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Citation:Ying Wang,Chunyu Chen,Sen Zhang,et al.A tri-level programming-based frequency regulation market equilibrium under cyber attacks[J].Protection and Control of Modern Power Systems,2023,V8(4):927-937[Copy]
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A tri-level programming-based frequency regulation market equilibrium under cyber attacks
Ying Wang,Chunyu Chen,Sen Zhang,Yilong Liu,Chongxin Huang,Yuxin Du
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Abstract:
Owing to their fexibility and rapid response, grid-connected distributed energy resources (DERs) are wielding growing infuence in frequency regulation markets (FRMs). Nevertheless, compared with conventional large-scale generators, small-scale DERs are usually weakly shielded by cyber security measures. This ofers attackers the opportunity of disrupting the clearing and settlement of FRMs by manipulating the bid information of DERs. In this paper, the frequency regulation market equilibrium is studied considering the dynamic gaming between attackers and defenders, both of which need the knowledge of FRMs for their interventions. Specifcally, a tri-level programming model characterizing the attacker–defender–operator (ADO) interdiction problem in FRMs is developed and then analyzed using a column and constraint generation algorithm, thereby achieving market equilibrium representing the defender’s best response to the attacker. The defense strategy in the market equilibrium can attenuate the negative infuence of cyber attacks upon the FRMs to the maximum extent. Finally, based on the operating rules of the California Independent System Operator, the FRM process considering the ADO interdiction is simulated and the numerical equilibrium results are presented.
Key words:  Cyber attack, Frequency regulation market, Defender–attacker–operator interdiction, Tri-level programming
DOI:10.1186/s41601-023-00332-8
Fund:This work was supported by the National Natural Science Foundation of China (Grant No. 52207142) and Natural Science Foundation of Jiangsu Province (BK20210512) and Natural Science Foundation of the Higher Education Institutions of Jiangsu Province (20KJB510050).
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