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Nuclear spin relaxation in ligands outside of the first coordination sphere in a gadolinium (III) complex: Effects of intermolecular force

机译:complex(III)配合物中第一个配位域外配体的核自旋弛豫:分子间力的影响

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This article describes paramagnetic relaxation enhancement (PRE) is systems with high electron spin, S where there is molecular interaction between a paramagnetic ion and a ligand outside of the first coordination sphere. The new feature of our treatment is an improved handling of the electron-spin relaxation, making use of the Redfield theory. Following a common approach, a well-defined second coordination sphere is assumed, and the PRE contribution from these more distant and shorter-lived ligands is treated in a way similar to that used for the first coordination sphere. This model is called "ordered second sphere," OSS. In addition, we develop here a formalism similar to that of Hwang and Freed [J.Chem. Phys. 63, 4017 (1975)], but accounting for the electron-spin relaxation effects. We denote this formalism "diffuse second sphere," DSS. The description of the dynamics of the intermolecular dipole-dipole interaction is based on the Smoluchowski equation, with a potential of mean force related to the radial distribu5tion function. We have used a finite-doifference method to calculate numerically a correlation function for translational motion, taking into account the intermolecular forces leading to an arbitrary radial distribution of the ligand protons. The OSS and DSS models, including the Redfield description of the electron-spin relaxation, were used to interpret the PRE in an aqueous solution of a slowly rotating gadolinium (III) complex (S = 7/2) bond to a protein.
机译:本文介绍顺磁性弛豫增强(PRE)是具有高电子自旋S的系统,其中顺磁性离子与第一配位球外部的配体之间存在分子相互作用。我们治疗的新功能是利用Redfield理论改进了对电子自旋弛豫的处理。按照一种通用方法,假定一个定义明确的第二配位域,并且以与第一配位域相似的方式处理这些距离较远且寿命较短的配体的PRE贡献。此模型称为“有序第二球体” OSS。此外,我们在这里开发出一种类似于Hwang和Freed [J.Chem。物理63,4017(1975)],但考虑了电子自旋弛豫效应。我们将这种形式主义称为“扩散第二领域” DSS。分子间偶极-偶极相互作用的动力学描述基于Smoluchowski方程,其平均力与径向分布函数有关。考虑到导致配体质子的任意径向分布的分子间力,我们已经使用了有限差分方法来数值计算平移运动的相关函数。 OSS和DSS模型,包括电子自旋弛豫的Redfield描述,用于解释在缓慢旋转的g(III)配合物(S = 7/2)与蛋白质结合的水溶液中的PRE。

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