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Challenges for Kinetics Predictions via Neural Network Potentials: A Wilkinson's Catalyst Case.
Ruben Staub1, Philippe Gantzer1, Yu Harabuchi1,2,3
1Institute for Chemical Reaction Design and Discovery (WPI-ICReDD), Hokkaido University, Kita 21, Nishi 10, Kita-ku, Sapporo 001-0021, Japan.
This study explores using Neural Network Potentials (NNP) to speed up Artificial Force Induced Reaction (AFIR) kinetic studies. Combining NNP with semiempirical methods offers a promising framework for accelerating chemical reaction discovery.
Area of Science:
- Computational Chemistry
- Chemical Kinetics
- Machine Learning in Chemistry
Background:
- Ab initio kinetic studies are crucial for designing new chemical reactions.
- The Artificial Force Induced Reaction (AFIR) method is efficient but computationally expensive for exploring reaction networks.
- Accelerating these studies is essential for advancing chemical reaction design.
Purpose of the Study:
- To investigate the use of Neural Network Potentials (NNP) for accelerating ab initio kinetic studies.
- To develop and apply a novel NNP-powered AFIR method for reaction path network exploration.
- To identify limitations of general-purpose NNP models in this context.
Main Methods:
- Theoretical study of ethylene hydrogenation using the AFIR method.
- Generative Topographic Mapping for reaction path network analysis.
- Training a state-of-the-art NNP model using calculated geometries.
- Implementing NNP to replace expensive ab initio calculations during AFIR searches.
Main Results:
- Successfully performed the first NNP-powered reaction path network exploration using AFIR.
- Identified challenges and limitations of general-purpose NNP models for accelerating kinetic studies.
- Demonstrated that NNP can significantly speed up reaction path searches.
Conclusions:
- NNP shows potential for accelerating ab initio kinetic studies.
- Complementing NNP with semiempirical methods can overcome current limitations.
- The proposed framework lays the groundwork for exploring larger chemical systems.
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