Turaeva Nigora, Yablonsky Gregory, Fushimi Rebecca
Department of Natural Sciences and Mathematics, Webster University, Saint Louis, MO 63119, USA.
Department of Energy, Environmental and Chemical Engineering, McKelvey School of Engineering, Washington University in Saint Louis, Saint Louis, MO 63130, USA.
Entropy (Basel). 2024 Nov 28;26(12):1029. doi: 10.3390/e26121029.
The ubiquitous two-step Michaelis-Menten and Temkin-Boudart reaction mechanisms are extended to include the influence of the catalyst electronic subsystem in a 5-step mechanism. The resulting kinetic equation provides an alternative explanation for the well-known volcano-shaped dependence found in catalysis. The equilibrium constants of fast electronic steps are highlighted for their influence on adsorption and desorption through the relative concentration of charged versus neutral intermediates. This generalized concept can be widely applied to determine the optimal catalyst, based on the Fermi level of the material, for reactions proceeding via this universal reaction.
无处不在的两步米氏(Michaelis-Menten)和坦金-布达尔(Temkin-Boudart)反应机理被扩展为一个包含催化剂电子子系统影响的五步机理。由此得到的动力学方程为催化中著名的火山形依赖关系提供了另一种解释。快速电子步骤的平衡常数因其通过带电与中性中间体的相对浓度对吸附和解吸的影响而受到关注。基于这种通用反应进行的反应,这一广义概念可广泛应用于根据材料的费米能级确定最佳催化剂。