Optimized Proportional Integral Derivative Based Power System Stabilizer Using Jaya Algorithm for Angular Stability Enhancement

Agbo, Aondoungwa, Alabi, Isaac Ibitayo
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Abstract

This study presents an optimized Proportional Integral Derivative Based Power System Stabilizer (PIDPSS) using Jaya Algorithm for angular stability enhancement. Jaya algorithm introduced by Rao, is an optimization technique with few control parameters which is used to minimize the objective function F(K). The modeling and simulation were done using Matlab /Simulink software version R2021b on IEEE 14-Bus system and Single Machine Infinite Bus (SMIB). A three-phase fault was introduced into the network at system runtime of 5s with a fault clearing time of 0.1s. The result of the simulation of the IEEE 14 Bus system showed a 74% and 24% reduction in overshoot time of speed deviation for generators 1 and 2, with settling times of 2.5s and 4s, respectively, in the presence of PIDPSS. The load angle experienced a 14% and 19% reduction in overshoot with settling times of 2s and 2.5s, respectively in the presence of PIDPSS for generators 1 and 2, respectively. The Electrical Power result showed 27% and 6% reduction in overshoot time as well as settling times of 2.5s and 4s, respectively, for generator 1 and 2 in the presence of PIDPSS. The result of the simulation of SMIB system also showed a 25% reduction in overshoot time in relation to deviation speed at a settling time of 4s in the presence of PIDPSS. The Load Angle showed- a 13% decrease in overshoot time at 2s settling time in the presence of PIDPSS. Also, the Electrical Power result highlighted a 15% drop-in overshoot time and settles within 2s. These results affirms that the PIDPSS introduced improved overall system stability.
使用 Jaya 算法优化基于比例积分微分的电力系统稳定器以增强角度稳定性
本研究介绍了一种基于比例积分微分的优化电力系统稳定器(PIDPSS),该稳定器采用 Jaya 算法来增强角稳定性。Jaya 算法由 Rao 提出,是一种控制参数较少的优化技术,用于最小化目标函数 F(K)。建模和仿真是在 IEEE 14 总线系统和单机无限总线(SMIB)上使用 Matlab /Simulink 软件 R2021b 版本完成的。在系统运行时间为 5 秒时,向网络中引入三相故障,故障清除时间为 0.1 秒。IEEE 14 总线系统的模拟结果显示,在 PIDPSS 的作用下,发电机 1 和 2 的转速偏差过冲时间分别缩短了 74% 和 24%,稳定时间分别为 2.5s 和 4s。在使用 PIDPSS 的情况下,1 号和 2 号发电机的负载角过冲时间分别缩短了 14% 和 19%,稳定时间分别为 2 秒和 2.5 秒。电力结果显示,在 PIDPSS 的作用下,1 号和 2 号发电机的过冲时间分别减少了 27% 和 6%,稳定时间分别为 2.5s 和 4s。SMIB 系统的模拟结果也显示,在 PIDPSS 的作用下,过冲时间与偏差速度相比减少了 25%,稳定时间为 4 秒。负载角度显示,在 PIDPSS 存在的情况下,2 秒钟沉降时间内的过冲时间减少了 13%。此外,电功率结果显示过冲时间缩短了 15%,并在 2 秒内稳定下来。这些结果证明,PIDPSS 改善了整个系统的稳定性。
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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