Optimization of PIDA controller for AVR System Using GSA

A. Solanki, A. Rathore
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引用次数: 2

Abstract

The concept of the search process of GSA (Gravitational Search Algorithm) is pageant and it’s a heuristic algorithm depends on act of motion and gravity which have anamnesia ability. Several algorithms based on metamorphic computation principals have been successfully applied to recognize the optimized parameters for an AVR systems. However, most of algorithm maintain a restraint result of an improper equilibrium between exploration and exploitation in their search strategies. This paper presents performance and design of parameters of Proportional-Integral-Derivative-Acceleration (PIDA) controller by using gravitational search algorithm and applied in electrical applications and various optimization problems like automatic voltage regulator system. GSA has showed optimum performance correlated to other algorithms as GA, PSO, and FA Method.
基于GSA的AVR系统PIDA控制器优化
引力搜索算法(GSA)的搜索过程的概念是巡游式的,它是一种依赖于运动行为和重力的启发式算法,它们具有遗忘能力。基于变形计算原理的几种算法已成功地应用于AVR系统的优化参数识别。然而,大多数算法在搜索策略上保持着探索与利用不平衡的约束结果。本文介绍了用引力搜索算法设计比例-积分-导数-加速度(PIDA)控制器的性能和参数设计,并将其应用于电气应用和自动调压系统等各种优化问题。与遗传算法、粒子群算法和遗传算法相比,GSA算法表现出最优的性能。
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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