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Modeling reaction-diffusion processes within catalyst washcoats: II. Macroscale processes informed by microscale simulations

机译:模拟催化剂修补基面涂料中的反应扩散过程:II。微观模拟提供的宏观过程

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This paper first develops a two-dimensional Thiele-type cylindrical-pore model that predicts catalytic washcoat performance, albeit for idealized cylindrical pores. The primary purpose for the cylindrical pore model is to serve as a basis of comparison with three-dimensional models of catalytic performance in actual geometrically complex washcoat pores that are tomographically reconstructed from focusedion-beam-scanning-electron-microscopy (FIB-SEM) measurements. In both models, the reaction-diffusion processes are characterized by a Damkohler number that is based on a pore diffusion coefficient and a single first-order reaction rate. Performance metrics include effective product flux from the pores, pore effectiveness, and reaction depth within the pore. In all cases, the models are generalized by casting the conservation equations and performance metrics as dimensionless variables. The paper then derives expressions to upscale individual pore performance to full-scale washcoats. The new understanding that emerges from these studies provides qualitative and quantitative insight that can assist the design and fabrication of improved washcoat microstructures. (C) 2016 Elsevier Ltd. All rights reserved.
机译:本文首先建立了二维Thiele型圆柱孔模型,该模型可以预测催化修补基面涂层的性能,即使理想的圆柱孔也是如此。圆柱孔模型的主要目的是作为与三维几何模型进行比较的基础,这些三维模型是通过聚焦束扫描电子显微镜(FIB-SEM)层析成像重建的实际几何形状复杂的修补基面孔中的催化性能。在这两个模型中,反应扩散过程的特征是基于孔扩散系数和单个一阶反应速率的Damkohler数。性能指标包括来自孔隙的有效产品通量,孔隙有效性和孔隙内的反应深度。在所有情况下,通过将守恒方程和性能指标转化为无量纲变量来对模型进行概括。然后,本文推导了将单个毛孔性能提升到全尺寸修补基面涂层的表达式。这些研究中得出的新认识提供了定性和定量的见解,可以帮助设计和制造改进的修补基面涂层微结构。 (C)2016 Elsevier Ltd.保留所有权利。

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