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果蝇黑腹果蝇vnd/NK-2同源结构域的斯莫卢霍夫斯基动力学:一阶模式耦合近似

Smoluchowski dynamics of the vnd/NK-2 homeodomain from Drosophila melanogaster: first-order mode-coupling approximation.

作者信息

La Penna G, Mormino M, Pioli F, Perico A, Fioravanti R, Gruschus J M, Ferretti J A

机构信息

Istituto di Studi Chimico-Fisici di Macromolecole Sintetiche e Naturali, CNR, Genova, Italy.

出版信息

Biopolymers. 1999 Mar;49(3):235-54. doi: 10.1002/(SICI)1097-0282(199903)49:3<235::AID-BIP5>3.0.CO;2-7.

Abstract

This work is the first in a series devoted to applying mode coupling diffusion theory to the derivation of local dynamics properties of proteins in solution. The first-order mode-coupling approximation, or optimized Rouse-Zimm local dynamics (ORZLD), is applied here to derive the rotational dynamics of the bonds and compare the calculated with the experimental nmr 15N spin-lattice relaxation time behavior of the vnd/NK-2 homeodomain from Drosophila melanogaster. The starting point for the calculations is the experimental three-dimensional structure of the homeodomain determined by multidimensional nmr spectroscopy. The results of the computations are compared with experimentally measured 15N spin-lattice relaxation times T1, at 34.5 and 60.8 MHz, to check the first-order approximation. To estimate the relative importance of internal and overall rotation, both rigid and fluctuating dynamic models are examined, with fluctuations evaluated using molecular dynamics (MD) simulations. The correlation times for the fundamental bond vector time correlation function and for the second-order bond orientational TCF are obtained as a function of the residue number for vnd/NK-2. The stability of the corresponding local dynamics pattern for the fluctuating structure as a function of the length of the MD trajectory is presented. Diffusive dynamics, which is essentially free of model parameters even at first order in the mode-coupling diffusion approach, confirm that local dynamics of proteins can be described in terms of rotational diffusion of a fluctuating quasi-rigid structure. The comparison with the nmr data shows that the first-order mode coupling diffusion approximation accounts for the correct order of magnitude of the results and of important qualitative aspects of the data sensitive to conformational changes. Indications are obtained from this study to efficiently extend the theory to higher order in the mode-coupling expansion. These results demonstrate the promise of the mode-coupling approach, where the local dynamics of proteins is described in terms of rotational diffusion of a fluctuating quasi-rigid structure, to analyze nmr spin-lattice relaxation behavior.

摘要

这项工作是将模式耦合扩散理论应用于推导溶液中蛋白质局部动力学性质系列研究的第一篇。本文应用一阶模式耦合近似,即优化的Rouse-Zimm局部动力学(ORZLD),来推导键的旋转动力学,并将计算结果与果蝇vnd/NK-2同源结构域的实验核磁共振15N自旋晶格弛豫时间行为进行比较。计算的起点是通过多维核磁共振光谱确定的同源结构域的实验三维结构。将计算结果与在34.5和60.8 MHz下实验测量的15N自旋晶格弛豫时间T1进行比较,以检验一阶近似。为了估计内部旋转和整体旋转的相对重要性,研究了刚性和波动动力学模型,并使用分子动力学(MD)模拟评估波动。获得了vnd/NK-2基本键矢量时间相关函数和二阶键取向TCF的相关时间作为残基数的函数。给出了波动结构相应局部动力学模式随MD轨迹长度的稳定性。即使在模式耦合扩散方法的一阶近似中基本没有模型参数的扩散动力学,也证实了蛋白质的局部动力学可以用波动准刚性结构的旋转扩散来描述。与核磁共振数据的比较表明,一阶模式耦合扩散近似能够解释结果的正确量级以及对构象变化敏感的数据的重要定性方面。本研究获得了将该理论有效地扩展到模式耦合展开的高阶近似的线索。这些结果证明了模式耦合方法在分析核磁共振自旋晶格弛豫行为方面的前景,该方法将蛋白质的局部动力学描述为波动准刚性结构的旋转扩散。

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