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Charging management of plug-in electric vehicles in San Francisco applying Monte Carlo Markov chain and stochastic model predictive control and considering renewables and drag force

在使用蒙特卡罗 Markov 的旧金山的电的车辆锁住的插件和随机的模型的收费管理预兆的控制和考虑 renewables 并且拖力量

作     者:Rahmani-Andebili, Mehdi Bonamente, Massimiliano Miller, James A. 

作者机构:SUNY Buffalo State Engn Technol Dept Buffalo NY 14222 USA Univ Alabama Dept Phys & Astron Huntsville AL 35899 USA 

出 版 物:《IET GENERATION TRANSMISSION & DISTRIBUTION》 (IET发电,输电与配电)

年 卷 期:2020年第14卷第25期

页      面:6179-6188页

核心收录:

学科分类:0808[工学-电气工程] 08[工学] 

主  题:stochastic processes simulated annealing battery powered vehicles Markov processes probability predictive control Monte Carlo methods electric vehicle charging vehicle-to-grid probability distribution function PEV fleet driving routes San Francisco stochastic model predictive control PEV penetration level charging management plug-in electric vehicles Monte Carlo Markov chain drag force vehicle-to-grid service PEV SOC quantum-inspired simulated annealing optimisation technique 

摘      要:The charging management of plug-in electric vehicles (PEVs) in San Francisco considering the effect of drag force on the vehicles, the real driving routes of vehicles, the social aspects of drivers behaviour, the type of PEVs and the PEV penetration level is presented in this study. In this study, the drivers responsiveness probability, to provide vehicle-to-grid service at the parking lot, is modelled with respect to the value of the incentive, drivers social class and the real driving routes in San Francisco. Herein, the Monte Carlo Markov Chain is applied to estimate the hourly probability distribution function of the state of charge (SOC) of the PEV fleet in the day. The main data set applied in this study includes the real longitude and latitude of driving routes of vehicles in San Francisco, recorded in every four-minute interval of the day. In this study, a stochastic model predictive control is applied in the optimisation problem to address the variability and uncertainty issues of PEVs SOC and renewables power. Herein, quantum-inspired simulated annealing algorithm is applied as the optimisation technique. It is demonstrated that the type of PEVs, the PEV penetration level and even the social class of drivers can affect the problem results.

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