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使用简单二维J-分解序列从复杂氢核磁共振谱中提取标量耦合

Extracting Scalar Couplings From Complex H NMR Spectra Using a Simple 2D J-Resolved Sequence.

作者信息

Mudgil Manjeet, Kurur Narayanan D

机构信息

Department of Chemistry, Indian Institute of Technology Delhi, New Delhi, India.

出版信息

Magn Reson Chem. 2024 Dec;62(12):841-849. doi: 10.1002/mrc.5480. Epub 2024 Sep 18.

Abstract

Measurement of scalar couplings between protons is a very challenging task because of complex multiplet patterns and severe overlapping of these multiplets in congested 1D spectra. Numerous 2D J-resolved sequences now exist that utilize either the Zangger-Sterk or PSYCHE or z-filter elements along with selective refocusing and pure-shift schemes to generate high-resolution phase-sensitive spectra with simple doublets in dimension. Herein, we present a 2D J-resolved sequence that employs a simple element consisting of hard pulses and inter-pulse delays to generate phase-sensitive spectra. This simple element in combination with selective refocusing eliminates all the undesired components including the intense axial peaks, thus provides clean 2D J-resolved spectra with signals of only two targeted protons with simple doublets in dimension and full multiplets of target protons in dimension. This high selectivity thus obviates the need for extra filtering elements and pure-shift acquisition schemes that are integrated into existing sequences to facilitate coupling measurements in overcrowded signals. It is therefore anticipated that this sequence, with the ease of implementation and ability to extract coupling values from highly congested spectra, should turn out an important tool for structural and conformational analyses in chemical and biological studies.

摘要

由于多重峰模式复杂且在拥挤的一维谱中这些多重峰严重重叠,测量质子之间的标量耦合是一项极具挑战性的任务。现在有许多二维J分辨序列,它们利用赞格-斯特克(Zangger-Sterk)或PSYCHE或z滤波器元件,以及选择性重聚焦和纯移相方案,在F2维度上生成具有简单双峰的高分辨率相敏谱。在此,我们提出一种二维J分辨序列,它采用由硬脉冲和脉冲间延迟组成的简单元件来生成相敏谱。这个简单元件与选择性重聚焦相结合,消除了所有不需要的成分,包括强烈的轴向峰,从而提供了干净的二维J分辨谱,其在F2维度上只有两个目标质子的信号且为简单双峰,在F1维度上有目标质子的完整多重峰。这种高选择性因此无需额外的滤波元件和纯移相采集方案,而这些方案被集成到现有序列中以促进在过度拥挤信号中的耦合测量。因此可以预期,这个序列由于易于实施且能够从高度拥挤的谱中提取耦合值,将成为化学和生物学研究中结构和构象分析的重要工具。

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