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Stochastic Geometry-Based Model for Dynamic Allocation of Metering Equipment in Spatio-Temporal Expanding Power Grids

机译:适用于时空扩展电网计量设备动态分配的随机几何模型

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摘要

With smart grids replacing conventional power grids and rapidly expanding in both space and time, ensuring an acceptable system observability becomes a challenge in spatio-temporal expanding power grids. In addition, system operators face another challenge, namely, financial budget constraints. To address these challenges, a metering equipment allocation strategy for monitoring of the power grid state needs to be dynamic in both space and time. Unfortunately, existing metering allocation strategies are quite limited. They usually deal with static power grid topologies, and hence, do not reflect the spatio-temporal expansion of the power grid. In this paper, a spatio-temporal power grid model is proposed based on stochastic geometry, which we show that it is in a good match with real-world power grids. The proposed model enables us to carry out tractable dynamic allocation of metering equipment in a large (city-wide) and structurally evolving power grid. Using the developed model, a multi-year algorithm for the allocation of metering equipment is proposed based on finite horizon dynamic programming, given budgetary and technical constraints on system observability. Several case studies for metering allocation are demonstrated through simulation results.
机译:使用智能电网更换传统的电网并在空间和时间内快速扩展,确保可接受的系统可观察性成为时空扩展电网的挑战。此外,系统运营商面临另一个挑战,即财务预算限制。为了解决这些挑战,需要在空间和时间内监测电网状态的计量设备分配策略。不幸的是,现有的计量分配策略非常有限。它们通常处理静态电网拓扑,因此不反映电网的时空膨胀。本文提出了一种基于随机几何形状的时空功率电网模型,我们表明它与现实世界的电网有良好的匹配。所提出的模型使我们能够在大(城市)和结构演化的电网中进行计量设备的发动动态分配。使用开发的模型,基于有限地平动态规划,提出了一种用于计量设备分配的多年算法,给予系统可观察性的预算和技术限制。通过仿真结果证明了几种用于计量分配的案例研究。

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