4.7 Article

Multi-energy microgrid optimal operation with integrated power to gas technology considering uncertainties

Journal

JOURNAL OF CLEANER PRODUCTION
Volume 333, Issue -, Pages -

Publisher

ELSEVIER SCI LTD
DOI: 10.1016/j.jclepro.2021.130174

Keywords

Multi-energy microgrid; Robust optimization; Information gap decision theory; Point estimate method; Fuel-cell electric vehicle; Renewable generation

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In recent years, multi-energy microgrids have become an important framework for utilizing clean and efficient electro-thermal resources and integrating multi-energy storage facilities. This paper proposes a hybrid robust energy management tool for such microgrids, effectively addressing uncertainties brought by unpredictable demand and renewable generation. The proposed methodology demonstrates high accuracy and computational efficiency.
In recent years, multi-energy microgrids (MEMGs) have emerged as an invaluable framework for enabling the use of clean and efficient electro-thermal resources as well as the integration of multi-energy storage facilities. Uncertainties modelling in such systems is a challenge because of the heterogeneity of the resources and con -sumers involved. This paper tackles this issue by proposing a hybrid robust energy management tool for MEMGs encompassing electric, heat, hydrogen and gas sub-networks. The variety of uncertainties brought by unpre-dictable demand and renewable generation are managed using adequate techniques. This way, renewable generation is modelled using the Hong 2m + 1 approach, the electrical and heat demands are managed using the information gap decision theory and the fuel-cell electric vehicles refueling demand is modelled via scenarios. The novel methodology is validated on a benchmark case study, in which extensive simulations are performed. The obtained results demonstrate the accurateness of the novel proposal and its effectiveness to manage a wide variety of uncertainties. The evidence for accurateness is that the difference in the objective function with the Monte Carlo and Hong 2m + 1 uncertainty modelling approaches only differs by ~0.2%. Moreover, the new proposal is computationally competitive with the Monte Carlo simulation, improving its computation time by 2-3 times.

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