Efficient Transition State Searches by Freezing String Method with Graph Neural Network Potentials
Jonah Marks, Joseph Gomes

TL;DR
This paper introduces a method combining graph neural network potentials with the Freezing String Method to significantly accelerate transition state searches in organic reactions, reducing computational costs while maintaining accuracy.
Contribution
The authors develop and fine-tune a GNN-based potential integrated with FSM, achieving rapid and reliable TS searches with fewer ab-initio calculations across diverse reactions.
Findings
Achieves 100% success rate in locating reference TSs
Reduces ab-initio calculations by 72% on average
Maintains accuracy comparable to DFT-based methods
Abstract
Transition state (TS) searches are a critical bottleneck in computational studies of chemical reactivity, as accurately capturing complex phenomena like bond breaking and formation events requires repeated evaluations of expensive ab-initio potential energy surfaces (PESs). While numerous algorithms have been developed to locate TSs efficiently, the computational cost of PES evaluations remains a key limitation. In this work, we develop and fine-tune a graph neural network (GNN) PES to accelerate TS searches for organic reactions. Our GNN of choice, SchNet, is first pre-trained on the ANI-1 dataset and subsequently fine-tuned on a small dataset of reactant, product, and TS structures. We integrate this GNN PES into the Freezing String Method (FSM), enabling rapid generation of TS guess geometries. Across a benchmark suite of chemically diverse reactions, our fine-tuned model (GNN-FT)…
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Taxonomy
TopicsNeural Networks and Applications · Graph Theory and Algorithms
MethodsGraph Neural Network
