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Developing Bidding and Offering Curves of a Price-Maker Energy Storage Facility Based on Robust Optimization

机译:基于稳健优化的价格制定者储能设施投标报价曲线

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摘要

This paper presents an algorithm to construct hourly bidding and offering curves to purchase and sell electricity for a price-maker merchant energy storage facility participating in a day-ahead electricity market. Hourly generation and demand price quota curves (GPQCs and DPQCs) are used to model the price impact of storage operation in the participation strategy problem of a price-maker storage facility in the market. This paper introduces a max-min mixed-integer linear programming model to present a participation strategy to manage the risk of uncertainty associated with forecasted GPQCs and DPQCs by robust optimization. The max-min formulation is converted to its equivalent linear maximization formulation based on the worst case scenario during charging and discharging hours. Then, an algorithm is proposed to build hourly bidding and offering curves. To do so, the confidence intervals for GPQCs and DPQCs are divided into subintervals and the robust mixed-integer linear formulation is solved sequentially for each subinterval of GPQCs and DPQCs. Sequential constraints are applied to ensure the decreasing and increasing nature of the bidding and offering curves, respectively. Then, hourly bidding and offering curves are built based on the obtained scheduling and corresponding price results. The proposed bidding and offering strategy is presented and validated using numerical simulations.
机译:本文提出了一种算法,该算法可构建每小时竞标价格并提供曲线,以为参与日间电力市场的价格制定者的储能设施买卖电力。每小时发电量和需求价格定额曲线(GPQC和DPQC)用于对市场中价格制定者存储设施的参与策略问题中存储操作的价格影响进行建模。本文介绍了最大-最小混合整数线性规划模型,以提出一种参与策略,以通过鲁棒优化来管理与预测的GPQC和DPQC相关的不确定性风险。根据充电和放电期间的最坏情况,将最大-最小公式转换为等效线性最大化公式。然后,提出了一种建立每小时竞价和报价曲线的算法。为此,将GPQC和DPQC的置信区间划分为子区间,并针对GPQC和DPQC的每个子区间依次求解鲁棒的混合整数线性公式。应用顺序约束来确保分别降低出价和报价曲线的性质。然后,基于获得的调度和相应的价格结果,建立每小时的投标和报价曲线。使用数值模拟对提出的出价和报价策略进行了介绍和验证。

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