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Gradient‐enhanced TROSY described with Cartesian product operators

机译:与笛卡尔积运算符描述的梯度增强TROsY

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摘要

TROSY, Transverse Relaxation Optimized Spectroscopy, was developed more than a decade ago. Since that time, the 15 N‐ 1 H HSQC‐TROSY experiment has become the standard “fingerprint” correlation spectrum for proteins of high molecular weight. In addition, its implementation in protein triple resonance experiments has pushed the boundaries of NMR assignment up to about 100 kDa, making NMR a highly relevant technique in structural biology. TROSY exploits the dipole‐CSA cross‐correlated relaxation properties of the NH system and selects for the narrowest of the HSQC J‐correlation quartet in both dimensions. The original publications and reviews of TROSY use shift operators and/or single transition product operators to describe the TROSY coherence pathways selections. In this review, we offer a familiar Cartesian product operator approach to comprehensively describe all of the events in the modern TROSY pulse sequence such as multiplet selection, gradient coherence selection, gradient quadrature, and sensitivity enhancement. © 2011 Wiley Periodicals, Inc. Concepts Magn Reson Part A 38: 280–288, 2011.
机译:TROSY(横向弛豫优化光谱)于十多年前开发。从那时起,15 N-1 H HSQC-TROSY实验已成为高分子量蛋白质的标准“指纹”相关光谱。此外,其在蛋白质三重共振实验中的实现将NMR的范围推至约100 kDa,这使NMR成为结构生物学中高度相关的技术。 TROSY利用了NH系统的偶极CSA互相关弛豫特性,并选择了这两个维度中最窄的HSQC J相关四重奏。 TROSY的原始出版物和评论使用移位运算符和/或单个转换乘积运算符来描述TROSY相干路径的选择。在本文中,我们提供了一种熟悉的笛卡尔乘积算子方法,可以全面描述现代TROSY脉冲序列中的所有事件,例如多重峰选择,梯度相干选择,梯度正交和灵敏度增强。 ©2011 Wiley Periodicals,Inc.概念Magn Reson A部分38:280–288,2011年。

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