Computer Science ›› 2022, Vol. 49 ›› Issue (6A): 753-758.doi: 10.11896/jsjkx.210700225

• Interdiscipline & Application • Previous Articles     Next Articles

Development of Electric Vehicle Charging Station Distribution Model Based on Fuzzy Bi-objective Programming

QUE Hua-kun1, FENG Xiao-feng1, GUO Wen-chong1, LI Jian1, ZENG Wei-liang2, FAN Jing-min2   

  1. 1 Metrology Center of Guangdong Power Grid Corporation,Guangzhou 518049,China
    2 School of Automation,Guangdong University of Technology,Guangzhou 510006,China
  • Online:2022-06-10 Published:2022-06-08
  • About author:QUE Hua-kun,born in 1986,senior engineer.His main research interests include metering automation and charging strategy.
    ZENG Wei-liang,born in 1986,Ph.D,associate professor.His main research interests include routing problem in complex network,traffic simulation and big data visualization for smart city.
  • Supported by:
    Science and Technology Project of China Southern Power Grid Co. Ltd (GDKJXM20185800) and National Natural Science Foundation of China(61803100).

Abstract: With the popularization of electric vehicles,the number of public charging stations in cities cannot meet the growing demand for charging.Charging station construction usually requires multi-cycle and multi-level strategic planning,which is also affected by policies,economic environment and other factors.There are great uncertainties in the charging demand,the construction cost and operation cost in each charging station construction cycle.Considering the limited-service capacity of charging stations and the constraints of service radius,this paper develops a bi-objective fuzzy programming model that maximizes the charging satisfaction of electric vehicle users in the full cycle and minimizes the total cost of charging stations.Furthermore,a modified genetic algorithm based on adaptive and reverse search mechanisms is proposed to solve this problem.The results of the improved genetic algorithm and the standard genetic algorithm are compared in a case study.The performance of the model with different confidence levels and service radius of charging stations on the objective function are also verified.

Key words: Charging station distribution, Electric vehicle, Fuzzy bi-objective programming, Satisfaction

CLC Number: 

