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Building-block approach for determining low-frequency normal modes of macromolecules.

机译:用于确定大分子低频正常模式的构建块方法。

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摘要

Normal mode analysis of proteins of various sizes, ranging from 46 (crambin) up to 858 residues (dimeric citrate synthase) were performed, by using standard approaches, as well as a recently proposed method that rests on the hypothesis that low-frequency normal modes of proteins can be described as pure rigid-body motions of blocks of consecutive amino-acid residues. Such a hypothesis is strongly supported by our results, because we show that the latter method, named RTB, yields very accurate approximations for the low-frequency normal modes of all proteins considered. Moreover, the quality of the normal modes thus obtained depends very little on the way the polypeptidic chain is split into blocks. Noteworthy, with six amino-acids per block, the normal modes are almost as accurate as with a single amino-acid per block. In this case, for a protein of n residues and N atoms, the RTB method requires the diagonalization of an n x n matrix, whereas standard procedures require the diagonalization of a 3N x 3N matrix. Being a fast method, our approach can be useful for normal mode analyses of large systems, paving the way for further developments and applications in contexts for which the normal modes are needed frequently, as for example during molecular dynamics calculations.
机译:使用标准方法以及最近提出的基于低频正常模式的假设的方法,对各种大小的蛋白质进行了正常模式分析,范围从46个(补体)到858个残基(柠檬酸二聚体合酶)蛋白质的残基可以描述为连续氨基酸残基的嵌段的纯刚体运动。我们的结果充分支持了这种假设,因为我们证明了后一种方法,即RTB,对于所考虑的所有蛋白质的低频正常模式都能产生非常准确的近似值。而且,由此获得的正常模式的质量几乎不依赖于多肽链分裂成嵌段的方式。值得注意的是,每个区块只有六个氨基酸,正常模式几乎与每个区块只有一个氨基酸一样准确。在这种情况下,对于n个残基和N个原子的蛋白质,RTB方法要求对角化一个n x n矩阵,而标准程序需要对角化一个3N x 3N矩阵。作为一种快速方法,我们的方法可用于大型系统的正常模式分析,为在频繁需要正常模式的情况下(例如在分子动力学计算期间)的进一步开发和应用铺平了道路。

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