2021
DOI: 10.1021/acs.jpcc.1c01632
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Multiscale Catalyst Design for Steam Methane Reforming Assisted by Deep Learning

Abstract: Computational design of high-quality catalysts targeting specific operation conditions is a challenging task due to the mechanistic, structural, and environmental complexities across multiple length and time scales. A multiscale method of a catalyst design linking ab initio calculations, microkinetics, and multiphysics modeling was proposed to address this challenge. The chemistry-based analytical model derived from a microkinetic model assisted by first-principles-based deep neural networks efficiently bridge… Show more

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Cited by 7 publications
(11 citation statements)
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“…The multiscale approach is illustrated in Figure a. A DFT-based deep neural network (DNN) is employed to rapidly predict C* and O* adsorption energies ( E ad ) using basic elemental properties, which are then used to compute the activation energies ( Δ E a 0 ) of key elementary reactions at the zero field based on the linear scaling relationship. , Importantly, we derive an analytical theory that relates the finite-field activation energies (Δ E a [ F ]) to field strength ( F ) and Δ E a 0 within the harmonic approximation. The predicted finite-field energetics and reaction parameters, such as temperatures and partial pressures of reactants, are inputs of a simplified kinetic model that captures the essence of the complete reaction network.…”
Section: Introductionmentioning
confidence: 99%
“…The multiscale approach is illustrated in Figure a. A DFT-based deep neural network (DNN) is employed to rapidly predict C* and O* adsorption energies ( E ad ) using basic elemental properties, which are then used to compute the activation energies ( Δ E a 0 ) of key elementary reactions at the zero field based on the linear scaling relationship. , Importantly, we derive an analytical theory that relates the finite-field activation energies (Δ E a [ F ]) to field strength ( F ) and Δ E a 0 within the harmonic approximation. The predicted finite-field energetics and reaction parameters, such as temperatures and partial pressures of reactants, are inputs of a simplified kinetic model that captures the essence of the complete reaction network.…”
Section: Introductionmentioning
confidence: 99%
“…First-principles-based computational catalyst design is emerging as a promising approach to obtain high-quality catalysts [19][20][21]. Pertinent to electrostatic catalysis, finite-field density functional theory (DFT) calculations have been used to quantify the activation energies (∆E a ) of elementary reactions on metal surfaces in the presence of EEFs of varying magnitudes, revealing important atomistic insights that helped the understanding of EEF effects [3,13,22].…”
mentioning
confidence: 99%
“…The microkinetic modeling reveals a highly nonlinear temperature-dependent EEF effect: a positive EEF can increase the conversion of CH 3 OH at high temperatures (> 350 • C) but suppress the conversion at low temperatures (< 250 • C), highlighting the necessity of multiscale modeling for catalyst design under EEFs. Finally, by combining the linear scaling relationship [23,24], a DFT-based deep neural network (DNN) that rapidly predicts C* and O* adsorption energies [19], and a simplified kinetic model derived from the microkinetic model, we are able to construct the 3D activity volcano plot to identify high-quality catalysts for low-temperature SRM under EEFs.…”
mentioning
confidence: 99%
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