is incorporated along with the mean imputation technique as a priori of the estimates, which improves the estimation accuracy. The estimated results are validated through the quantative and qualitative analysis for the considered case-study.
机译:不可预见的数据是水分配系统(WDS)应用程序中最常遇到的问题。 WDS被认为是社会框架中的重要组成部分。本文提出了一种改进的基于窗口的卡尔曼滤波器,称为定制卡尔曼滤波器(CKF)。案例研究被认为是印度泰米尔纳德邦国家技术学院Tiruchirappalli的WDS学术部分。跨管道的流量和储水箱的水头高度是关注的测量指标,由于随机变化的采样间隔,其数据损失很大。可用的测量还会因状态和与输入有关的噪声以及常规的不确定性而受到破坏。这是由于使用者之间的互连以及所考虑的案例研究的结构复杂性,由于在互连的WDS的任何空间实例处发生的干扰的传播,都会导致对其他状态的直接和间接影响。所提出的CKF配备了必要的补救措施,即使在存在状态和输入相关噪声的情况下,也可以对不可预见的数据进行最佳估计。 CKF算法与均值插补技术结合在一起作为估计的先验,从而提高了估计的准确性。通过对所考虑的案例研究进行定量和定性分析来验证估计结果。

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