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Optimal power flow using moth swarm algorithm

机译:蛾群算法的最优潮流

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This work presents a novel Moth Swarm Algorithm (MSA), inspired by the orientation of moths towards moonlight to solve constrained Optimal Power Flow (OPF) problem. The associative learning mechanism with immediate memory and population diversity crossover for Levy-mutation have been proposed to improve exploitation and exploration ability, respectively, in addition to adaptive Gaussian walks and spiral motion. The MSA and four heuristic search algorithms are carried out on the IEEE 30-bus, 57-bus and IEEE 118-bus power systems. These approaches are applied to optimize the control variables such as real power generations, load tap changer ratios, bus voltages and shunt capacitance values under several power system constraints. Fourteen different cases are executed on different curves of fuel cost (e.g., quadratic, valve-loading effects, multi-fuels options), environmental pollution emission, active power loss, voltage profile and voltage stability for contingency and normal conditions, in single and multi objective optimization space. Furthermore, the impacts of the updating mechanism of optimizers on those objective functions are investigated. The effectiveness and superiority of the MSA have been demonstrated in comparison with many recently published OPF solution (C) 2016 Elsevier B.V. All rights reserved.
机译:这项工作提出了一种新颖的飞蛾算法(MSA),其灵感来自于飞蛾朝向月光的方向,以解决约束的最佳潮流(OPF)问题。提出了具有即时记忆和种群多样性交叉的Levy变异联合学习机制,以分别提高自适应和高斯行走和螺旋运动的开发和探索能力。 MSA和四种启发式搜索算法在IEEE 30总线,57总线和IEEE 118总线电源系统上执行。这些方法可用于优化控制变量,例如在一些电力系统约束下的实际发电量,负载分接开关比率,母线电压和并联电容值。在单个和多个条件下,针对偶发和正常情况下的燃料成本(例如,二次方,阀负载效应,多燃料选项),环境污染排放,有功功率损耗,电压曲线和电压稳定性的不同曲线执行了十四种不同情况目标优化空间。此外,研究了优化器更新机制对那些目标函数的影响。与最近发布的许多OPF解决方案(C)2016 Elsevier B.V相比,已经证明了MSA的有效性和优越性。保留所有权利。

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