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Modeling of Wind/Environment/Economic Dispatch in power system and solving via an online learning meta-heuristic method

机译:电力系统中风/环境/经济调度的建模并通过在线学习元启发式方法求解

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This paper addresses the effect of the wind power units into the classical Environment/Economic Dispatch (EED) model which called hereafter as Wind/Environment/Economic Dispatch (WEED) problem. The optimal dispatch between thermal and wind units so that minimized the total generating costs are considered as multi objective model. Normally, the nature of the wind energy as a renewable energy sources has uncertainty in generation. Therefore, in this paper, use a practical model known as 2 m-point to estimate the uncertainty of wind power. To solve the WEED problem, this paper proposed a new meta heuristic optimization algorithm that uses online learning mechanism. Honey Bee Mating Optimization (HBMO), a moderately new population-based intelligence algorithm, shows fine performance on optimization problems. Unfortunately, it is usually convergence to local optima. Therefore, in the proposed Online Learning HBMO (OLHBMO), two neural networks are trained when reached to the predefined threshold by current and previous position of solutions and their fitness values. Moreover, Chaotic Local Search (CLS) operator is use to develop the local search ability and a new data sharing model determine the set of non-dominated optimal solutions and the set of non-dominated solutions to kept in the external memory. Technique for Order Preference by Similarity to Ideal Solution (TOPSIS) as a decision-making technique is employed to find the best solution from the set of Pareto solutions. The proposed model has been individually examined and applied on the IEEE 30-bus 6-unit, the IEEE 118-bus 14-unit, and 40-unit with valve point effect test systems. The robustness and effectiveness of this algorithm is shows by these test systems compared to other available algorithms. (C) 2016 Elsevier B.V. All rights reserved.
机译:本文将风力发电装置的影响纳入经典的环境/经济调度(EED)模型,此模型在下文中称为“风/环境/经济调度(WEED)”问题。在热力和风能单元之间的最佳调度,以使总发电成本最小化,被认为是多目标模型。通常,风能作为可再生能源的性质在发电方面具有不确定性。因此,在本文中,使用称为2 m点的实用模型来估计风电的不确定性。为了解决WEED问题,本文提出了一种新的基于在线学习机制的元启发式优化算法。蜜蜂交配优化(HBMO)是一种适度基于人群的新型智能算法,在优化问题上显示出良好的性能。不幸的是,它通常收敛于局部最优。因此,在提出的在线学习HBMO(OLHBMO)中,当解决方案的当前和先前位置及其适应性值达到预定阈值时,将训练两个神经网络。而且,使用混沌局部搜索(CLS)运算符来开发局部搜索能力,并且新的数据共享模型确定了一组非支配的最优解和一组非支配的解,并将其保留在外部存储器中。通过与理想解决方案相似性来选择订单的技术(TOPSIS)作为一种决策技术,可用于从帕累托解决方案集中找到最佳解决方案。所提出的模型已经过单独检查,并应用于带有阀点效应测试系统的IEEE 30总线6单元,IEEE 118总线14单元和40单元。与其他可用算法相比,这些测试系统显示了该算法的鲁棒性和有效性。 (C)2016 Elsevier B.V.保留所有权利。

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