High Throughput Ligand Dissociation Kinetics Predictions using Site-Identification by Ligand Competitive Saturation

29 January 2025, Version 1
This content is a preprint and has not undergone peer review at the time of posting.

Abstract

The dissociation or off rate, koff, of a drug molecule has been shown to be more relevant to efficacy than affinity for selected systems motivating the development of predictive computational methodologies. These are largely based on enhanced-sampling molecular dynamics (MD) simulations that come at a high computational cost limiting their utility for drug design where a large number of ligands needs to be evaluated. To overcome this, presented is a combined physics- and machine learning (ML)-based approach that uses the physics-based site-identification by ligand competitive saturation (SILCS) method to enumerate potential ligand dissociation pathways and calculate ligand dissociation free energy profiles along those pathways. The calculated free energy profiles along with molecular properties are used as features to train ML models, including tree- and neural network approaches, to predict koff values. The protocol is developed and validated using 329 ligands for thirteen proteins showing robustness of the ML workflows built upon the SILCS physics-based free energy profiles. The resulting SILCS-Kinetics workflow offers a highly efficient method to study ligand dissociation kinetics, providing a powerful tool to facilitate drug design including the ability to generate quantitative estimates of atomic and functional groups contributions to ligand dissociation.

Keywords

off rate
dissociation constant
SILCS
drug design

Supplementary materials

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Supporting Information
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Tables including computational run times, correlation analysis for energy barrier types, the experimental data for model development, and the range of hyperparameters used for ML model development. Figures include correlation of energy barriers with experimental test data, input feature importance, correlation analysis of ML models, and illustrations of dissociation pathway sampling volumes and dissociation barrier models.
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