  • TP391
[1] ZHU Z H,GAO Z Y,ZHENG J F,et al.Charging station location problem of plug-in electric vehicles[J].Journal of Transport Geography,2016,52:11-22.
[2] PAGANY R,CAMARGO L R,DORNER W.A review of spatial localization methodologies for the electric vehicle charging infrastructure[J].International Journal of Sustainable Transportation,2019,13(6/7/8/9/10):433-449.
[3] XIANG Y,LIU J,LI R,et al.Economic planning of electric vehicle charging stations considering traffic constraints and load profile templates[J].Applied Energy,2016,178:647-659.
[4] YANG Y,GAO P,ZHAO C Z.Electric Vehicle TemporaryCharging Station Location Model and Constant Volume Model in the City[J].Journal of Chongqing Normal University(Natural Science),2020,37(6):1-6.
[5] LIU Z P,WEN Q F,XUE F S.Optimal location and constant volume of electric vehicle charging stations[J].Automation of Electric Power Systems,2012,36(3):54-59.
[6] CHENG Y,WANG L.A location model for capacitated alternative-fuel stations with uncertain traffic flows[J].Computers & Industrial Engineering,2020,145(1):12-19.
[7] WANG N,WANG C,NIU Y,et al.A two-stage charging facilities planning method for electric vehicle sharing systems[J].IEEE Transactions on Industry Applications,2020,57(1):149-157.
[8] RIEMANN R,WANG D Z W,BUSCH F.Optimal location of wireless charging facilities for electric vehicles:flow-capturing location model with stochastic user equilibrium[J].Transportation Research Part C:Emerging Technologies,2015,58:1-12.
[9] JOCHEM P,BRENDEL C,REUTER-OPPERMANN M,et al.Optimizing the allocation of fast charging infrastructure along the German autobahn[J].Journal of Business Economics,2016,86(5):513-535.
[10] LIU B,LIU Y K.Expected value of fuzzy variable and fuzzy expected value models[J].IEEE transactions on Fuzzy Systems,2002,10(4):445-450.
[11] TORABI S A,HASSINI E.An interactive possibilistic programming approach for multiple objective supply chain master planning[J].Fuzzy Sets and Systems,2008,159(2):193-214.
[12] RAHIMI Y,TAVAKKOLI-MOGHADDAM R,MOHAMMA-DI M,et al.Multi-objective hub network design under uncertainty considering congestion:An M/M/c/K queue system[J].Applied Mathematical Modelling,2016,40(5/6):4179-4198.
[1] ZHANG Jie, TANG Qiang, LIU Shuo-han, CAO Yue, ZHAO Wei, LIU Tao, XIE Shi-ming. Priority Based EV Charging Management Under Service Reservation in Smart Grid [J]. Computer Science, 2022, 49(6): 55-65.
[2] LI Bao-sheng, QIN Chuan-dong. Study on Electric Vehicle Price Prediction Based on PSO-SVM Multi-classification Method [J]. Computer Science, 2020, 47(11A): 421-424.
[3] ZHOU Xin-yue, QIAN Li-ping, HUANG Yu-pin, WU Yuan. Optimization Method of Electric Vehicles Charging Scheduling Based on Ant Colony [J]. Computer Science, 2020, 47(11): 280-285.
[4] MA Wen-kai, LI Gui, LI Zheng-yu, HAN Zi-yang, CAO Ke-yan. Top-N Personalized Recommendation Algorithm Based on Tag [J]. Computer Science, 2019, 46(11A): 224-229.
[5] SHAO Wei-hui, XU Wei-sheng, XU Zhi-yu, WANG Ning, NONG Jing. Research of V2G Strategies for EV Parking Lot Based on Improved PSO [J]. Computer Science, 2018, 45(11A): 92-96.
[6] CHEN De-quan ZHANG Yong-gang XIN Ying LIU Wen-zhuang. Singleton Sub-problem Arc Consistency Based on Order [J]. Computer Science, 2015, 42(7): 28-31.
[7] TENG Shao-hua, ZHANG Hong, LIU Dong-ning, ZHU Hai-bin, ZHANG Wei and LIANG Lu. Constrainted E-CARGO Model Applying in CSP Problem [J]. Computer Science, 2015, 42(2): 241-246.
[8] ZHAO Fa-xin and JIN Yi-fu. Study on Fuzzy Query of Heterogeneous Bipolarity Information [J]. Computer Science, 2013, 40(7): 153-156.
[9] WANG Teng-fei,XU Zhou-bo and GU Tian-long. Symbolic ADD Algorithms for Arc Consistency and Application in Constraint Satisfaction Problem Solving [J]. Computer Science, 2013, 40(12): 243-247.
[10] . Calculation Model of Satisfaction Degree Based on Intuitionistic Fuzzy [J]. Computer Science, 2013, 40(1): 266-268.
[11] . Expressive Temporal Planning Algorithm under Dynamic Constraint Satisfaction Framework [J]. Computer Science, 2012, 39(6): 226-230.
[12] XU Zhou-bo,GU Tian-long,CHANG Liang,LI Feng-ying. OBDD-based Bucket Elimination Algorithm for Constraint Satisfaction Problem [J]. Computer Science, 2011, 38(7): 200-202.
[13] LI Wei,ZHANG Zi-li,WU Hua-jun. DCSP-based Resource Allocation Approach for Emergency Rescue in Coal Mine [J]. Computer Science, 2011, 38(5): 244-248.
[14] LI Zhan-shan,HAN Wen-cheng,GUO Ting. Retrospect and Prospect of Decomposition Technology [J]. Computer Science, 2011, 38(10): 29-33.
[15] YUAN Ji-jun SHAN Mi-yuan WANG Ke-xi (Management School, Hunan Universit y, Changsha 410082, China). [J]. Computer Science, 2008, 35(5): 158-162.
Viewed
Full text


Abstract

Cited

  Shared   
  Discussed   
No Suggested Reading articles found!