2022 Annual Meeting
(5e) Tuning Catalytic Activity with Forced Dynamic Operation
Both cited examples explored a range of frequencies and amplitudes to improve activity, but for more complicated systems governed by multiple time constants, a guided optimization approach is needed. To this end, we used a kinetic Monte Carlo (kMC) model for CO oxidation on Pd (111), which considers two different active sites, surface diffusion, and many-body lateral interactions between all surface species.3 The interaction terms modify binding energies and activation barriers depending on local coverages, resulting in highly complex transient kinetic behavior. We analyzed the transient catalytic responses of this kMC model to changes in partial pressure at constant temperature and observed a strong dependence of time constants on surface coverage (Figure 1). In lieu of an analytical solution, we have described a heuristic approach to systematically improve the time-averaged conversion by varying partial pressures. This study forms the basis for the development of a rigorous approach to find optimal dynamic operating conditions for arbitrarily complex reaction systems.
(1) Ardagh, M. A. et al., ACS Catal. 2019, 9 (8), 6929â6937.
(2) Kang, S. B. et al., Catal. Today 2021, 360, 284â293.