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首页> 外文期刊>Journal of Cleaner Production >Robust bidding strategy for demand response aggregators in electricity market based on game theory
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Robust bidding strategy for demand response aggregators in electricity market based on game theory

机译:基于博弈论的电力市场需求响应聚集者鲁棒竞价策略

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One of the ways to manage and provide flexibility in power systems is demand response (DR). A large number of end-users as DR sources must be aggregated by an intermediate entity called DR aggregator. This paper proposes an approach based on game theory to obtain the best bidding strategy of DR aggregators in electricity market. In the presented scheme, an economic responsive load model is employed for DR approach which is based on customer benefit function and price elasticity. In this paper, the network operator receives DR services from the DR aggregator. It is considered that all bids from aggregators are assembled by a network operator which calculates the share of each aggregator in DR programs by revenue function optimization. Furthermore, the network operator offers rewards to DR aggregators to achieve this purpose. The robust optimization (RO) method is used handling price uncertainty. It is used to optimize the robustness of the decision-making strategies. A non-cooperative game is used to model the competition among DR aggregators. The Nash equilibrium idea is employed to solve this game. (C) 2019 Elsevier Ltd. All rights reserved.
机译:管理和提供电力系统灵活性的方法之一是需求响应(DR)。大量最终用户作为灾难恢复源必须由称为灾难恢复聚合器的中间实体聚合。本文提出了一种基于博弈论的方法来获得电力市场上灾难恢复聚合器的最佳竞标策略。在提出的方案中,基于客户利益函数和价格弹性的经济响应负载模型被用于灾难恢复方法。在本文中,网络运营商从DR聚合器接收DR服务。可以认为,来自聚合商的所有出价都是由网络运营商收集的,该网络运营商通过收益函数优化计算每个聚合商在灾难恢复程序中的份额。此外,网络运营商会为DR聚合商提供奖励以实现此目的。鲁棒优化(RO)方法用于处理价格不确定性。它用于优化决策策略的鲁棒性。非合作博弈用于对灾难恢复聚合器之间的竞争进行建模。纳什均衡思想被用来解决这个游戏。 (C)2019 Elsevier Ltd.保留所有权利。

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