Error of single-phase proton exchange membrane fuel cell model based on Brinkman-Darcy's law in different flow fields

Shizhong Chen, Zhongxian Xia, Xuyang Zhang, Yuhou Wu
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引用次数: 1

Abstract

Proton exchange membrane (PEM) fuel cell is an auspicious energy device for the future with high energy efficiency and zero emissions. PEM fuel cell performance can be improved by optimising the flow field using numerical models based on Brinkman-Darcy's law. However, errors made by applying Brinkman-Darcy's law cannot be avoided; errors should be carefully investigated for different flow fields. In this paper, a single-phase PEM fuel cell model based on Brinkman-Darcy's law was developed, considering the effects of flow field on both local electrochemical active area (ECA) and effective permeability. The results showed that the model well predicted the performance of the flow field with a high resolution land width, such as 1 mm, but it over-estimated the performance under the low voltage region when the land width was 2 mm or larger, since the high mass transfer loss was under-estimated by the model.
基于Brinkman-Darcy定律的单相质子交换膜燃料电池模型在不同流场下的误差
质子交换膜(PEM)燃料电池具有高能效、零排放的特点,是面向未来的吉祥能源装置。利用基于Brinkman-Darcy定律的数值模型对PEM燃料电池的流场进行优化,可以提高PEM燃料电池的性能。然而,运用布林克曼-达西定律所犯的错误是不可避免的;应仔细研究不同流场的误差。本文建立了基于Brinkman-Darcy定律的单相PEM燃料电池模型,考虑了流场对局部电化学活性面积(ECA)和有效渗透率的影响。结果表明,该模型可以较好地预测高分辨率地宽(如1 mm)下流场的性能,但在低电压区,当地宽为2 mm或更大时,模型高估了流场的性能,因为模型低估了高传质损失。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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