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Microstructure of Gas Diffusion Layers for PEM Fuel Cells

机译:PEM燃料电池气体扩散层的微观结构

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摘要

The gas diffusion layer (GDL) is a critical component of a proton exchange membrane fuel cell, and can play a key role in fuel cell performance. In order to design reliable and durable fuel cells, knowledge of the GDL microstructure is necessary. Currently, characterization of GDLs is generally based on porosity measurements to obtain a pore size distribution. However, the pore size distribution in GDLs may not be the only factor that affects the fuel cell performance. Additional microstructural characterization of GDLs manufactured by three different vendors (Toray, SGL, and Freudenberg) has been investigated. In addition to the pore size distribution, other statistical information of GDL microstructure including size, shape, orientation, and distribution of pores have been characterized and compared. Among these GDLs, the Freudenberg sample was found to have the smallest pore size and orientation analysis indicated that the pores were randomly distributed. Pore roundness was the lowest and pore clustering was highest in Toray sample. The effect of threshold setting on pore size data was also studied and found to have negligible influence on the calculated distributions. The microstructures of the GDLs were reconstructed in three-dimension using computer simulations and good agreement with the two-dimensional image analysis data was observed. The present work opens new opportunities for experimentalists and modelers in the area of fuel cell research to take into account the statistical characteristics of GDL microstructure.
机译:气体扩散层(GDL)是质子交换膜燃料电池的重要组成部分,在燃料电池性能中起着关键作用。为了设计可靠耐用的燃料电池,必须了解GDL微观结构。当前,GDL的表征通常基于孔隙率测量以获得孔径分布。但是,GDL中的孔径分布可能不是影响燃料电池性能的唯一因素。已经研究了由三个不同的供应商(Toray,SGL和Freudenberg)制造的GDL的其他微结构表征。除孔径分布外,还对GDL微观结构的其他统计信息(包括孔径,形状,方向和孔分布)进行了表征和比较。在这些GDL中,发现Freudenberg样品的孔径最小,方向分析表明这些孔是随机分布的。在Toray样品中,孔的圆度最低,孔的聚集度最高。还研究了阈值设置对孔径数据的影响,发现对计算的分布影响可忽略不计。 GDLs的微观结构使用计算机模拟三维重建,并且与二维图像分析数据具有​​良好的一致性。当前的工作为燃料电池研究领域的实验者和建模者提供了新的机会,以考虑到GDL微观结构的统计特性。

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