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Integrating multiscale and machine learning approaches towards the SAMPL9 log P challenge
Michael R Draper1, Asa Waterman1, Jonathan E Dannatt1
1Chemistry Department, University of Dallas, Irving, Texas, 75062, USA. jdannatt@udallas.edu.
Physical Chemistry Chemical Physics : PCCP
|February 20, 2024
Summary
Predicting molecular partition coefficients (log P) is crucial for drug design. Quantum mechanics methods, specifically DFT with a triple-ζ basis set, proved most effective in a recent blind challenge for accurately calculating these values.
Area of Science:
- Computational chemistry
- Drug discovery and development
Background:
- The partition coefficient (log P) is a key physicochemical property influencing pharmacokinetics, toxicity, and bioavailability.
- Accurate prediction of log P can significantly accelerate the drug design process.
Purpose of the Study:
- To evaluate current computational methods for predicting the toluene-water partition coefficient (log P_tol/w).
- To compare the performance of quantum mechanics (QM), molecular mechanics (MM), and machine learning (ML) approaches in a blind prediction challenge.
Main Methods:
- Three distinct computational approaches were employed: QM, MM, and ML.
- The study involved a blind prediction challenge (SAMPL-9) focused on calculating the log P_tol/w for sixteen drug molecules.
Main Results:
- Initial blind submissions showed mean unsigned errors (MUE) between 1.53-2.93 log P_tol/w units.
- QM methods, particularly DFT with a triple-ζ basis set, achieved a reduced MUE of 1.00 log P_tol/w.
- MM and ML methods performed well on smaller molecules but struggled with larger ones compared to DFT.
Conclusions:
- Density Functional Theory (DFT) coupled with a triple-ζ basis set emerged as the most effective and straightforward method for accurate partition coefficient prediction.
- The findings highlight the strengths and limitations of different computational approaches for log P calculations in drug discovery contexts.
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