Quantitative Predictions of Binding Free Energy Changes in Drug-Resistant Influenza Neuraminidase

被引:13
作者
Ripoll, Daniel R. [1 ]
Khavrutskii, Ilja V. [1 ]
Chaudhury, Sidhartha [1 ]
Liu, Jin [1 ]
Kuschner, Robert A. [2 ]
Wallqvist, Anders [1 ]
Reifman, Jaques [1 ]
机构
[1] USA, Dept Def Biotechnol, High Performance Comp Software Applicat Inst, Telemed & Adv Technol Res Ctr,Med Res & Mat Comma, Frederick, MD USA
[2] Walter Reed Army Inst Res, Emerging Infect Dis Res Unit, Silver Spring, MD USA
关键词
MOLECULAR-DYNAMICS; CRYSTAL-STRUCTURES; CONTINUUM SOLVENT; VIRUS; INHIBITORS; FLEXIBILITY; SENSITIVITY; MUTATIONS; STABILITY; MECHANISM;
D O I
10.1371/journal.pcbi.1002665
中图分类号
Q5 [生物化学];
学科分类号
071010 ; 081704 ;
摘要
Quantitatively predicting changes in drug sensitivity associated with residue mutations is a major challenge in structural biology. By expanding the limits of free energy calculations, we successfully identified mutations in influenza neuraminidase (NA) that confer drug resistance to two antiviral drugs, zanamivir and oseltamivir. We augmented molecular dynamics (MD) with Hamiltonian Replica Exchange and calculated binding free energy changes for H274Y, N294S, and Y252H mutants. Based on experimental data, our calculations achieved high accuracy and precision compared with results from established computational methods. Analysis of 15 mu s of aggregated MD trajectories provided insights into the molecular mechanisms underlying drug resistance that are at odds with current interpretations of the crystallographic data. Contrary to the notion that resistance is caused by mutant-induced changes in hydrophobicity of the binding pocket, our simulations showed that drug resistance mutations in NA led to subtle rearrangements in the protein structure and its dynamics that together alter the active-site electrostatic environment and modulate inhibitor binding. Importantly, different mutations confer resistance through different conformational changes, suggesting that a generalized mechanism for NA drug resistance is unlikely.
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页数:10
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