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  Molecular dynamics force probe simulations of antibody/antigen unbinding: Entropic control and non-additivity of unbinding forces.

Heymann, B., & Grubmueller, H. (2001). Molecular dynamics force probe simulations of antibody/antigen unbinding: Entropic control and non-additivity of unbinding forces. Biophysical Journal, 81(3), 1295-1313.

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資料種別: 学術論文

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599961.pdf (出版社版), 3MB
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https://hdl.handle.net/11858/00-001M-0000-0014-61B9-C
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 作成者:
Heymann, B.1, 著者           
Grubmueller, H.1, 著者           
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1Research Group of Theoretical Molecular Biophysics, MPI for biophysical chemistry, Max Planck Society, ou_578630              

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 要旨: Unbinding of a spin-labeled dinitrophenyl (DNP) hapten from the monoclonal antibody AN02 Fab fragment has been studied by force probe molecular dynamics (FPMD) simulations. In our nanosecond simulations, unbinding was enforced by pulling the hapten molecule out of the binding pocket. Detailed inspection of the FPMD trajectories revealed a large heterogeneity of enforced unbinding pathways and a correspondingly large flexibility of the binding pocket region, which exhibited induced fit motions. Principal component analyses were used to estimate the resulting entropic contribution of ∼6 kcal/mol to the AN02/DNP-hapten bond. This large contribution may explain the surprisingly large effect on binding kinetics found for mutation sites that are not directly involved in binding. We propose that such “entropic control” optimizes the binding kinetics of antibodies. Additional FPMD simulations of two point mutants in the light chain, Y33F and I96K, provided further support for a large flexibility of the binding pocket. Unbinding forces were found to be unchanged for these two mutants. Structural analysis of the FPMD simulations suggests that, in contrast to free energies of unbinding, the effect of mutations on unbinding forces is generally nonadditive.

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言語: eng - English
 日付: 2001
 出版の状態: 出版
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 識別子(DOI, ISBNなど): eDoc: 226552
その他: 34840
 学位: -

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出版物 1

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出版物名: Biophysical Journal
種別: 学術雑誌
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ページ: - 巻号: 81 (3) 通巻号: - 開始・終了ページ: 1295 - 1313 識別子(ISBN, ISSN, DOIなど): -