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用密度泛函理论在全 Ramachandran 空间计算的二面角函数的三肽的 J 耦合常数。

J-coupling constants for a trialanine peptide as a function of dihedral angles calculated by density functional theory over the full Ramachandran space.

机构信息

Institute of Computational Chemistry and Department of Chemistry, University of Girona, 17071 Girona, Catalonia, Spain.

出版信息

Phys Chem Chem Phys. 2011 Oct 21;13(39):17484-93. doi: 10.1039/c1cp20520j. Epub 2011 Sep 6.

Abstract

We present 13 (3)J, seven (2)J and four (1)J coupling constants (24 in all) calculated using B3LYP/D95** as a function of the φ and ψ Ramachandran dihedral angles of the acetyl(Ala)(3)NH(2) capped trialanine peptide over the entire Ramachandran space. With the exception of three of these J couplings, all show significant dependence upon both dihedral angles. For each J coupling considered, a two dimensional grid with respect to φ and ψ angles can be used to interpolate the values for any pair of φ and ψ values. Such simple interpolation is shown to be very accurate. Most of these calculated J couplings should prove useful for improving the accuracy of the determination of peptide and protein structures from NMR measurements in solution over that provided by the common procedure of treating the J couplings as functions of a single dihedral angle by means of Karplus-type fittings.

摘要

我们呈现了 13(3)J、7(2)J 和 4(1)J 耦合常数(共计 24 个),这些常数是使用 B3LYP/D95**作为乙酰基(Ala)(3)NH2 封端的丙氨酸三肽的φ和ψ拉马钱德兰二面角的函数,在整个拉马钱德兰空间中计算得到的。除了其中三个 J 耦合常数外,所有这些耦合常数都显著依赖于两个二面角。对于考虑的每个 J 耦合常数,可以使用关于φ和ψ角的二维网格来内插任何一对φ和ψ值的数值。这种简单的内插非常准确。这些计算得到的大多数 J 耦合常数应该有助于提高通过 NMR 测量确定溶液中肽和蛋白质结构的准确性,这种方法优于通过 Karplus 型拟合将 J 耦合常数作为单个二面角函数的常见方法提供的准确性。

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