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A Non-convex Economic Dispatch Problem with Valve Loading Effect Using a New Modified β-Hill Climbing Local Search Algorithm

机译:改进的β-Hill爬升局部搜索算法的具有阀负荷效应的非凸型经济调度问题

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In this paper, the problem of economic load dispatch ( ELD) is tackled using a recently introduced local search- based method called ss- hill climbing optimizer. In a power system, the ELD problem is tackled by arranging a set of generation units' outputs in a specific order to minimize the cost of the operating fuel and to match the power system load demand. This goal is achieved by satisfying all the power balance equality constraints and power output inequality constraints. ss- hill climbing algorithm is a new local search algorithm which uses an intelligent stochastic operator called ss- operator to escape the trap of local optima. The proposed method is evaluated using five real- world ELD benchmarks which vary in terms of complexity and size. The sensitivity analysis to study the effect of the proposed method parameters is conducted based on eight different convergence cases. The evaluation results of the proposed method are compared with 45 state- of- the- art methods using the same tested ELD benchmarks. Interestingly, the proposed method is able to produce a very closed- to- optimum result for almost all the tested ELD systems and the best result for one of them.
机译:在本文中,经济负荷分配(ELD)问题是使用最近引入的基于本地搜索的方法sshill爬坡优化器解决的。在电力系统中,通过以特定顺序安排一组发电机组的输出来解决ELD问题,以最大程度地减少运行燃料的成本并满足电力系统的负载需求。通过满足所有功率平衡相等约束和功率输出不平等约束,可以实现该目标。 ss-hill攀爬算法是一种新的局部搜索算法,它使用称为ss-operator的智能随机算子来逃脱局部最优的陷阱。使用五个真实世界的ELD基准对所提出的方法进行了评估,这些基准在复杂性和大小方面有所不同。基于八种不同的收敛情况,进行了敏感性分析以研究所提出的方法参数的影响。使用相同的经过测试的ELD基准,将所提出方法的评估结果与45种最新方法进行了比较。有趣的是,对于几乎所有经过测试的ELD系统,所提出的方法都能产生非常接近最佳的结果,而对于其中的一种,则可以产生最佳结果。

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