Optimal Microgrid Scheduling with Synthetic Inertia Provision from Electric Vehicle Charging Stations

This paper presents a microgrid (MG) scheduling problem involving frequency dynamic constraints with the provision of Synthetic Inertia (SI) via electric vehicles (EVs). The model of EV charging stations involving EVs’ arriving/departure and charging/discharging dynamics is implemented. SI provision from EVs is incorporated into the frequency constraints, and the value of SI provided is constrained by the number of EVs in charge, the EVs’ arrival state of charge, and the charging/discharging range of the chargers. To tackle the forecast errors from EVs, distributionally robust chance constraints are implemented. The Bonferroni approximation method is then utilized to separate the joint constraints into individual ones, which can be reformulated into convex forms. The MG scheduling problem can be formulated as an MILP problem. The effectiveness of the method is validated based on a modified IEEE 14-bus system.

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Publication Details

Published
2024-10-14
DOI
https://doi.org/10.1109/isgteurope62998.2024.10863177
Primary Topic
Electric Vehicles and Infrastructure
Type
article
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article

Optimal Microgrid Scheduling with Synthetic Inertia Provision from Electric Vehicle Charging Stations

Yen-Cheng Wen, Zhongda Chu, Fei Teng, Boli Chen
Electric Vehicles and Infrastructure
article

Optimal Microgrid Scheduling with Synthetic Inertia Provision from Electric Vehicle Charging Stations

Yen-Cheng Wen, Zhongda Chu, Fei Teng, Boli Chen
article en

Abstract

This paper presents a microgrid (MG) scheduling problem involving frequency dynamic constraints with the provision of Synthetic Inertia (SI) via electric vehicles (EVs). The model of EV charging stations involving EVs’ arriving/departure and charging/discharging dynamics is implemented. SI provision from EVs is incorporated into the frequency constraints, and the value of SI provided is constrained by the number of EVs in charge, the EVs’ arrival state of charge, and the charging/discharging range of the chargers. To tackle the forecast errors from EVs, distributionally robust chance constraints are implemented. The Bonferroni approximation method is then utilized to separate the joint constraints into individual ones, which can be reformulated into convex forms. The MG scheduling problem can be formulated as an MILP problem. The effectiveness of the method is validated based on a modified IEEE 14-bus system.

University College London (GB), Imperial College London (GB)
Affordable and clean energy
Openalex Percentile: Top 75%
Electric Vehicles and Infrastructure
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