GIST-gpu

GIST-gpu is a GPU-accelerated implementation of the grid inhomogeneous solvation theory (GIST) algorithm, which calculates the thermodynamic properties of water molecules surrounding a protein. The original GIST algorithm is computationally demanding, especially for large systems, with calculations taking days or weeks. GIST-gpu addresses this issue by leveraging the parallel processing capabilities of GPUs, enabling efficient estimation of solvation-free energy for large biomolecular interfaces.

The authors demonstrate that GIST can be a reliable tool for evaluating protein surface hydrophobicity. They apply GIST-gpu to a set of nine different proteases, calculating localized solvation-free energies on the surface of the binding interfaces as a measure of their hydrophobicity. The results show a strong agreement between the binding interfaces' calculated hydrophobicity and their substrates (peptides) that bind into the binding cleft, suggesting that GIST-GPU provides a reliable description of the hydrophobicity characteristics of biological interfaces.

Topic

Small molecules;Protein structural motifs and surfaces;Protein properties;Molecular modelling

Detail

  • Operation: Molecular docking;Protein hydrophobic region calculation;Protein solubility prediction;Protein hydrophobic moment plotting

  • Software interface: Command-line user interface

  • Language: C++

  • License: Not stated

  • Cost: Free of charge

  • Version name: -

  • Credit: Austrian Science Fund (FWF), Erwin Schrödinger fellowship.

  • Input: -

  • Output: -

  • Contact: Klaus R. Liedl klaus.liedl@uibk.ac.at

  • Collection: -

  • Maturity: -

Publications

  • Solvation Free Energy as a Measure of Hydrophobicity: Application to Serine Protease Binding Interfaces.
  • Kraml J, et al. Solvation Free Energy as a Measure of Hydrophobicity: Application to Serine Protease Binding Interfaces. Solvation Free Energy as a Measure of Hydrophobicity: Application to Serine Protease Binding Interfaces. 2019; 15:5872-5882. doi: 10.1021/acs.jctc.9b00742
  • https://doi.org/10.1021/ACS.JCTC.9B00742
  • PMID: 31589427
  • PMC: PMC7032847

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