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核磁共振波谱定量分析中贝叶斯模型的实验验证

An experimental validation of a Bayesian model for quantification in NMR spectroscopy.

作者信息

Matviychuk Yevgen, von Harbou Erik, Holland Daniel J

机构信息

University of Canterbury, Private Bag 4800, Cristchurch 8140, New Zealand.

Technische Universität Kaiserslautern, Erwin-Schrödinger-Straße 44, 67663 Kaiserslautern, Germany.

出版信息

J Magn Reson. 2017 Dec;285:86-100. doi: 10.1016/j.jmr.2017.10.009. Epub 2017 Oct 23.

Abstract

The traditional peak integration method for quantitative analysis in nuclear magnetic resonance (NMR) spectroscopy is inherently limited by its ability to resolve overlapping peaks and is susceptible to noise. The alternative model-based approaches not only extend quantification capabilities to these challenging examples but also provide a means for automation of the entire process of NMR data analysis. In this paper, we present a general model for an NMR signal that, in a principled way, takes into account the effects of chemical shifts, relaxation, lineshape imperfections, phasing, and baseline distortions. We test the model using both simulations and experiments, concentrating on simple spectra with well-resolved peaks where we expect conventional analysis to be effective. Our results of quantifying mixture compositions compare favorably with the established methods. At high SNR (>40dB), all approaches usually achieve for these test systems an absolute accuracy of at least 0.01mol/mol for the concentrations of all species. Our model-based approach is successful even for SNR<20dB; it achieves 0.05-0.1mol/mol accuracy in cases where precise phasing is practically impossible due to high levels of noise in the data.

摘要

核磁共振(NMR)光谱定量分析中的传统峰积分方法本质上受到其分辨重叠峰能力的限制,并且容易受到噪声影响。基于模型的替代方法不仅将定量分析能力扩展到这些具有挑战性的示例,还为NMR数据分析的整个过程提供了自动化手段。在本文中,我们提出了一种用于NMR信号的通用模型,该模型以有原则的方式考虑了化学位移、弛豫、线形缺陷、相位校正和基线失真的影响。我们使用模拟和实验对该模型进行测试,重点关注具有良好分辨峰的简单光谱,我们期望传统分析在这些光谱上是有效的。我们对混合物成分进行定量分析的结果与既定方法相比具有优势。在高信噪比(>40dB)时,对于这些测试系统,所有方法通常对所有物种浓度的绝对准确度至少达到0.01mol/mol。即使在信噪比<20dB时,我们基于模型的方法也很成功;在由于数据中噪声水平高而几乎不可能进行精确相位校正的情况下,它能达到0.05 - 0.1mol/mol的准确度。

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