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首页> 外文期刊>Mathematical and Computational Applications >A Novel Method of Optimal Capacitor Placement in the Presence of Harmonics for Power Distribution Network Using NSGA-II Multi-Objective Genetic Optimization Algorithm
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A Novel Method of Optimal Capacitor Placement in the Presence of Harmonics for Power Distribution Network Using NSGA-II Multi-Objective Genetic Optimization Algorithm

机译:利用NSGA-II多目标遗传优化算法在配电网络谐波存在下最佳电容器放置的新方法

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One of the effective ways of reducing power system losses is local compensation of part of the reactive power consumption by deploying shunt capacitor banks. Since the capacitors impedance is frequency-dependent and it is possible to generate resonances at harmonic frequencies, it is important to provide an efficient method for the placement of capacitor banks in the presence of nonlinear loads which are the main cause of harmonic generation. This paper proposes a solution for a multi-objective optimization problem to address the optimal placement of capacitor banks in the presence of nonlinear loads, and it establishes a reasonable reconciliation between costs, along with improvement of harmonic distortion and a voltage index. In this paper, while using the harmonic power flow method to calculate the electrical quantities of the grid in terms of harmonic effects, the non-dominated sorting genetic (NSGA)-II multi-objective genetic optimization algorithm was used to obtain a set of solutions named the Pareto front for the problem. To evaluate the effectiveness of the proposed method, the problem was tested for an IEEE 18-bus system. The results were compared with the methods used in eight other studies. The simulation results show the considerable efficiency and superiority of the proposed flexible method over other methods.
机译:降低电力系统损失的有效方法之一是通过部署并联电容器组的一部分无功功耗的局部补偿。由于电容器阻抗是频率依赖性的,并且可以在谐波频率下产生谐振,因此重要的是提供一种有效的方法,用于在存在非线性载荷的存在下放置电容器组,这是谐波产生的主要原因。本文提出了一种多目标优化问题的解决方案,以解决在存在非线性负载存在下的电容器组的最佳位置,并且在成本之间建立合理的和解以及谐波失真和电压指数的提高。在本文中,在使用谐波功率流法的同时在谐​​波效应方面计算电网的电量,而非主导的分类遗传(NSGA)-II多目标遗传优化算法用于获得一组解决方案为这个问题命名的帕累托前面。为了评估所提出的方法的有效性,对IEEE 18总线系统测试了问题。将结果与其他八种研究中使用的方法进行比较。仿真结果表明,在其他方法中提出了柔性方法的相当大的效率和优越性。

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