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在HSQC实验的采集维度中针对所有多重性进行最佳自旋态选择。

Optimum spin-state selection for all multiplicities in the acquisition dimension of the HSQC experiment.

作者信息

Nolis Pau, Espinosa Juan Félix, Parella Teodor

机构信息

Servei de Ressonància Magnètica Nuclear, Universitat Autònoma de Barcelona, E-08193 Bellaterra, Barcelona, Spain.

出版信息

J Magn Reson. 2006 May;180(1):39-50. doi: 10.1016/j.jmr.2006.01.003. Epub 2006 Jan 30.

Abstract

Most conventional heteronuclear spin-state-selective (S(3)) NMR experiments only work for a specific multiplicity, typically IS spin systems. Here, we introduce a general and efficient IPAP strategy to achieve S(3) editing simultaneously for all multiplicities in the acquisition dimension of the HSQC experiment. Complementary in-phase (HSQC-IP) and anti-phase (HSQC-AP) data are separately recorded with a simple phase exchange of two 90 degrees proton pulses involved in the mixing process of the F2-coupled sensitivity-improved HSQC pulse sequence. Additive and subtractive linear combination of these IP/AP data generates simplified F2-alpha/beta-spin-edited HSQC subspectra for all IS, I(2)S, and I(3)S spin systems and combines enhanced and optimized sensitivity with excellent tolerance to unwanted cross-talk contributions over a considerable range of coupling constants. Practical aspects such as pulse phase settings, transfer efficiency dependence, inter-pulse delay optimization, and percentage of cross-talk are theoretically analyzed and discussed as a function of each I(n)S multiplicity. Particular emphasis on the features associated to spin-editing in diastereotopic I(2)S spin systems and application to the measurement of long-range proton-carbon coupling constants are also provided.

摘要

大多数传统的异核自旋态选择(S(3))核磁共振实验仅适用于特定的多重性,通常是IS自旋系统。在此,我们引入一种通用且高效的IPAP策略,以在HSQC实验的采集维度中同时对所有多重性实现S(3)编辑。通过对F2耦合灵敏度提高的HSQC脉冲序列混合过程中涉及的两个90度质子脉冲进行简单的相位交换,分别记录互补的同相(HSQC-IP)和反相(HSQC-AP)数据。这些IP/AP数据的加性和减性线性组合为所有IS、I(2)S和I(3)S自旋系统生成简化的F2-α/β自旋编辑HSQC子谱,并在相当大的耦合常数范围内将增强和优化的灵敏度与对不需要的串扰贡献的出色耐受性相结合。作为每个I(n)S多重性的函数,从理论上分析和讨论了诸如脉冲相位设置、转移效率依赖性、脉冲间延迟优化和串扰百分比等实际问题。还特别强调了与非对映体I(2)S自旋系统中的自旋编辑相关的特征以及在远程质子-碳耦合常数测量中的应用。

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