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首页> 外文期刊>Research journal of applied science, engineering and technology >A Hybrid Shuffled Frog Leaping Algorithm to Solve Optimal Directional Over Current Relay Coordination Problem for Power Delivery System with DGs
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A Hybrid Shuffled Frog Leaping Algorithm to Solve Optimal Directional Over Current Relay Coordination Problem for Power Delivery System with DGs

机译:DGs的输电系统最优方向电流继电器协调问题的混合蛙跳技术。

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This study presents a new approach for simultaneous coordinated tuning of over current relay for a Power Delivery System (PDS) including Distribution Generations (DGs). In the proposed scheme, instead of changing in protection system structure or using new elements, solving of relay coordination problem is done with revising of relays setting in presence of DGs. For this, the relay coordination problem is formulated as the optimization problem by considering two strategies: minimizing the relays operation time and minimizing the number of changes in relays setting. Also, an efficient hybrid algorithm based on Shuffled Frog Leaping (SFL) algorithm and Linear Programming (LP) is introduced for solving complex and non-convex optimization problem. To investigate the ability of the proposed method, a 30-bus IEEE test system is considered. Three scenarios are examined to evaluate the effectiveness of the proposed approach to solve the directional overcurrent relay coordination problem for a PDS with DGs. Simulation result show the efficiency of proposed method.
机译:这项研究提出了一种新的方法,用于同时协调配电系统(PDS)包括配电系统(DG)的过电流继电器。在提出的方案中,代替改变保护系统的结构或使用新的元件,解决继电器协调问题的方法是修改存在DG的继电器设置。为此,通过考虑以下两种策略将继电器协调问题表述为优化问题:最小化继电器的运行时间以及最小化继电器设置的变化次数。同时,提出了一种基于混合蛙跳(SFL)和线性规划(LP)的高效混合算法,以解决复杂和非凸优化问题。为了研究所提出方法的能力,考虑了30总线IEEE测试系统。研究了三种情况,以评估所提出方法解决带有DG的PDS的方向性过电流继电器协调问题的有效性。仿真结果表明了该方法的有效性。

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