Improvement of Power System Loading Margin with Reducing Network Investment Cost Using SVC

K. Srikumar
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Abstract

Under emergency conditions to reduce the harms from environmental deterioration, one of the recently focused developments in the power industry is to make the existing transmission networks sufficiently utilize their capability in power transfer. From the detailed analysis and many studies, voltage instability was found to be the main factor responsible for several blackout events. As an index to indicate the level of static voltage stability of a transmission system, the Loading Margin (LM) or Voltage Stability Margin (VSM), represents the maximum power that can be transferred between generators and loads before voltage collapse point achieved is generally measured in system planning. In this paper, under each contingency with high Risk Index (RI) value, the Modal Analysis (MA) technique is used to determine which buses need Static VAR Compensator (SVC) installation, and with maximum LM and minimum SVC installation cost composed into the multi-objective function. The optimal LM enhancement problem is formulated as a multi-objective optimization problem (MOP) and solved by using the fitness sharing multi-objective particle swarm optimization (MOPSO) algorithm for a Pareto front set. The proposed method may be tested on the IEEE 24-bus reliability test system (RTS) and IEEE 14-bus system.
用SVC降低电网投资成本提高电力系统负荷余量
在紧急情况下,为减少环境恶化带来的危害,如何充分利用现有输电网的输电能力是近年来电力工业的研究热点之一。从详细的分析和大量的研究中发现,电压不稳定是造成多次停电事件的主要因素。负荷裕度(LM)或电压稳定裕度(VSM)是衡量输电系统静态电压稳定水平的指标,通常在系统规划中测量,表示在达到电压崩溃点之前发电机和负载之间可传递的最大功率。本文利用模态分析(MA)技术,在各风险指数(RI)值较高的突发事件下,确定需要安装静态无功补偿器(SVC)的母线,并将最大LM和最小SVC安装成本组成多目标函数。将最优LM增强问题表述为多目标优化问题(MOP),采用Pareto前集适应度共享多目标粒子群优化(MOPSO)算法求解。该方法可在IEEE 24总线可靠性测试系统(RTS)和IEEE 14总线可靠性测试系统上进行测试。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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