4.7 Article

Numerical studies of effect of integrated through-plane array flow field on novel PEFC performance using BWO algorithm under uncertainties

Journal

ENERGY
Volume 231, Issue -, Pages -

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.energy.2021.120772

Keywords

Fuel cell; Polymer electrolyte FCs; Through-plane array; Black widow optimization algorithm; Temperature uncertainty

Funding

  1. Ministry of Education Humanities and Social Science Research General Project [18YJA630022]

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This paper introduces a new PEFC model and uses the Black Widow Optimization Algorithm to obtain unknown parameters. Through this research, various curves of PEFC can be obtained and the model accuracy can be verified. Finally, the superiority of the proposed technique is proved by comparing the results of different models.
One of the essential mechanisms for polymer electrolyte FCs (PEFCs) is the flow-field plates. Two types of flow fields are serpentine channels and incorporating parallel, which is the most common models. The main objective of this paper is to model and analyse the thermodynamic performance of a novel FC. In this paper, a novel kind of PEFC is proposed, which is a new flowing field known as the through-plane array (TPA). Furthermore, a novel application of the Black Widow Optimization Algorithm (BWO) is implemented to gain unidentified parameters of the novel PEFC model. Developing a precise PEFC model is the final goal of the current work that prepares real modelling and simulation results of desired FCs. The various curves of the PEFC such as I-V, I-P, I-P-V, and I-T-Voltage are obtained via the BWO algorithm. This problem is a nonlinear model, in which the sum of the squared errors of FC. BWO algorithm is applied for objective function minimization. The predicted PEFC model is verified using measured results, which are obtained under different conditions of pressure and temperature uncertainty. Finally, a comparison between the TPA model and the other two models based on the BWO is accomplished and the superiority of the proposed technique is proved. (c) 2021 Published by Elsevier Ltd.

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