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Optimizing dam and reservoirs operation based model utilizing shark algorithm approach

机译:基于Shark算法的大坝与水库调度优化模型。

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Computational intelligence (CI) is a fast evolving area in which many novel algorithms, stemmed from various inspiring sources, were developed during the past decade. Nevertheless, many of them are dispersed in different research directions, and their true potential is thus not fully utilized yet. Therefore, there is a need to investigate the potential of these methods in different engineering optimization problems. In fact, shark algorithm is a stochastic search optimization algorithm which is started first in a set of random generated potential solutions, and then performs the search for the optimum one interactively. Such procedure is appropriate to the system features of the reservoir system as it is a stochastic system in nature. In this article, investigation of the potential of shark algorithm is examined as an optimization algorithm for reservoir operation. To achieve that real single reservoir and multi-reservoir optimal operations have been performed utilizing shark algorithm. Many performances indexes have been measured for each case study utilizing the proposed shark algorithm and another existing optimization algorithms namely, Genetic Algorithm (GA) and Particle Swarm Optimization (PSO). The results showed that the proposed shark algorithm outperformed the other algorithms and achieved higher reliability index and lesser vulnerability index. Moreover, standard deviation and coefficient of variation in Shark Algorithm were less than the other two algorithms, which indicates its superiority. (C) 2017 Elsevier B.V. All rights reserved.
机译:计算智能(CI)是一个快速发展的领域,在过去的十年中,开发了许多新颖的算法,这些算法源于各种启发性的资源。然而,它们中的许多分散在不同的研究方向,因此它们的真正潜力尚未得到充分利用。因此,有必要研究这些方法在不同工程优化问题中的潜力。实际上,鲨鱼算法是一种随机搜索优化算法,该算法首先从一组随机生成的潜在解中开始,然后以交互方式执行对最优搜索的搜索。这种过程适合于储层系统的系统特征,因为它本质上是随机系统。在本文中,将研究鲨鱼算法的潜力作为油藏运行的优化算法。为了实现真正的单一水库和多水库,已经利用鲨鱼算法进行了优化操作。利用提出的鲨鱼算法和另一个现有的优化算法,即遗传算法(GA)和粒子群优化(PSO),已为每个案例研究测量了许多性能指标。结果表明,提出的鲨鱼算法优于其他算法,可靠性指标较高,脆弱性指标较小。此外,Shark算法的标准差和变异系数均小于其他两种算法,这表明它具有优越性。 (C)2017 Elsevier B.V.保留所有权利。

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