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Mapping the Network of Pathways of CO Diffusion in Myoglobin

机译:映射肌红蛋白中CO扩散的通路网络

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Abstract: The pathways of diffusion of a CO molecule inside a myoglobin protein and toward the solventnare investigated. Specifically, the three-dimensional potential of mean force (PMF or free energy) of thenCO molecule position inside the protein is calculated by using the single-sweep method in concert withnfully resolved atomistic simulations in explicit solvent. The results are interpreted under the assumptionnthat the diffusion of the ligand can be modeled as a navigation on the PMF in which the ligand hops betweennthe PMF local minima following the minimum free energy paths (MFEPs) with rates set by the free energynbarriers that need to be crossed. Here, all the local minima of the PMF, the MFEPs, and the barriers alongnthem are calculated. The positions of the local minima are in good agreement with all the known bindingncavities inside the protein, which indicates that these cavities may indeed serve as dynamical traps insidenthe protein and thereby influence the binding process. In addition, the MFEPs connecting the local PMFnminima show a complicated network of possible pathways of exit of the dissociated CO starting from thenprimary docking site, in which the histidine gate is the closest exit from the binding site for the ligand butnit is not the only possible one.latter is more sensitive than the former.
机译:摘要:研究了肌红蛋白蛋白内部CO分子向溶剂分子的扩散途径。具体而言,通过使用单扫描方法以及在明确的溶剂中无可分辨的原子模拟,可以计算出蛋白质内部CO分子位置的平均力(PMF或自由能)的三维势。结果的假设是:配体的扩散可建模为PMF上的导航,其中配体在遵循最小自由能路径(MFEP)的PMF局部最小值之间跳跃,其速率由自由能垒设置越过。在此,计算了PMF,MFEP和障碍沿线的所有局部最小值。局部极小值的位置与蛋白质内部所有已知的结合凹腔非常吻合,这表明这些凹腔确实可以充当蛋白质内部的动态陷阱,从而影响结合过程。此外,连接本地PMFnminima的MFEPs显示了一个复杂的网络,可能是从那时的主要停靠位点开始,解离的CO的出口可能的路径,其中组氨酸门是离配体的结合位点最近的出口,但不是唯一的可能。一个比前一个更敏感。

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  • 来源
    《Journal of the American Chemical Society》 |2010年第3期|p.1010-1017|共8页
  • 作者单位

    Department of Biochemistry and Molecular Biology, Uni ersity of Chicago, Chicago,Illinois 60637, Department of Physical and Astronomical Sciences and CNISM, Uni ersity ofPalermo, Palermo, Italy, Physics Department and CNISM Unit of Rome 1, Uni ersity of Rome“La Sapienza”, Rome, Italy, and Courant Institute of Mathematical Sciences, New YorkUni ersity, New York, New York 10012;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);美国《化学文摘》(CA);
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  • 正文语种 eng
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