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Flexible demand response programs modeling in competitive electricity markets

机译:在竞争激烈的电力市场中建立灵活的需求响应程序模型

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In recent years, extensive researches have been conducted on implementation of demand response programs (DRPs), aimed to electricity price reduction, transmission lines congestion resolving, security enhancement and improvement of market liquidity. Basically, DRPs are divided into two main categories namely, incentive-based programs (IBPs) and time-based rate programs (TBRPs). Mathematical modeling of these programs helps regulators and market policy makers to evaluate the impact of price responsive loads on the market and system operational conditions. In this paper, an economic model of price/incentive responsive loads is derived based on the concept of flexible price elasticity of demand and customer benefit function. The mathematical model for flexible price elasticity of demand is presented to calculate each of the demand response (DR) program's elasticity based on the electricity price before and after implementing DRPs. In the proposed model, a demand ratio parameter has been introduced to determine the appropriate values of incentive and penalty in IBPs according to the level of demand. Furthermore, the importance of determining optimum participation level of customers in different DRPs has been investigated. The proposed model together with the strategy success index (SSI) has been applied to provide an opportunity for major players of the market, i.e. independent system operator (ISO), utilities and customers to select their favorite programs that satisfy their desires. In order to evaluate the performance of the proposed model, numerical studies are conducted on the Iranian interconnected network load profile on the annual peak day of the year 2007.
机译:近年来,已经针对实施需求响应计划(DRP)进行了广泛的研究,旨在降低电价,解决输电线路拥堵,增强安全性和改善市场流动性。 DRP基本上分为两个主要类别,即基于激励的计划(IBP)和基于时间的费率计划(TBRP)。这些程序的数学建模可帮助监管机构和市场决策者评估价格敏感负载对市场和系统运行状况的影响。本文基于需求和顾客利益函数的灵活价格弹性概念,推导出了价格/激励响应负载的经济模型。提出了需求的灵活价格弹性的数学模型,以基于实施DRP之前和之后的电价来计算每个需求响应(DR)程序的弹性。在提出的模型中,引入了需求比率参数,以根据需求水平确定IBP中激励和惩罚的适当值。此外,已经研究了确定不同DRP中客户的最佳参与级别的重要性。所提出的模型与策略成功指数(SSI)一起已被用于为市场的主要参与者(即独立系统运营商(ISO),公用事业和客户)提供机会来选择满足其需求的最喜欢的程序。为了评估所提出模型的性能,在2007年年度高峰日对伊朗互连的网络负载状况进行了数值研究。

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