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A novel method for optimal capacitor placement and sizing in distribution systems with nonlinear loads and DG using GA

机译:遗传算法在带有非线性负载和DG的配电系统中优化电容器放置和尺寸确定的新方法

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摘要

A genetic algorithm (GA) is proposed for simultaneous power quality improvement, opti-mal placement and sizing of fixed capacitor banks in radial distribution networks with nonlinear loads and distributed generation (DG) imposing voltage-current harmonics. In distribution systems, nonlinear loads and DGs are often considered as harmonic sources. For optimizing capacitor placement and sizing in the distribution system, objective func-tion includes the cost of power losses, energy losses and capacitor banks. At the same time, constraints include voltage limits, number/size of installed capacitors (at each bus) and the power quality limits of standard IEEE-519. In this study, new fitness function is used to solve the constrained optimization problem with discrete variables. Simulation results for two IEEE distorted networks (18-bus and 33-bus test systems) are presented and solu-tions of the proposed method are compared with those of previous methods described in the literature. The main contribution of this paper is computing the (near) global solution with a lower probability of getting stuck at a local optimum and weak dependency on ini-tial conditions, while avoiding numerical problems in large systems. Results show that pro-posed method could be effectively used for optimal capacitor placement and sizing in distorted distribution systems.
机译:提出了一种遗传算法(GA),用于在具有非线性负载和施加电压-电流谐波的分布式发电(DG)的同时,提高电能质量,优化径向固定网络中固定电容器组的放置和调整大小。在配电系统中,非线性负载和DG通常被视为谐波源。为了优化配电系统中电容器的放置和尺寸,目标功能包括功率损耗,能量损耗和电容器组的成本。同时,约束包括电压限制,已安装电容器的数量/大小(在每个总线上)以及标准IEEE-519的电能质量限制。在这项研究中,新的适应度函数用于解决离散变量的约束优化问题。给出了两个IEEE失真网络(18总线和33总线测试系统)的仿真结果,并将该方法的解决方案与文献中描述的先前方法进行了比较。本文的主要贡献是计算(接近)全局解,其陷入局部最优的可能性较低,并且对初始条件的依赖性较小,同时避免了大型系统中的数值问题。结果表明,提出的方法可以有效地用于变形配电系统中电容器的最佳放置和尺寸确定。

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