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Cost-effective optimal allocation and sizing of active power filters using a new fuzzy-MABICA method

机译:使用新的Fuzzy-MABICA方法经济有效地优化有源功率滤波器并确定其尺寸

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摘要

This article presents a new approach for cos-effective optimal allocation and sizing of active power filters (APFs) in distribution systems. In the proposed method, first, the most suitable locations and initial sizing of APFs are determined using the fuzzy logic. Then, the cost-effective optimal allocation and sizing of APFs using a new modified adaptive binary imperialist competitive algorithm (MABICA) are determined. In the proposed fuzzy model, the harmonic voltages of buses and the injecting harmonic currents into the buses are considered as decision variables. In this paper, the fixed cost for optimal allocation and sizing of active power filters has been considered that gives a better result from the economical point of view. For evaluating the proposed method, it is applied to an 18-bus test system and a 33-bus test system. The effectiveness of the proposed method is compared with the previous literature in this area.
机译:本文介绍了一种用于配电系统中有效功率滤波器(APF)的cos有效最优分配和大小确定的新方法。在提出的方法中,首先,使用模糊逻辑确定APF的最合适位置和初始大小。然后,使用一种新的改进的自适应二进制帝国主义竞争算法(MABICA)确定了APF的经济有效的最佳分配和大小。在提出的模糊模型中,将母线的谐波电压和注入母线的谐波电流作为决策变量。在本文中,已经考虑了用于有源功率滤波器的最佳分配和尺寸确定的固定成本,从经济角度来看,该成本给出了更好的结果。为了评估所提出的方法,将其应用于18总线测试系统和33总线测试系统。将该方法的有效性与该领域的现有文献进行了比较。

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