不确定条件下径向配电系统的粒子群优化分析

IF 0.6 Q3 MATHEMATICS Contemporary Mathematics Pub Date : 2023-10-19 DOI:10.37256/cm.5120243478
M. Naveen Babu
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引用次数: 0

摘要

摘要:网损是配电网的重要组成部分之一,应采取措施降低网损。采用粒子群优化(PSO)的元启发式算法,研究了并行优化相位平衡和导线尺寸对不平衡配电系统规划问题和目标函数的影响。这些目标函数包括功率损失、电压不平衡、总中性电流和复杂功率不平衡。首先,将优化过程应用于每个目标函数。然后,将它们与权重组合在一起,形成一个多目标优化问题。在这项研究中,它试图找出如何最大限度地减少电力分配网络中不公平的损失。功率流和最佳DG放置是两种可用于减少损耗的PSO技术。这些变化可以应用于现有的配电系统,使用有效的三相不平衡径向配电网的负荷流方法。了解节点电压、角度、支路电流、实际功率损耗、瓦特功率损耗、支路损耗等,有助于确定网络的真实状态。可以用简单的公式来描述配电系统一端电压与另一端电压与整个系统电压降之间的关系。提出了一种识别相关变量的方法。用电压的幅值计算电压在目标处的角度。这是一个需要时间和努力的过程。从变电站到每个终端节点,恒压1p.u。被认为是。电压幅值和相位角随重复次数的变化而变化,并利用新参数计算电压降。该方法已应用于19节点和25节点不均匀分布的网络。为了证明其有效性,将推荐方法的速度要求与另一种最近开发的技术的速度要求进行了比较。取得了良好的结果,DG被证明是降低成本和提高性能的可行选择。
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Analysis of Radial Distribution Systems by using Particle Swarm Optimization under Uncertain Conditions
Abstract: Losses in the network are one of the most important parts of a power distribution network, and work should be done to lower their value. The research used the Particle Swarm Optimisation (PSO) metaheuristic algorithm to investigate the impact of concurrently optimising phase balance and conductor size on the planning issues and objective functions of an imbalanced distribution system. These objective functions include power loss, voltage unbalance, total neutral current, and complicated power unbalance. Firstly, the optimisation process is applied to each goal function. Then, they are put together with weights to form a multi-objective optimisation problem. In this study, it was tried to find out how to minimise losses in electrical power distribution networks that aren't fair. Power flow and optimal DG placement are two PSO techniques that may be used to reduce losses. These changes may be applied to existing distribution systems using an effective load-flow method for a three-phase imbalanced radial distribution network. Knowing the node voltage, angle, branch current, actual power loss, wattles power loss, branch losses, etc. helps determine the network's true state. Simple formulae may be used to describe the relationship between the voltage at one end of the distribution system, the voltage at the other end, and the voltage drops throughout the whole system. An approach is developed to identify the relevant variables. The voltage's angle at the target is calculated with its magnitude. It's a process that requires time and effort. From the substation to each terminal node, the constant voltage of 1p.u. is considered. Voltage magnitude and phase angle are varied between repetitions, and voltage reductions are computed using the new parameters. The suggested approach has been applied to 19- and 25-node networks with unequal distribution. To demonstrate its efficacy, the recommended approach's speed requirements were compared to those of another recently developed technology. Good outcomes are achieved, and DG proves to be a viable option for reducing costs and improving performance.
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