Grey Wolf Optimizer for solving single objective functions optimal power flow

M. Al-Kaabi, V. Dumbrava, M. Eremia
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Abstract

In power system, the optimal power flow (OPF) is one of the main significant issues that should be solved to achieve the optimal operation, planning, and energy management. Many stochastic optimization algorithms have been suggested to solve OPF problems. Grey wolf optimizer (GWO) is one of the metaheuristic techniques that have been recently applied in power systems. The main aim of this paper is to find optimal objective functions such as fuel cost of generators, emissions, active power losses, and voltage deviation at load bus. The control variables must be setting to obtain optimal objective function are active power of generators (except the swing bus generator), voltage magnitude at load bus, sources VAR compensations that are connected to transmission lines to compensate the reactive power on the network and tap changer setting at the transformers. To prove the superiority and efficiency of GWO in power system applications, IEEE 57-bus test power is the network that has been applied to it. The comparison results of objective functions confirmed the superiority of GWO in providing better solutions than the well-known methods reported in the literature.
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灰狼优化器求解单目标函数最优潮流
在电力系统中,最优潮流问题是实现电力系统最优运行、最优规划和最优能源管理需要解决的重要问题之一。人们提出了许多随机优化算法来解决OPF问题。灰狼优化算法是近年来应用于电力系统的一种元启发式算法。本文的主要目的是寻找发电机燃料成本、排放、有功功率损耗和负载母线电压偏差等最优目标函数。为获得最优的目标函数,必须设置的控制变量为发电机的有功功率(除摆排发电机外)、负载母线电压幅值、与输电线路连接的源无功补偿以补偿网络上的无功功率以及变压器上的分接开关设置。为了证明GWO在电力系统应用中的优越性和效率,IEEE 57总线测试电源是已经应用于GWO的网络。目标函数的比较结果证实了GWO方法比文献中报道的知名方法提供更好解的优越性。
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