“…While the LMPs calculated every 5 minutes (or less) are used to compensate generators, time-and load-weighted 15-minute zonal prices are used to settle the demand side of the market. 3 Although an operating reserve demand curve (ORDC) has been introduced to raise prices across the market equally when operating reserves approach low levels, the ORDC adder had a very limited impact on LMPs during the period of our study (Zarnikau et al, 2019a).…”
“…While the LMPs calculated every 5 minutes (or less) are used to compensate generators, time-and load-weighted 15-minute zonal prices are used to settle the demand side of the market. 3 Although an operating reserve demand curve (ORDC) has been introduced to raise prices across the market equally when operating reserves approach low levels, the ORDC adder had a very limited impact on LMPs during the period of our study (Zarnikau et al, 2019a).…”
“…The calibration of ORDCs has largely been restricted to open-loop analyses in the existing literature [11], [14], [15]. An open-loop analysis is defined by its lack of feedback from the introduction of elastic ORDCs.…”
Section: A Literature Review and Contextmentioning
confidence: 99%
“…The scarcity prices are derived from the remaining reserve capacity of a unit commitment model that uses fixed reserve requirements. Zarnikau et al [14] analyses the impact of scaling ORDCs horizontally, as well as the effect of the ORDC on the real-time market price and investment incentives for natural-gas-fired generation in the Texas electricity market.…”
Section: A Literature Review and Contextmentioning
confidence: 99%
“…References [11], [14] highlight the influence of the shape of ORDC on the price and how the parametrization of the ORDC can affect the remuneration of different technologies through its effect on prices. Nevertheless, the open-loop approach proposed in those papers is not able to capture the dispatch and commitment incentives created by different calibrations of the ORDC.…”
Section: A Literature Review and Contextmentioning
The objective of this paper is to analyse the tradeoff between the cost of operation and system reliability resulting from different shapes of Operating Reserve Demand Curves under scarcity pricing. We implement a model of the shortterm operation of Belgium and we validate it against historical realisations of operation. The model of short-term operation is implemented using 4 embedded optimization problems. The model simulates the trade-off between the lag and cost of mobilizing flexible resources versus the increased reliability that these resources ensure for system operation and allows us to quantity the resulting effect on the level of scarcity pricing adders. We compare eight variants of operating reserve demand curves, and use them as the basis for supporting a recommendation to the Belgian regulatory authority for the implementation of scarcity pricing in Belgium.
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