4.4 Article

Improving the iterative Linear Interaction Energy approach using automated recognition of configurational transitions

期刊

JOURNAL OF MOLECULAR MODELING
卷 22, 期 1, 页码 -

出版社

SPRINGER
DOI: 10.1007/s00894-015-2883-y

关键词

Molecular Dynamics simulations; Binding free energy prediction; Iterative Linear Interaction Energy approach; Cytochrome P450 2D6

资金

  1. Innovative Medicines Initiative Joint Undertaking [115002]
  2. European Unions Seventh Framework Programme
  3. Netherlands Organisation for Scientific Research (NWO, VIDI grant) [723.012.105]

向作者/读者索取更多资源

Recently an iterative method was proposed to enhance the accuracy and efficiency of ligand-protein binding affinity prediction through linear interaction energy (LIE) theory. For ligand binding to flexible Cytochrome P450s (CYPs), this method was shown to decrease the root-mean-square error and standard deviation of error prediction by combining interaction energies of simulations starting from different conformations. Thereby, different parts of protein-ligand conformational space are sampled in parallel simulations. The iterative LIE framework relies on the assumption that separate simulations explore different local parts of phase space, and do not show transitions to other parts of configurational space that are already covered in parallel simulations. In this work, a method is proposed to (automatically) detect such transitions during the simulations that are performed to construct LIE models and to predict binding affinities. Using noise-canceling techniques and splines to fit time series of the raw data for the interaction energies, transitions during simulation between different parts of phase space are identified. Boolean selection criteria are then applied to determine which parts of the interaction energy trajectories are to be used as input for the LIE calculations. Here we show that this filtering approach benefits the predictive quality of our previous CYP 2D6-aryloxypropanolamine LIE model. In addition, an analysis is performed of the gain in computational efficiency that can be obtained from monitoring simulations using the proposed filtering method and by prematurely terminating simulations accordingly.

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