An intelligent energy bidding strategy based on opposition theory enabled grey wolf optimizer

Prateek Sharma, Akash Saxena, B. Soni, R. Kumar, Vikas Gupta
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引用次数: 6

Abstract

In an effort to increase competition, many countries around the world have changed their economies from monopoly to oligopoly. Restructuring of energy sector is considered as a key initiative to obtain consumer benefits and social welfare. A power generating company has opportunity to maximize their profit in electricity market through selling the energy in competitive prices under incomplete information of other competing generators. In a day-ahead energy market, generating company (GENCO) sell the energy at optimal bid prices. In this paper the problem of finding market clearing price (MCP), load dispatch (LD) and bid cost under three different capacity and price blocks is carried out by oppositional theory enabled grey wolf Optimizer (OGWO) algorithm. Normal probability distribution function is used to model the rival behaviors. The bidding strategy of a generator for each trading period in a day-ahead market is formulated as a stochastic optimization and the same is solved through Monte Carlo method. The OGWO encompasses opposition concept with the grey wolf optimizer (GWO) algorithm to accelerate the convergence rate. The approach is tested over a dynamically changing electricity market. The results are compared with other techniques namely PSO and GWO. The OGWO shows competitive results.
一种基于对立理论的智能能源竞价策略使灰狼优化器实现
为了增加竞争,世界上许多国家已经将其经济从垄断转变为寡头垄断。能源部门的结构调整被认为是获得消费者利益和社会福利的关键举措。发电企业在其他竞争企业信息不完全的情况下,以有竞争力的价格销售能源,从而有机会在电力市场上实现利润最大化。在日前能源市场中,发电公司(GENCO)以最优出价出售能源。本文采用灰狼优化算法求解三种不同容量和价格块下的市场出清价格(MCP)、负荷调度(LD)和投标成本问题。采用正态概率分布函数对竞争行为进行建模。将日前市场上发电机组各交易时段的竞价策略表示为随机优化,并通过蒙特卡罗方法求解。该算法结合了灰狼优化算法(GWO)的对立概念,加快了收敛速度。这种方法在动态变化的电力市场上得到了检验。并将结果与PSO和GWO技术进行了比较。OGWO显示出竞争性的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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