同步降压dc - dc变换器采用萤火虫优化算法

Tindale Rabina, P.Priyanka Darling Rosita, S. Ramesh, N. Ramani
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摘要

将一种新颖的元启发式算法萤火虫算法(FA)应用于Buck变换器系统的比例积分导数(PID)控制器参数整定。其主要目标是提高变换器系统的时域特性,减小系统的瞬态响应。本文详细介绍了如何利用萤火虫算法确定SBC系统的最优PID控制器参数。该算法可以提高SBC系统的动态性能。在该系统中,为了提高功率效率,采用了一种采用萤火虫算法的最优PID控制器作为双模控制方案。现有方法存在步进性能低、超调量大的问题。采用萤火虫算法的最优PID控制器可以克服这些问题。萤火虫算法中有三个重要的参数:吸引力、距离和运动。该方法具有实现简单、收敛特性稳定、计算效率高等优点。FA参数是面向问题的,并且是专门选择的,以实现充分和准确的决策。结果表明,基于PID控制器的遗传算法提供了一种简单、高效、准确的方法。从而得到一组最优PID控制器参数。从而获得了良好的闭环系统性能。两种启发式方法的比较表明,FA PID控制器对所考虑的非线性控制系统的整定性能优于现有的控制器方法。
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SYNCHRONOUS BUCK DC DC CONVERTER USING FIREFLY OPTIMIZATION ALGORITHM
A novel meta-heuristics algorithm, namely the Firefly Algorithm (FA) is applied to the Proportional Integral Derivative (PID) Controller parameter tuning for Buck converter System. The main goal is to increase the time domain characteristics and reduce the transient response of the converter systems. This paper described in details how to employ Firefly Algorithm to determine the optimal PID controller parameters of an SBC system. The proposed algorithm can improve the dynamic performance of SBC system. In this proposed system an optimal PID controller using firefly algorithm for dual mode control scheme to improve power efficiency is employed. In existing method occur low step performance and high overshoot problems. These problems can be overcome by using optimal PID controller using firefly algorithm. There are three important parameters seen in firefly algorithm, that are attractiveness, distance and movement. The proposed approach has superior features including easy implementation, stable convergence characteristic and good computational efficiency. The FA parameters are problem-oriented and specifically chosen to achieve an adequate and accurate decision. It is demonstrated that the FA provides simple, efficient and accurate approach based on PID controller. As a result, a set of optimal PID controller parameters is obtained. Thus, a good closed-loop system performance is achieved. The comparison of both meta-heuristics shows superior performance for FA PID controller, tuning of the considered nonlinear control system than existing controller method.
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