Abstract

Power system flexibility consists of three indices: ramping capability limit ( $\rho$ ), power capacity ( $\pi$ ), and energy capacity ( $\varepsilon$ ). The existing research body neglects the effect of demand response (DR) units' action delay time, and its effect on the system's contingency response. This paper proposes a fourth flexibility index, the Response Time Delay, denoted as ( $\theta$ ), and investigates the isolated effect of this factor on the system. A novel extension on the security constrained optimal power flow formulation is presented in this paper, to explicitly model DR unit's response delay time. The value of the response delay ( $\theta$ ) on the system's operation cost is determined. Making this information available to Virtual Power Plants (VPP) and aggregators empowers management of demand & distributed generation profiles, market design for ancillary services, and policy making for aggregators. It also supports making better investments decisions for all stakeholders. The proposed formulation is tested on a modified version of the IEEE14-bus system with DR units having different response characteristics. DR units yield a decrease in secure energy price, total system operation cost and up-reserve. On the other hand, DR units raise the price of down-reserve.

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