Abstract
Aiming at the problem of insufficient power supply of charging stations caused by the access of large-scale plug-in electric vehicles, under the framework of multi-agent system, a distributed fixed-time optimal charging strategy based on event triggering is proposed. Firstly, a distributed consensus protocol is designed by combining the principle of equal micro-increment and fixed-time convergence theory to improve the dynamic performance of the system. Secondly, in order to reduce the communication resource consumption of the system, an event trigger mechanism is designed, so that each agent can exchange information with the adjacent agents only when the set conditions are met. A rigorous proof that the system converges to the optimal solution in a fixed-time and Zeno’s behavior does not exist is given. Simulations verify the effectiveness of the proposed strategy.
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References
Alsabbagh A, Wu B, Ma CB (2021) Distributed electric vehicles charging management considering time anxiety and customer behaviors. IEEE Trans Ind Inf 17(4):2422–2431
Fan Z (2012) A distributed demand response algorithm and its application to PHEV charging in smart grids. IEEE Trans Smart Grid 3(3):1280–1290
Hoang PH, Ozkan G, Badr PR et al (2022) A dual distributed optimal energy management method for distribution grids with electric vehicles. IEEE Trans Intell Transp Syst 23(8):13666–13677
Liu N, Hu XJ, Ma L et al (2022) Vulnerability assessment for coupled network consisting of power grid and EV traffic network. IEEE Trans Smart Grid 13(1):589–598
Pinar MC, Zenios SA (2006) On smoothing exact penalty functions for convex constrained optimization. Siam J Optim 4(3):486–511
Polyakov A (n.d.) Nonlinear feedback design for fixed-time stabilization of linear control systems. IEEE Trans Autom Control, 57(8): 2106–2110
Rahbari AN, Chow MY (2014) Cooperative distributed demand management for community charging of PHEV/PEVs based on KKT conditions and consensus networks. IEEE Trans Ind Inf 10(3):1907–1916
Tang XL, Chen JX, Liu T et al (2021) Distributed deep reinforcement learning-based energy and emission management strategy for hybrid electric vehicles. IEEE Trans Veh Technol 70(10):9922–9934
Wang Y, Ma X, Wan Y et al (2019) Sequential charge-discharge guidance strategy for electric vehicles based on time-sharing charging-discharging margin. Power Syst Technol 43(12):4353–4361
Wang ZP, Zhang J, Liu P et al (2022) Overview of planning of electric vehicle charging stations. Proc CSEE 35(12):230–252
Wu Y, Zhang P (2022) A novel online monitoring scheme for underground power cable insulation based on common-mode leakage current measurement. IEEE Trans Ind Electron 69(12):13586–13596
Wu ZQ, Zhang CX (2023) Distributed charging control of electric vehicles considering distribution grid load. Automot Eng 45(4):598–608
Wu Y, Yang Y, Lin Q et al (2023) Online monitoring for underground power cable insulation based on resonance frequency analysis under chirp signal injection. IEEE Trans Ind Electron 70(2):1961–1972
Wu Y, Wu H, Zhao F et al (2024a) Influence of PLL on stability of interconnected grid-forming and grid-following converters. IEEE Trans Power Electron 39(10):11980–11985
Wu Y, Wei Z, Yang Y et al (2024b) Improved common-mode leakage current measurement method for insulation condition monitoring in distribution grids. IEEE Trans Ind Electron 71(5):5307–5317
Xu YL (2015) Optimal distributed charging rate control of plug-in electric vehicles for demand management. IEEE Trans Power Syst 30(3):1536–1545
Yang Y, Jia QS, Guan X et al (2019) Decentralized EV-based charging optimization with building integrated wind energy. IEEE Trans Autom Sci Eng 16(3):1002–1017
Yu N, Yu F, Huang D et al (2019) Multi-agent system based charging and discharging of electric vehicles distributed coordination dispatch strategy. Power Syst Prot Control 47(05):1–9
Zhao TQ, Ding ZT (2017) Distributed initialization free cost-optimal charging control of plug-in electric vehicles for demand management. IEEE Trans Ind Inf 13(6):2791–2801
Zheng Y, Song Y, Hill DJ et al (2018) Online distributed MPC-Based optimal scheduling for EV charging stations in distribution systems. IEEE Trans Ind Inf 15(02):638–649
Zuo ZY (2015) Nonsingular fixed-time consensus tracking for second-order multi-agent networks. Automatica 54:305–309
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This work is supported by Provincial Key Laboratory Performance Subsidy Project (22567612H)
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Changxing Zhang has made substantial contributions to the conception or design of the work; or the acquisition, analysis, or interpretation of data for the work; Zhongqiang Wu has drafted the work or revised it critically for important intellectual content; Zhongqiang Wu agrees to be accountable for all aspects of the work in ensuring that questions related to the accuracy or integrity of any part of the work are appropriately investigated and resolved. All authors reviewed the manuscript.
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Wu, Z., Zhang, C. Event triggered distributed fixed-time optimal charging control for electric vehicle. Optim Eng (2025). https://doi.org/10.1007/s11081-024-09945-w
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DOI: https://doi.org/10.1007/s11081-024-09945-w