Measuring and modeling anisotropy in the NMR of solids

IF 1.4 3区 化学 Q3 CHEMISTRY, MULTIDISCIPLINARY Magnetic Resonance in Chemistry Pub Date : 2024-02-11 DOI:10.1002/mrc.5435
James K. Harper, Joshua D. Hartman
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Abstract

Since the earliest days of nuclear magnetic resonance (NMR) in solids, it has been known that the measurable quantities are inherently anisotropic. This anisotropy means that the measured values depend on the orientation of the individual crystallites in the magnetic field. Perhaps the best-known example is the chemical shift, where measurements in single crystals exhibit strong changes in the shift as the crystal is physically reoriented. This chemical shift anisotropy (CSA) is obscured in most solution studies because rapid reorientation occurs. One of the main advantages of anisotropic measurements is that multiple values can be measured for a single atomic position. In the case of CSA, three shifts per nucleus are typically reported. Likewise, measurements of the electric field gradient (EFG) tensor commonly provide two values per site. For structural studies, the availability of more than one data value for each atomic position greatly enhances the feasibility of accurately characterizing a structure.

In recent years, studies on anisotropy have moved beyond the development of new measurement methodology into detailed structural studies. These analyses typically combine experimental data with computational methods and one of the major conclusions from this work is that the CSA and EFG tensors are extraordinarily sensitive to structure. Indeed, it is now well established that in order to achieve acceptable agreement between experimental and computed values, some refinement of atom positions derived from diffraction studies is necessary. Interestingly, this refinement has been found to be necessary at both hydrogen and nonhydrogen positions.

This special issue focuses on anisotropic studies involving the CSA and EFG tensors. Considerable progress has occurred in the past two decades in terms of measuring, modeling, and employing anisotropy in structural studies. Hereinafter, the work presented is equally divided between those measuring and modeling the CSA and studies involving the EFG tensor. These manuscripts provide an illustration of the wide range of studies now underway and involve a diverse range of nuclides including 13C, 14N, 15N, 35Cl, and 51V in diamagnetic and paramagnetic solids. The overall aim of this issue is to emphasize that experimental developments have made the measurement of anisotropy in NMR more accessible and that modern modeling methods provide a general and widely available tool set for relating these measurements to structure.

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测量和模拟固体核磁共振的各向异性。
从固体核磁共振(NMR)的早期开始,人们就知道可测量的量具有固有的各向异性。这种各向异性意味着测量值取决于单个晶体在磁场中的取向。也许最著名的例子是化学位移,单晶的测量显示,随着晶体的物理重新定向,位移发生了强烈的变化。这种化学位移各向异性(CSA)在大多数溶液研究中是模糊的,因为会发生快速的重定向。各向异性测量的主要优点之一是可以对单个原子位置测量多个值。在CSA的情况下,每个核通常报告三次移位。同样,电场梯度(EFG)张量的测量通常为每个位点提供两个值。对于结构研究,每个原子位置的多个数据值的可用性大大提高了准确表征结构的可行性。近年来,对各向异性的研究已经从开发新的测量方法发展到详细的结构研究。这些分析通常将实验数据与计算方法相结合,从这项工作中得出的一个主要结论是,CSA和EFG张量对结构非常敏感。事实上,现在已经确定,为了在实验值和计算值之间达到可接受的一致性,有必要对衍射研究得出的原子位置进行一些改进。有趣的是,这种细化在氢和非氢位置都是必要的。本期特刊着重于涉及CSA和EFG张量的各向异性研究。在过去的二十年中,在测量、建模和利用各向异性进行结构研究方面取得了相当大的进展。在下文中,所提出的工作在CSA的测量和建模以及涉及EFG张量的研究之间平分。这些手稿提供了目前正在进行的广泛研究的例证,并涉及不同范围的核素,包括抗磁性和顺磁性固体中的13C, 14N, 15N, 35Cl和51V。这个问题的总体目的是强调实验的发展使得核磁共振各向异性的测量更容易获得,现代建模方法提供了一个通用的和广泛可用的工具集,将这些测量与结构联系起来。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
4.70
自引率
10.00%
发文量
99
审稿时长
1 months
期刊介绍: MRC is devoted to the rapid publication of papers which are concerned with the development of magnetic resonance techniques, or in which the application of such techniques plays a pivotal part. Contributions from scientists working in all areas of NMR, ESR and NQR are invited, and papers describing applications in all branches of chemistry, structural biology and materials chemistry are published. The journal is of particular interest not only to scientists working in academic research, but also those working in commercial organisations who need to keep up-to-date with the latest practical applications of magnetic resonance techniques.
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