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Data-Efficient Active Learning for Thermodynamic Integration: Acidity Constants of BiVO4 in Water
Philipp Schienbein1,2,3, Jochen Blumberger1
1Department of Physics and Astronomy and Thomas Young Centre, University College London, London, WC1E 6BT, United Kingdom.
Determining molecular acidity constants is crucial but difficult. This study introduces a machine learning approach using committee Neural Network potentials to efficiently calculate acidity constants, overcoming limitations of traditional ab-initio molecular dynamics.
Area of Science:
- Computational Chemistry
- Materials Science
- Physical Chemistry
Background:
- Protonation states are critical for catalysis, geochemistry, biochemistry, and pharmaceutics.
- Accurate determination of acidity constants is challenging due to electronic structure, thermal fluctuations, vibrations, and solvation.
- Existing methods like ab-initio molecular dynamics are computationally expensive for achieving necessary simulation timescales.
Purpose of the Study:
- To develop an efficient and accurate method for calculating acidity constants.
- To investigate deprotonation reactions at the BiVO4 (010)-water interface for photocatalytic water splitting.
- To overcome the computational limitations of traditional simulation methods.
Main Methods:
- Employed thermodynamic integration accelerated by committee Neural Network potentials.
- Trained a single machine learning model to describe protonated, deprotonated, and intermediate states.
- Investigated deprotonation reactions at the BiVO4 (010)-water interface.
Main Results:
- Demonstrated convergence of ensemble averages and acidity constants with simulation time and Kirkwood coupling parameter.
- Showed that nanosecond simulation times are necessary for statistical convergence, achievable with the ML approach.
- Highlighted that the ML workflow requires significantly fewer calculations than ab-initio molecular dynamics.
Conclusions:
- The developed machine learning workflow significantly advances the calculation of free energy differences with ab-initio accuracy.
- This approach enables the study of systems requiring extended timescales, previously inaccessible with standard methods.
- The method provides a computationally efficient alternative for determining acidity constants and studying interfacial reactions.
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