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Application of weighted least square algorithm in distribution network state estimation with finite measurement information

机译:加权最小二乘算法在有限测量信息的配电网状态估计中的应用

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摘要

In order to adapt to the requirement that distribution network has limited measurement devices; a distribution network state estimation algorithm based on finite measurement information is proposed. In the model, distribution network node voltage amplitude and voltage phase work as state variables, and measured node information and load planning data work as real measurement and pseudo measurement respectively. The weight matrix helps ensure the model's rationality and solving model is based on the weighted least square algorithm. With the simulation of UK 102-node distribution network, the results show that this model could estimate all-node states with finite measurement information and mean error meets the requirements of actual application. The relation of state estimation error, real-measurement number and estimation initial value has qualitative description, and it lays a foundation of further study on optimized measurement configuration and optimal state estimation solving.
机译:为了适应配电网有限的测量设备的要求;提出了一种基于有限测量信息的配电网状态估计算法。在该模型中,配电网节点电压幅值和电压相位作为状态变量,被测节点信息和负荷计划数据分别作为真实测量和伪测量。权重矩阵有助于确保模型的合理性,而求解模型则基于加权最小二乘算法。通过对UK 102节点配电网的仿真,结果表明,该模型能够以有限的测量信息估计全节点状态,平均误差满足实际应用的要求。状态估计误差,实测次数与估计初始值之间的关系具有定性描述,为进一步研究最优测量配置和最优状态估计求解奠定了基础。

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