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An Improved NSGA-III Approach to Many-Objective Optimal Power Flow Problems

机译:改进的NSGA-III方法解决多目标最优潮流问题

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The optimal power flow (OPF) plays one of the most important roles in power systems operation. This paper formulates the OPF problem as a many-objective OPF (MaOPF) problem with consideration of minimizing many objective functions including the total fuel cost (TFC), total emissions (TE), voltage magnitude deviation (VMD), active power loss (APL) and Line-index (L-index) and multiple complicated constraints. Then an improved non-dominated sorting genetic algorithm III (I-NSGA-III) is proposed to solve this Ma-OPF problem. In the proposed I-NSGA-III, an elimination mechanism instead of the original selection mechanism in the environmental selection operation is proposed to reduce selection efforts. Furthermore, a mixed multi-constraints handling mechanism including repair strategy and constrain-domination principle is used to enhance the feasibility of the final solutions. IEEE 30 buses system is employed to test the feasibility and effectiveness of the proposed algorithm. The obtained results demonstrate its competitiveness with comparisons to the original NSGA-III.
机译:最佳潮流(OPF)在电力系统运行中扮演着最重要的角色之一。本文将OPF问题表述为多目标OPF(MaOPF)问题,同时考虑到使许多目标函数最小化,包括总燃料成本(TFC),总排放(TE),电压幅值偏差(VMD),有功功率损耗(APL) )和线索引(L索引)以及多个复杂的约束。然后提出了一种改进的非支配排序遗传算法III(I-NSGA-III)来解决Ma-OPF问题。在提出的I-NSGA-III中,提出了在环境选择操作中使用消除机制代替原始选择机制以减少选择工作的方法。此外,混合的多约束处理机制包括修复策略和约束控制原则被用来提高最终解决方案的可行性。 IEEE 30总线系统被用来测试该算法的可行性和有效性。与原始NSGA-III相比,所获得的结果证明了其竞争力。

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