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Novel Constraint Stratification Ranking Methodology Integrated on Dynamic Balance Imperialist Competition Algorithm for Solving the Multi-Objective Optimal Reactive Power Dispatch Problem

机译:新颖的约束分层排名方法集成在动态平衡帝国主义竞争算法中解决多目标最佳无功派遣问题

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Computer technology provides new possibilitiesfor handling the multi-objective optimal reactive powerdispatch (MOORPD) problems with high-dimension andnon-differentiability. In this paper, a novel constraintstratification ranking methodology integrated on dynamicbalance imperialist competition algorithm (ICA) is proposedto deal with MOORPD problem, and this methodology iscalled NCSR-DBICA. The proposed methodology includesthree sub-methods to solve three typical problems encounteredwhen dealing with MOORPD problems with ICA. Thesetypical problems include the original ICA which is easy to fallinto local optimum, it is difficult to handle the constraints inMOORPD problem and there is no effective solution setranking method. Thus, the dynamic balance strategy (DBS) isproposed to improve the searching ability of ICA, theconstraint-based country stratification mechanism (CCSM) isproposed to deal with the constraint problem, and a novelranking method (NRM) is proposed to solve the rankingproblem. To verify the effectiveness of the improved method,the NCSR-DBICA, MOICA-FS, NSGA-III, NSGA-II andMOPSO-CD were tested on three test systems. Simulationresults show that NCSR-DBICA can find better results,especially in large scale systems. In addition, two indicators:Generational Distance (GD) and Hyper-volume (HV), wereselected to evaluate the diversity, stability and convergence ofthe above algorithms. The evaluation results also verify thesuperiority of NCSR-DBICA.
机译:计算机技术提供了处理多目标最佳活力PowerDispatch(Moorpd)问题的新可能性,以及高维和未分化性。本文提出了一种新的约束度量排名方法,其在动态帝国主义竞争算法(ICA)上进行了处理Moorpd问题,并且这种方法ISCALLED NCSR-DBICA。所提出的方法包括努力解决与ICA处理Moorpd问题的三种典型问题。值得几个问题包括原始ICA,易于倒车局部最佳,很难处理Inmoorpd问题的约束,没有有效的解决方案濑置方法。因此,动态平衡策略(DBS)缺乏提高ICA的搜索能力,基于CCONSTRAINT的国家分层机制(CCSM)缺乏处理约束问题,并提出了一种新的方法(NRM)来解决排名问题。为了验证改进方法的有效性,在三种测试系统上测试了NCSR-DBICA,MOICA-FS,NSGA-II,NSGA-II和MOPSO-CD。仿真结果表明,NCSR-DBICA可以找到更好的结果,特别是在大规模系统中。此外,两个指标:世代距离(GD)和超容量(HV),以评估上述算法的多样性,稳定性和收敛性。评估结果还验证了NCSR-DBICA的构成。

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