Hu Haitao, Krishnamurthy Krish
Discovery Chemistry Research and Technologies, Lilly Research Laboratories, Eli Lilly and Company, Indianapolis, IN 46285, USA. hu
Magn Reson Chem. 2008 Jul;46(7):683-9. doi: 10.1002/mrc.2221.
We propose a family of doubly compensated multiplicity-edited heteronuclear single quantum coherence (HSQC) pulse sequences. The key difference between our proposed sequences and the compensation of refocusing inefficiency with synchronized inversion sweeps (CRISIS)-HSQC experiments they are based on is that the conventional rectangular 180 degrees pulses on the proton channel in the latter have been replaced by the computer-optimized broadband inversion pulses (BIPs) with superior inversion performance as well as much improved tolerance to B(1) field inhomogeneity. Moreover, all adiabatic carbon 180 degrees pulses during the INEPT and reverse-INEPT periods in the CRISIS-HSQC sequences have also been replaced with the much shorter BIPs, while the adiabatic sweeps during the heteronuclear spin echo for multiplicity editing are kept in place in order to maintain the advantage of the CRISIS feature of the original sequences, namely J-independent refocusing of the one-bond (1)H--(13)C coupling constants. These modifications have also been implemented to the preservation of equivalent pathways (PEP)-HSQC experiments. We demonstrate through a detailed comparison that replacing the proton 180 degrees pulses with the BIPs provide additional sensitivity gain that can be mainly attributed to the improved tolerance to B(1) field inhomogeneity of the BIPs. The proposed sequences can be easily adapted for (19)F--(13)C correlations.
我们提出了一族双补偿多重性编辑的异核单量子相干(HSQC)脉冲序列。我们提出的序列与它们所基于的同步反转扫描重聚焦效率补偿(CRISIS)-HSQC实验之间的关键区别在于,后者质子通道上的传统矩形180°脉冲已被计算机优化的宽带反转脉冲(BIP)所取代,该脉冲具有卓越的反转性能以及对B(1)场不均匀性的耐受性大幅提高。此外,CRISIS-HSQC序列中INEPT和反向INEPT期间的所有绝热碳180°脉冲也都被更短的BIP所取代,而异核自旋回波期间用于多重性编辑的绝热扫描则保持不变,以维持原始序列的CRISIS特性优势,即一键(1)H-(13)C耦合常数的J无关重聚焦。这些修改也已应用于等效路径保留(PEP)-HSQC实验。我们通过详细比较证明,用BIP取代质子180°脉冲可提供额外的灵敏度增益,这主要归因于BIP对B(1)场不均匀性的耐受性提高。所提出的序列可以很容易地适用于(19)F-(13)C相关性研究。