论文标题
学习分布网格拓扑:教程
Learning Distribution Grid Topologies: A Tutorial
论文作者
论文摘要
从数据中揭示馈线拓扑对于提高情境意识和适当利用智能资源在电源分配网格中至关重要。该教程总结了,对比并建立了有关拓扑识别的最新作品与已针对电源分配网格提出的检测方案之间的有用联系。主要重点是突出使用分配网格中测量设备有限的方法,同时使用电源 - 流体物理学和馈线结构特性的保护定律增强拓扑估算。可以从传统的方式或积极地收集相量测量单元或智能电表的网格数据,或者积极地收集电网资源并测量馈线的电压响应。在不同的仪表位置方案下,对馈线可识别性和可检测性的分析主张进行了审查。可以通过具有各种计算复杂性的算法解决方案来确切或大致获得此类拓扑学习主张,从最小二乘拟合到凸优化问题,从图表上的多项式时间搜索到混合智能程序。尽管重点是径向单相馈线,但有时可能会进行网状和/或多相电路的扩展。该教程旨在为研究人员和工程师提供有关当前可行分配网格学习和对未来工作方向的见解的最新知识。
Unveiling feeder topologies from data is of paramount importance to advance situational awareness and proper utilization of smart resources in power distribution grids. This tutorial summarizes, contrasts, and establishes useful links between recent works on topology identification and detection schemes that have been proposed for power distribution grids. The primary focus is to highlight methods that overcome the limited availability of measurement devices in distribution grids, while enhancing topology estimates using conservation laws of power-flow physics and structural properties of feeders. Grid data from phasor measurement units or smart meters can be collected either passively in the traditional way, or actively, upon actuating grid resources and measuring the feeder's voltage response. Analytical claims on feeder identifiability and detectability are reviewed under disparate meter placement scenarios. Such topology learning claims can be attained exactly or approximately so via algorithmic solutions with various levels of computational complexity, ranging from least-squares fits to convex optimization problems, and from polynomial-time searches over graphs to mixed-integer programs. Although the emphasis is on radial single-phase feeders, extensions to meshed and/or multiphase circuits are sometimes possible and discussed. This tutorial aspires to provide researchers and engineers with knowledge of the current state-of-the-art in tractable distribution grid learning and insights into future directions of work.