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Lattice Boltzmann Modeling of the Effective Thermal Conductivity of an Anisotropic Gas Diffusion Layer in a Polymer Electrolyte Membrane Fuel Cell with Residual Water

机译:晶格Boltzmann与残留水分电解质膜燃料电池中各向异性气体扩散层的有效导热率的建模

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In the present work, the anisotropic effective thermal conductivity of the gas diffusion layer (GDL) of a polymer electrolyte membrane (PEM) fuel cell is determined using a thermal lattice Boltzmann model. Using saturation patterns obtained from three-dimensional (3-D) pore network modeling simulations with invasion percolation, the thermal conductivity of the GDL containing liquid water is determined. For a GDL modeling domain with a total saturation of 24.4% (flooded inlet condition), increases of 20.8% and 5.4% are noted for the through-plane and in-plane thermal conductivities, respectively. As the GDL plays an important role in thermal and water management within a PEM fuel cell, the simulated thermal conductivities determined in this work can provide insight into the effect of the GDL on the thermal management required for improved PEM fuel cell performance.
机译:在本作工作中,使用热格螺栓玻璃模型确定聚合物电解质膜(PEM)燃料电池的气体扩散层(GDL)的各向异性有效导热率。利用从三维(3-D)孔网络建模模拟中获得的饱和度模式具有侵袭渗透,确定含有液态水的GDL的导热率。对于总饱和度的GDL建模结构域,总饱和24.4%(淹没的入口条件),分别为贯穿平面和面内热导流率的增加20.8%和5.4%。由于GDL在PEM燃料电池内的热量和水管理中起重要作用,因此在该工作中确定的模拟热导率可以提供对GDL对改进PEM燃料电池性能所需的热管理的效果的洞察。

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