Abstract
We employ an active learning scheme to train a neural network potential which is then utilized in RPMD simulations to calculate the thermal rate coefficients for a hydrogen atom abstraction from methane by hydroxyl radical. We use a active learning approach to determine which geometries from umbrella sampling trajectories, performed using our neural network potential, should be included in our CCSD(T) training data to improve the neural network potential. After sufficient accuracy of the neural network potential is achieved, we use this potential energy surface in RPMD trajectories to calculate the reaction rate using the Bennet-Chandler method. We find this approach to be exceptionally accurate, with errors in the rate less than 20% at 200K and decreasing to 10% at 1000K. Next, we examine the limit of how much data was required to obtain highly accurate neural network potentials and find that only 7,000 CCSD(T) are required to preserve the accuracy of the network. Finally, we examine a transfer learning approach for this reaction, and find that transfer learning does not provide sufficient accuracy for rate calculations.
Supplementary materials
Title
Supporting Information: Parameters and Neural Network Architectures
Description
The Supporting information contains a description of the parameters used in the RPMD calculations, a discussion of the uncertainty calculations, and the list of different neural network architectures.
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