Treffer: Energy scheduling for integrated electricity–hydrogen systems considering multiphysics dynamics of hybrid water and biomass electrolysis.

This paper focuses on the coordinated scheduling problem of integrated electricity–hydrogen systems (IEHS) considering the multiphysics dynamic characteristics of hybrid water and biomass electrolysis. First, a multiphysics-aware hydrogen production model for hybrid water and biomass electrolysis, suitable for the day-ahead or intra-day energy scheduling of IEHS, is presented. The dynamic multiphysics model for alkaline water electrolysis can take advantage of dynamic temperature and hydrogen-to-oxygen impurity crossover processes to optimize the loading range and energy conversion efficiency. The electrochemical model for proton exchange membrane biomass electrolysis can capture operating efficiency and temperature variations to improve the flexibility of hydrogen production. Then, the quasi-steady-state energy scheduling model for IEHS considering the multiphysics dynamics of hybrid water and biomass electrolysis is proposed. A tractable reformulation with multiple convex relaxation techniques, e.g., McCormick envelope, Big-M, outer linear approximation, and binary expansion methods, are utilized to address the highly nonlinear and nonconvex terms arising from the multiphysics-aware electrolysis model and the nonconvex flow quasi-steady-state characteristics of hydrogen network. Numerical results illustrate that the proposed multiphysics-aware electrolysis model can reduce the operating cost by up to 5.74% compared to the constant temperature and constant efficiency model. The solution time is also significantly reduced with a high solution accuracy compared to the original nonconvex and nonlinear model. • Proposed a multiphysics-aware hydrogen production model for hybrid water and biomass electrolysis. • Proposed a quasi-steady-state energy coordinated scheduling model for IEHS considering the multiphysics dynamics of electrolysis. • Developed a tractable formulation to tackle the highly nonconvex and nonlinear terms in the multiphysics-aware electrolysis model and the quasi-steady-state hydrogen flow model. [ABSTRACT FROM AUTHOR]

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