Multi-Objective Multi-Period Optimal Operation of a Microgrid With Renewable Resources and Energy Storage

IF 4
Energy Storage Pub Date : 2026-06-17 DOI:10.1002/est2.70446
Riyad A. Khashashneh, Muwaffaq I. Alomoush
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Abstract

This paper presents the multi-objective economic-emission dispatch problem of a microgrid (MG) system comprising various types of distributed generation. The proposed MG includes a fuel cell (FC), a micro-gas turbine (MT), renewable energy resources-specifically, a wind turbine (WT) unit and a photovoltaic (PV) unit—and a battery energy storage system to enhance the independence of the MG from the main utility grid. Several operational scenarios are analyzed based on the MG's operating modes and the allowable generation levels from renewable sources. A teaching-learning-based optimization (TLBO) algorithm is employed to manage and optimize the operation of the distributed energy resources within the MG system. The multi-objective problem is addressed using a scalarized weighted metric approach, converting it into a single-objective function through compromise programming. Additionally, the multi-objective feasibility enhanced particle swarm optimization (MOFEPSO) algorithm is applied to further evaluate the effectiveness of the proposed optimization strategy. The best solution is selected from the available Pareto-optimal solutions using the fuzzy satisfying method. Several optimization algorithms are investigated for comparison. The impact of utility-grid emissions is presented in the paper, and a comparative study for all operating scenarios is also conducted. In addition, an initial state of charge (SOC) sensitivity analysis is presented to show its impact on cost and emission, as well as on multi-objective cost–emission optimization problems.

Abstract Image

具有可再生资源和储能的微电网多目标多周期优化运行
研究了由多种分布式发电机组组成的微电网系统的多目标经济排放调度问题。拟议中的MG包括一个燃料电池(FC)、一个微型燃气轮机(MT)、可再生能源——特别是一个风力涡轮机(WT)单元和一个光伏(PV)单元——以及一个电池储能系统,以增强MG从主要公用事业电网的独立性。基于MG的运行模式和可再生能源的允许发电水平,分析了几种运行方案。采用基于教与学的优化(TLBO)算法对MG系统内分布式能源的运行进行管理和优化。采用标量加权度量方法解决多目标问题,通过折衷规划将其转化为单目标函数。此外,采用多目标可行性增强粒子群优化算法(MOFEPSO)进一步评价了所提优化策略的有效性。利用模糊满足法从现有的pareto最优解中选择最优解。对几种优化算法进行了比较研究。本文介绍了电网排放的影响,并对各种运行情景进行了比较研究。此外,通过初始荷电状态(SOC)敏感性分析,分析了SOC对成本和排放的影响,以及对多目标成本-排放优化问题的影响。
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CiteScore
2.90
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