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Multi-scale Simulation of Equilibrium Step Fluctuations on Cu(111) Surfaces.


ABSTRACT: Understanding the nature of active sites is a non-trivial task, especially when the catalyst is sensitively affected by chemical reactions and environmental conditions. The challenge lies on capturing explicitly the dynamics of catalyst evolution during reactions. Despite the complexity of catalyst reconstruction, we can untangle them into several elementary processes, of which surface diffusion is of prime importance. By applying density functional theory-kinetic Monte Carlo (DFT-KMC) simulation employed with cluster expansion (CE), we investigated the microscopic mechanism of surface diffusion of Cu with defects such as steps and kinks. Based on the result, the energetics obtained from CE have shown good agreement with DFT calculations. Various diffusion events during the step fluctuations are discussed as well. Aside from the adatom attachment, the diffusion along the step edge is found to be the dominant mass transport mechanism, indicated by the lowest activation energy. We also calculated time correlation functions at 300, 400, and 500 K. However, the time exponent in the correlation function does not strictly follow the power law behavior due to the limited step length, which inhibits variation in the kink density.

SUBMITTER: Halim HH 

PROVIDER: S-EPMC7931195 | biostudies-literature | 2021 Mar

REPOSITORIES: biostudies-literature

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Multi-scale Simulation of Equilibrium Step Fluctuations on Cu(111) Surfaces.

Halim Harry Handoko HH   Putra Septia Eka Marsha SEM   Muttaqien Fahdzi F   Hamada Ikutaro I   Inagaki Kouji K   Hamamoto Yuji Y   Morikawa Yoshitada Y  

ACS omega 20210215 8


Understanding the nature of active sites is a non-trivial task, especially when the catalyst is sensitively affected by chemical reactions and environmental conditions. The challenge lies on capturing explicitly the dynamics of catalyst evolution during reactions. Despite the complexity of catalyst reconstruction, we can untangle them into several elementary processes, of which surface diffusion is of prime importance. By applying density functional theory-kinetic Monte Carlo (DFT-KMC) simulatio  ...[more]

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