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Mass transport on composite catalytic surfaces

机译:复合催化表面上的传质

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Mattos and Aarao Reis [T.G. Mattos, F.D.A. Aarao Reis, J. Catal. 263 (2009) 67] have proposed a kinetic model of catalytic reaction including mass transport on a composite catalytic surface. We show that the boundary conditions for the reaction-diffusion equation they use contradict the prescription of the detailed balance principle for the relation between the rate constants for adsorbate diffusion jumps via the boundary and desorption from different areas, and, for certain parameters, the predictions of their model are qualitatively inconsistent. Quantitatively, their results are inconsistent in the situations where the role of the diffusion jumps from the catalytically active regions to the inactive regions is significant.
机译:Mattos和Aarao Reis [T.G.马托斯(美国) Aarao Reis,J。Catal。 [263(2009)67]提出了一种催化反应的动力学模型,包括在复合催化表面上的传质。我们表明,他们所使用的反应扩散方程的边界条件与详细的平衡原理的规定相矛盾,后者是关于吸附质通过边界的扩散跃变的速率常数与从不同区域解吸的速率常数之间的关系,以及对于某些参数的预测他们的模型在质上是不一致的。从数量上看,在扩散作用从催化活性区跃迁至非活性区的情况很重要的情况下,其结果不一致。

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