Application of CRAFT in two-dimensional NMR data processing

被引:13
|
作者
Krishnamurthy, Krish [1 ]
Sefler, Andrea M. [2 ]
Russell, David J. [3 ]
机构
[1] Chempacker LLC, San Jose, CA 95135 USA
[2] Sci Consulting, Cary, NC USA
[3] Genentech Inc, Small Mol Analyt Chem & QC, San Francisco, CA USA
关键词
2D processing; Bayesian; time-domain analysis; CRAFT; apodization; linear prediction; 2D resolution; 2D linewidth; AMPLITUDE-FREQUENCY TABLE; BAYESIAN-ANALYSIS; LINEAR PREDICTION; PARAMETER-ESTIMATION; COMPLETE REDUCTION; SIGNAL-DETECTION; ADEQUATE;
D O I
10.1002/mrc.4449
中图分类号
O6 [化学];
学科分类号
0703 ;
摘要
Two-dimensional (2D) data are typically truncated in both dimensions, but invariably and severely so in the indirect dimension. These truncated FIDs and/or interferograms are extensively zero filled, and Fourier transformation of such zero-filled data is always preceded by a rapidly decaying apodization function. Hence, the frequency line width in the spectrum (at least parallel to the evolution dimension) is almost always dominated by the apodization function. Such apodization-driven line broadening in the indirect (t(1)) dimension leads to the lack of clear resolution of cross peaks in the 2D spectrum. Time-domain analysis (i.e. extraction of frequency, amplitudes, line width, and phase parameters directly from the FID, in this case via Bayesian modeling into a tabular format) of NMR data is another approach for spectral resonance characterization and quantification. The recently published complete reduction to amplitude frequency table (CRAFT) technique converts the raw FID data (i.e. time-domain data) into a table of frequencies, amplitudes, decay rate constants, and phases. CRAFT analyses of time-domain data require minimal or no apodization prior to extraction of the four parameters. We used the CRAFT processing approach for the decimation of the interferograms and compared the results from a variety of 2D spectra against conventional processing with and without linear prediction. The results show that use of the CRAFT technique to decimate the t(1) interferograms yields much narrower spectral line width of the resonances, circumventing the loss of resolution due to apodization. Copyright (C) 2016 John Wiley & Sons, Ltd.
引用
收藏
页码:224 / 232
页数:9
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