Leveraging Molecular Mechanics With the uESE Continuum Solvation Model for Efficient Solvation Free Energy Prediction: Impact of Conformation and Extensive Validation

The solvation free energy is a fundamental property of a solute directly related to solubility, which in turn is critical for processes ranging from pharmaceutical to materials manufacturing. We seek to develop efficient strategies to predict the solvation free energy, knowing only molecular structure, using electronic structure calculations with the uESE continuum solvation model. Benchmarking on the Minnesota Solvation Database, single conformations generated using the molecular mechanics force field MMFF94 yielded predictive accuracy comparable to reference gas-phase optimized geometries obtained with electronic structure calculations. Surprisingly, exploring multiple conformations did not consistently improve predictions, suggesting uESE performs well with a single representative input. Evaluation on the independent dGsolvDB1 dataset demonstrated reasonable predictive ability with single molecular mechanics-generated conformations and some generalizability to novel chemical space. Our findings indicate that combining fast molecular mechanics-based structure generation with uESE offers a promising approach for efficient and reasonably accurate solvation free energy predictions, with accuracy comparable to or exceeding that of far more computationally intensive methods like explicit solvent molecular dynamics, supporting its utility in high-throughput screening and machine learning for solubility prediction.

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Publication Details

Journal
Journal of Computational Chemistry
Published
2025-10-22
DOI
https://doi.org/10.1002/jcc.70252
Citations
1
Primary Topic
Computational Drug Discovery Methods
Type
article
Field-Weighted Citation Impact
1.50

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article

Leveraging Molecular Mechanics With the uESE Continuum Solvation Model for Efficient Solvation Free Energy Prediction: Impact of Conformation and Extensive Validation

Andrew S. Paluch, Jeffrey G. Ethier, Vikas Varshney
1 citations
Journal of Computational Chemistry
Computational Drug Discovery Methods
1.50
article

Leveraging Molecular Mechanics With the uESE Continuum Solvation Model for Efficient Solvation Free Energy Prediction: Impact of Conformation and Extensive Validation

Andrew S. Paluch, Jeffrey G. Ethier, Vikas Varshney
article en
1 citations

Abstract

The solvation free energy is a fundamental property of a solute directly related to solubility, which in turn is critical for processes ranging from pharmaceutical to materials manufacturing. We seek to develop efficient strategies to predict the solvation free energy, knowing only molecular structure, using electronic structure calculations with the uESE continuum solvation model. Benchmarking on the Minnesota Solvation Database, single conformations generated using the molecular mechanics force field MMFF94 yielded predictive accuracy comparable to reference gas-phase optimized geometries obtained with electronic structure calculations. Surprisingly, exploring multiple conformations did not consistently improve predictions, suggesting uESE performs well with a single representative input. Evaluation on the independent dGsolvDB1 dataset demonstrated reasonable predictive ability with single molecular mechanics-generated conformations and some generalizability to novel chemical space. Our findings indicate that combining fast molecular mechanics-based structure generation with uESE offers a promising approach for efficient and reasonably accurate solvation free energy predictions, with accuracy comparable to or exceeding that of far more computationally intensive methods like explicit solvent molecular dynamics, supporting its utility in high-throughput screening and machine learning for solubility prediction.

Journal of Computational ChemistryVol. 46(28)
Wright-Patterson Air Force Base (US), Miami University (US)
U.S. Air Force, Air Force Office of Scientific Research, Air Force Research Laboratory
Openalex Percentile: Top 12%
Computational Drug Discovery Methods
1.50
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