2016
DOI: 10.1149/2.1161607jes
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Understanding Impacts of Catalyst-Layer Thickness on Fuel-Cell Performance via Mathematical Modeling

Abstract: In this article, a two-dimensional, multiphase, transient model is introduced and used to explore the impact of catalyst-layer thickness on performance. In particular, the tradeoffs between water production and removal through transport or evaporation are highlighted, with a focus on low-temperature performance. For the latter, a case study of an ultra-thin catalyst layer is undergone to explore how various material properties alter the steady-state and startup performance of a cell. The findings provide under… Show more

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Cited by 138 publications
(140 citation statements)
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References 101 publications
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“…Their applicability is therefore limited and a more general boundary condition should be developed. An example of a more appropriate boundary condition is that recently proposed by Zenyuk et al 2 where a step function is used. After reaching the breakthrough pressure, the liquid pressure however, is considered to be constant in this method.…”
Section: F532mentioning
confidence: 99%
See 1 more Smart Citation
“…Their applicability is therefore limited and a more general boundary condition should be developed. An example of a more appropriate boundary condition is that recently proposed by Zenyuk et al 2 where a step function is used. After reaching the breakthrough pressure, the liquid pressure however, is considered to be constant in this method.…”
Section: F532mentioning
confidence: 99%
“…Water accumulation in the electrode however, limits fuel cell performance at high current densities. [1][2][3] In order to mitigate the excessive water buildup in the cell, which hinders mass transport, gas diffusion layer (GDL) and catalyst layer (CL) microstructures and wettabilities must be advanced to achieve sufficient water retention in the electrolyte, reject excess water in vapor form and alleviate complete flooding of the electrode. For example, by modifying the weight percentage (wt%) of the hydrophobic content in the GDL, Wang et al 4 reported a 10%-20% increase in performance.…”
mentioning
confidence: 99%
“…Agglomerate model.-Most of the agglomerate models in the literature 22,[30][31][32] are based on first-order kinetics, which enables an analytical expression for average agglomerate current. With non-firstorder kinetics however, the solution has to be modified.…”
Section: Mathematical Modelmentioning
confidence: 99%
“…Since this work focuses on the membrane mechanical response, the transport model equations are not provided for space consideration. However, the model draws from earlier works by Balliet et al 16 and Zenyuk et al 17 and is briefly discussed below. In terms of the transport of different species, Fick's law is used for gas phase diffusion.…”
Section: Mathematical Modelsmentioning
confidence: 99%