首页> 外文会议>European PEFC Forum v.1; 20030630-20030704; Lucerne; CH >A Dynamic Two-Phase Flow Model of Proton Exchange Membrane Fuel Cells
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A Dynamic Two-Phase Flow Model of Proton Exchange Membrane Fuel Cells

机译:质子交换膜燃料电池的动态两相流模型

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A dynamic two phase flow model for proton exchange membrane (PEM) fuel cells is presented. The two dimensional along-the-channel model includes the two phase flow of water (gaseous and liquid) in the porous diffusion layers and in the catalyst layers, as well as the transport of the species in the gas phase. Moreover, proton and water transport in the membrane and the oxygen reduction reaction in the cathodic catalyst layer is accounted for. The discretisation of the resulting flow equations is done by a mixed finite element approach. Based on this the transport equations for the species in each phase are discretised by a finite volume scheme. The coupled mixed finite element/finite volume approach gives the spatially resolved water and gas saturation and the species concentrations. In order to describe the charge transport in the fuel cell the Poisson equations for the electrons and protons are solved by using Galerkin finite element schemes.
机译:提出了质子交换膜(PEM)燃料电池的动态两相流模型。二维通道模型包括多孔扩散层和催化剂层中水(气态和液态)的两相流以及气相中物质的传输。而且,考虑了膜中的质子和水的输送以及阴极催化剂层中的氧还原反应。结果流方程的离散化是通过混合有限元方法完成的。基于此,通过有限体积方案离散了各相中物种的迁移方程。耦合的有限元/有限体积混合方法给出了空间分辨的水和气体饱和度以及物质浓度。为了描述燃料电池中的电荷传输,通过使用Galerkin有限元方案来求解电子和质子的泊松方程。

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