Abstract

Due to fluctuating characteristics of loads, dynamic reactive power optimization over a certain time period is essential to provide effective strategies to maintain the security and economic operation of distribution systems. In operation, reactive power compensation devices cannot be adjusted too frequently due to their lifetime constraints. Thus, in this paper, an online reactive power optimization strategy based on the segmentation of multiple predicted load curves is proposed to address this issue, aiming to minimize network losses and at the same time to minimize reactive power-compensation device adjustment times. Based on forecasted time series of loads, the strategy first segments each load curve into several sections by means of thresholding a filtered signal, and then optimizes reactive power dispatch based on average load in each section. Through case studies using a modified IEEE 34-bus system and field measurement of loads, the merits of the proposed strategy is verified in terms of both optimization performance and computational efficiency compared with state-of-the-art methods.

Highlights

  • Reactive power optimization aims to produce optimal reactive power-compensation device control strategies in order to achieve minimum delivery losses and at the same time to satisfy specific operating constraints such as requirements for voltage deviations [1,2]

  • TheMoreover, temporal variations of different types of loads are not the same, it is essential to the temporal variations of different types of loads are not the same, it is conduct essential to dynamic reactive power optimization for a certain time of oneinstead time stamp

  • This paper proposed a strategy which segments the predicted integrated load curve first, and optimization using genetic algorithm (GA) with adjustment of reactive devices as one objective

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Summary

Introduction

Reactive power optimization aims to produce optimal reactive power-compensation device control strategies in order to achieve minimum delivery losses and at the same time to satisfy specific operating constraints such as requirements for voltage deviations [1,2]. Various optimization methods have been applied to address this issue, including linear programming [3], non-linear programming [4], quadratic programming [5], interior point programming [6,7], and artificial intelligence (AI) methods [2,8,9]. Reference [10] used second-order cones to relax the non-convex power flow equations, and applied a sensitivity-based decomposition method to improve computational efficiency. Reference [11] transformed non-linear power flow equations into a linear approximation form, and used iterative solving algorithm to obtain optimal reactive power dispatch strategy. Reference [12] implemented genetic algorithm to maintain voltage stability of the power system and to reduce power losses in systems with mass distributed generators

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