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Electric Vehicle Charging with Battery Scheduling and Multicriteria Optimization using Genetic Algorithm
Author(s) -
Nayana
Publication year - 2021
Publication title -
journal of electrical engineering and automation
Language(s) - English
Resource type - Journals
ISSN - 2582-3051
DOI - 10.36548/jeea.2020.3.003
Subject(s) - battery (electricity) , renewable energy , grid , computer science , charging station , electric vehicle , photovoltaic system , genetic algorithm , automotive engineering , energy storage , upgrade , optimization problem , scheduling (production processes) , mathematical optimization , electrical engineering , power (physics) , engineering , algorithm , mathematics , physics , geometry , quantum mechanics , machine learning , operating system
The existing charging infrastructure needs expansion and upgrade with the growing fleet of electric vehicles (EV). The electric grids are largely affected by the uncontrolled charging cycles. To overcome this drawback, the hybrid charging stations are incorporated with battery storage and renewable energy sources. The power necessary from the grid can be buffered using a battery and renewable source attached to the charging station thereby avoiding the grid constraints and peaks. It has been a challenge to trace the origin of the battery’s energy till date. The battery energy storage and a simple photovoltaic system is incorporated in a hybrid EV charging station. Uncontrolled EV charging and its adverse effects can be overcome by this technology by accurately calculating the share of renewable energy derived from the battery. Multi-attribute utility theory is used for optimizing the EV charging level and scheduling the battery charging and discharging. Minimizing battery degradation and charging cost while maximizing the renewable energy from the battery and PV sources are the major criteria of optimization. Multicriteria optimization function is used along with the genetic algorithm optimization scheme to address the optimization issues. Optimal capacity of the battery and optimization strategy is affected by the preferences in decision making.

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