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Hybrid PIPSO-SQP Algorithm for Real Power Loss Minimization in Radial Distribution Systems with Optimal Placement of Distributed Generation

机译:具有分布式发电的最佳放置的径向分布系统中实际功率损耗最小化的混合PIPSO-SQP算法

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摘要

This paper proposes the hybrid sequential quadratic programming (SQP) technique based on active set method for identifying the optimal placement and rating of distribution generation (DG) incorporated in radial distribution systems (RDS) for minimizing the real power loss satisfying power balance equations and voltage limits. SQP runs quadratic programming sequentially as a sub-program to obtain the best solution by using an active set method. In this paper, the best optimal solution is selected with less computation time by combining the benefits of both classical and meta-heuristic methods. SQP is a classical method that is more sensitive to initial value selection and the evolutionary methods give approximate solution. Hence, the initial values for the SQP technique were obtained from the meta–heuristic method of Parameter Improved Particle Swarm Optimization (PIPSO) algorithm. The proposed hybrid PIPSO–SQP method was implemented in IEEE 33-bus RDS, IEEE 69-bus RDS, and IEEE 118-bus RDS under different loading conditions. The results show that the proposed method has efficient reduction in real power loss minimization through the enhancement of the bus voltage profile.
机译:本文提出了基于主动集合方法的混合顺序二次编程(SQP)技术,用于识别径向分布系统(RDS)中的分布生成(DG)的最佳放置和额定值,以最小化满足功率平衡方程和电压的实际功率损耗限制。 SQP顺序运行二次编程作为子程序,通过使用活动集方法来获得最佳解决方案。在本文中,最好的最佳的解决方案是用更少的计算时间相结合的经典和启发式方法的好处选择。 SQP是一种对初始值选择更敏感的经典方法,进化方法提供近似解。因此,从参数改进的粒子群优化(PIPSO)算法的元启发式方法获得了SQP技术的初始值。在不同的负载条件下,在IEEE 33总线RDS,IEEE 69总线RDS和IEEE 118总线RD中实现了所提出的混合PIPSO-SQP方法。结果表明,该方法通过增强总线电压曲线具有高效减少实际功率损耗最小化。

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