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首页> 外文期刊>Topics in Catalysis >Symmetric Transition State Analysis: An Analysis of Dissociative Methane Adsorption on Rh{lll} Using Quantum Chemical Calculations
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Symmetric Transition State Analysis: An Analysis of Dissociative Methane Adsorption on Rh{lll} Using Quantum Chemical Calculations

机译:对称过渡态分析:使用量子化学计算分析Rh {lll}上的解离甲烷吸附

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摘要

The chemical bonding aspects of the transition state (TST) of methane activation on a Rh{111} surface are analyzed. Three methods are compared: The barrier decomposition analysis of Hu et al. in which the bond between CH is assumed completely broken in the TST (Satterfield, Heterogeneous catalysis in industrial practice, 2nd ed., 1996; Chorkendorff and Niemantsverdriet, Concepts of modern catalysis and kinetics, 2003; Somorjai, Introduction to surface chemistry and catalysis, 1994); the activation strain model of Bickelhaupt in which the CH bond is assumed to be equal to the gasphase CH interaction energy (Christmann, Surface science reports, 1988; N0rs-kov and Christensen, Science, 2006; Forsberg, Chemical engineering progress, 2005); and a model in which the interaction energies between CH, and of the H atom and CH3 with the catalyst are all given equal attention, the symmetric transition state analysis. This symmetric transition state analysis would not yield a result different from the traditional methods if all bonds were additive and decoupled. But, as our results show, that is not in general the case. The position of the maximum in non-additivity can be considered a descriptor for the position of the TST on the reaction coordinate. At the TST, we find that the three interactions are of comparable strength.
机译:分析了Rh {111}表面上甲烷活化的过渡态(TST)的化学键方面。比较了三种方法:Hu等人的势垒分解分析。其中在TST中假设CH之间的键被完全打破(Satterfield,《工业实践中的多相催化》,第二版,1996年; Chorkendorff和Niemantsverdriet,《现代催化和动力学的概念》,2003年; Somorjai,《表面化学和催化导论》, 1994);假设CH键等于气相CH相互作用能的Bickelhaupt活化应变模型(Christmann,Surface科学报告,1988; N0rs-kov和Christensen,Science,2006; Forsberg,化学工程进展,2005);对称过渡态分析是一个模型,在该模型中,CH与H原子和CH3与催化剂之间的相互作用能都受到同等重视。如果所有键都是加和去耦的,那么这种对称过渡态分析将不会产生与传统方法不同的结果。但是,正如我们的结果所示,情况通常并非如此。可以将非加和性最大值的位置视为反应坐标上TST位置的描述符。在TST,我们发现这三种相互作用具有相当的强度。

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