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Developing MSA Algorithm by New Fitness-Distance-Balance Selection Method to Optimize Cascade Hydropower Reservoirs Operation

机译:通过新的健身 - 距离平衡选择方法开发MSA算法,优化级联水电站运行

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摘要

Optimal operation of cascade hydropower reservoirs is a complex high-dimensional engineering problem. Developing an appropriate model to solve such problems requires an efficient search method proportional to the dimensions of the problem. Accordingly, this research employed the new fitness-distance-balance (FDB) selection method in the moth swarm algorithm (MSA) to achieve promoted FDB-MSA with a high performance in solving complex large-scale problems. To ensure the efficiency of the developed algorithm, five benchmark functions of Shekel, Six-Hump Camel, McCormick, Goldstein-Price and Rosenbrock were used. Then, the FDB-MSA was used for optimization of hydropower generation of a real five-reservoir system along Karun River at Iran. This is the largest cascade reservoir system in Iran, which supplies more than 90% of the country's hydropower demand. The results of the developed algorithm were compared with those of genetic algorithm (GA) and particle swarm optimization (PSO) algorithm. It was found that the FDB-MSA could successfully increase the hydropower generation by 59.5% (6724 GW) compared to the actual generation of energy over a 180-months operational period. The corresponding values for PSO and GA algorithms were 54.3% and 9.2% respectively. In addition, the results revealed the superiority of FDB-MSA to GA and PSO, so that, it demonstrated the smallest difference (3.41%) between nominal and optimal power generation compared to the PSO (6.58%) and GA (33.89%).
机译:级联水电站的最佳运行是复杂的高维工程问题。开发适当的模型以解决这些问题需要一种有效的搜索方法与问题的尺寸成比例。因此,该研究采用了在蛾类群算法(MSA)中的新的健身 - 距离平衡(FDB)选择方法,以实现促进FDB-MSA,在解决复杂的大规模问题方面具有高性能。为确保发达的算法的效率,使用了Shekel,Six-Hump Mamel,McCormick,Goldstein价格和RosenBrock的五个基准功能。然后,FDB-MSA用于沿伊朗的Karun河沿着Karun河的Real五水库系统的水电生成优化。这是伊朗最大的级联储层系统,供应超过90%的国家水电需求。将开发算法的结果与遗传算法(GA)和粒子群优化(PSO)算法进行了比较。有人发现,与在180个月的运营期超过180个月的实际能量相比,FDB-MSA可以成功增加59.5%(6724 GW)的水力发生。 PSO和GA算法的相应值分别为54.3%和9.2%。此外,结果表明,与PSO(6.58%)和GA(33.89%)(33.89%)相比,它证明了标称和最佳发电之间的最小差异(3.41%)。

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