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An enhanced most valuable player algorithm based optimal power flow using Broyden's method

机译:基于Broyden方法的基于最佳功率流的增强型最有价值的球员算法

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Optimal Power Flow (OPF) problem is an important operational problem in power systems with a goal of optimizing one or more chosen objectives through adjusting certain control parameters. The most valuable player algorithm (MVPA) is a population based approach, inspired from the behaviour of players with a goal of winning the trophy, for solving optimization problems. This paper firstly enhances the MVPA by taking into account the bad and offensive players with a goal of avoiding sub-optimal traps and achieving a fast convergence, and then suggests a new solution method involving the enhanced MVPA for solving the OPF problem. The method employs a fast Newton-Raphson power flow involving Broyden's method for evaluating the performance of the players. It presents simulation results of IEEE 30 and 57 bus test systems and exhibits that the suggested method is robust and efficient.
机译:最佳功率流(OPF)问题是电力系统中的一个重要操作问题,其目的是通过调整某些控制参数来优化一个或多个所选目标的目标。最有价值的球员算法(MVPA)是一种基于人群的方法,激发了参与者的行为,目的是赢得奖杯的目标,以解决优化问题。本文首先考虑到了恶劣和令人反感的球员来增强MVPA,该球员具有避免次优陷阱并实现快速收敛性,然后建议一种新的解决方法,涉及增强的MVPA来解决OPF问题。该方法采用快速牛顿Raphson功率,涉及Broyden的评估玩家性能的方法。它介绍了IEEE 30和57总线测试系统的仿真结果,并展示了建议的方法是稳健而有效的。

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