machine-learned SES

machine-learned SES approximates the solvent-excluded surface (SES) using machine learning to produce a level set formulation for implicit solvent Poisson-Boltzmann calculations.


Key Features:

  • Machine Learning Integration: Employs machine learning models to predict the solvent-solute interface for SES determination.
  • Level Set Formulation: Represents the SES as a level set, enabling analytic surface derivatives and numerical operations suited to parallelization.
  • Three-step Training Process: Trains models through a three-step procedure that targets agreement with classical SES computations.
  • High Agreement with Classical SES: Demonstrates over 95% concordance with geometry-based classical SES used in Poisson-Boltzmann models.
  • Stability Across Rotations: Produces SES predictions that are stable under rotational transformations of molecular structures.
  • Efficiency Gains: Achieves approximately 2.5× faster performance on tested CPU platforms compared with classical SES routines implemented in Amber/PBSA.
  • Parallel/GPU Compatibility: The level set and ML approach offers computational advantages on parallel platforms such as GPUs.

Scientific Applications:

  • Implicit Solvent Simulations: Provides an alternative SES definition for implicit solvent models and Poisson-Boltzmann calculations in biomolecular simulations.
  • Reaction Field Energy Calculations: Integrates with Amber/PBSA workflows and yields reaction field energies within about 1% of classical SES-based calculations.

Methodology:

Trains machine learning models in a three-step process to approximate the SES as a level set and compares outputs to classical SES computations; the formulation supports parallel execution on GPUs.

Topics

Details

License:
Not licensed
Cost:
Free of charge
Tool Type:
command-line tool
Operating Systems:
Mac, Linux, Windows
Added:
2/20/2022
Last Updated:
11/24/2024

Operations

Publications

Wei H, Zhao Z, Luo R. Machine-Learned Molecular Surface and Its Application to Implicit Solvent Simulations. Journal of Chemical Theory and Computation. 2021;17(10):6214-6224. doi:10.1021/acs.jctc.1c00492. PMID:34516109. PMCID:PMC9132718.

PMID: 34516109
PMCID: PMC9132718
Funding: - National Institute of General Medical Sciences: GM093040, GM130367