Normalization group brain storm optimization for power electronic circuit optimization

Guang-Wei Zhang, Zhi-hui Zhan, Ke-Jing Du, Wei-neng Chen
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引用次数: 12

Abstract

This paper proposes a novel normalization group strategy (NGS) to extend brain storm optimization (BSO) for power electronic circuit (PEC) design and optimization. As different variables in different dimensions of the PEC represent different circuit components such as resistor, capacitor, or inductor, they have different physical significances and various search space that are even not in comparable range. Therefore, the traditional group method used in BSO, which is based on the solution position information, is not suitable when solving PEC. In order to overcome this issue, the NGS proposed in this paper normalizes different dimensions of the solution to the same comparable range. This way, the grouping operator of BSO can work when using BSO to solve PEC. The NGS based BSO (NGBSO) approach has been implemented to optimize the design of a buck regulator in PEC. The results are compared with those obtained by using genetic algorithm (GA) and particle swarm optimization (PSO). Results show that the NGBSO algorithm outperforms GA and PSO in our PEC design and optimization study. Moreover, the NGS can be regarded as an efficient method to extend BSO to real-world application problems whose dimensions are with different physical significances and search ranges.
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电力电子电路优化的归一化群头脑风暴优化
本文提出了一种新的归一化群策略(NGS),将头脑风暴优化(BSO)扩展到电力电子电路(PEC)的设计与优化中。由于PEC的不同维度上的不同变量代表不同的电路元件,如电阻、电容或电感,它们具有不同的物理意义和不同的搜索空间,甚至不在可比较的范围内。因此,BSO中基于解位置信息的传统分组方法在求解PEC时并不适用。为了克服这一问题,本文提出的NGS将解的不同维度归一化到相同的可比较范围。这样,BSO的分组算子可以在使用BSO求解PEC时正常工作。采用基于NGS的BSO (NGBSO)方法来优化PEC中buck调节器的设计。并与遗传算法(GA)和粒子群算法(PSO)进行了比较。结果表明,NGBSO算法在PEC设计和优化研究中优于遗传算法和粒子群算法。此外,NGS可视为将BSO扩展到具有不同物理意义和搜索范围的实际应用问题的有效方法。
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