2023
DOI: 10.1016/j.conengprac.2022.105364
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Control frameworks for transactive energy storage services in energy communities

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Cited by 29 publications
(28 citation statements)
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“…Another factor worth considering in a P2P trade of EVs is the reliability of the transactions. To this aim in [24], authors define innovative transactive control frameworks for energy communities with independent energy storage systems that facilitate energy storage sharing in a reliable manner. They offer algorithms based on a game theoretical control formulation that determine the best time to allocate the energy activities of a group of prosumers, who were defined by their own demand and renewable generation, and a group of energy storage service providers, who were able to store the surplus energy produced by the prosumers and release it after receiving payment.…”
Section: Exchange Costs For the Providermentioning
confidence: 99%
“…Another factor worth considering in a P2P trade of EVs is the reliability of the transactions. To this aim in [24], authors define innovative transactive control frameworks for energy communities with independent energy storage systems that facilitate energy storage sharing in a reliable manner. They offer algorithms based on a game theoretical control formulation that determine the best time to allocate the energy activities of a group of prosumers, who were defined by their own demand and renewable generation, and a group of energy storage service providers, who were able to store the surplus energy produced by the prosumers and release it after receiving payment.…”
Section: Exchange Costs For the Providermentioning
confidence: 99%
“…It is worth mentioning that modern EPS systems can include energy storage devices to mitigate the effects of RES' uncertainties in the EPS operation [32,33]. However, this study focuses on verifying the efficiency/performance of the SOCP model to solve the OPF problem in EPS that have high levels of RES penetration.…”
Section: Res Power Outputmentioning
confidence: 99%
“…The set of generation buses was divided into two subsets (Γ G = Γ nR ∪ Γ R ), where: (i) Γ nR was the nonRES generations (TG); and (ii) Γ R were the RES generations (HG, WG and PV). For comparative purposes, a linearized version of the EEOPF problem ( 7)-( 25) was obtained by linearizing the conic constraint (15) through a piecewise linear approximation, as has been presented in ( 26)- (33) [34], where ∆S km = S km /L and m S km,l,t,ss = (2l − 1)/∆S km,t,ss .…”
Section: Multiobjective Eeopf Problem: Socp Formulationmentioning
confidence: 99%
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