Transactive market clearing model with coordinated integration of large-scale solar PV farms and demand response capable loads

N. Mohammad, Yateendra Mishra
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引用次数: 26

Abstract

This paper proposes a bi-level transactive market clearing model with a coordinated integration of large-scale renewable and end-users' demand response (DR) capable loads. The model involves two levels hierarchical decision. In upper-level, responsive load scheduling problem to minimize demand response (DR) compensation cost is solved for DR aggregator. The lower-level deals priority order dispatch of generation resources including a solar PV farm (PVF) while considering the committed DR in upper-level to minimize day-ahead operation cost. Mixed integer linear programming (MILP) is used to solve aggregator's problem in upper-level and security constrained optimal power flow (OPF) is used for the later. Supply offer price of PVF is captured by a probability density function. Storage units are considered to backup farm's dispatch capability beyond of peak sun hours (PSH) and assume to be getting charged by its surplus energy. The model has been verified using a sample 6-bus power system with several case studies to demonstrate benefits of large-scale PV and DR aggregation.
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大型太阳能光伏发电场与需求响应能力负荷协调整合的交易市场清算模型
本文提出了一个大规模可再生能源和终端用户需求响应(DR)能力负荷协调整合的双层交易市场清算模型。该模型涉及两个层次的分层决策。在上层,解决了以需求响应补偿成本最小为目标的响应性负载调度问题。底层对包括光伏电站(PVF)在内的发电资源进行优先顺序调度,同时考虑上层的承诺DR,以最小化日前运行成本。上层采用混合整数线性规划(MILP)解决聚合器问题,下层采用安全约束最优潮流(OPF)解决聚合器问题。PVF的供需价格用概率密度函数表示。存储单元被认为是后备电厂在峰值时段(PSH)以外的调度能力,并假设由其剩余能量充电。该模型已通过一个6总线电力系统样本进行了验证,并进行了几个案例研究,以证明大规模PV和DR聚合的好处。
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