Meredith Reagan J, Carmichael Ian, Woods Robert J, Serianni Anthony S
Texas Biomedical Research Institute, San Antonio, Texas 78227, United States.
Complex Carbohydrate Research Center, University of Georgia, Athens, Georgia 30602, United States.
Acc Chem Res. 2023 Sep 5;56(17):2313-2328. doi: 10.1021/acs.accounts.3c00286. Epub 2023 Aug 11.
ConspectusMonosaccharides adopt multiple conformations in solution, and this structural complexity increases significantly when they are assembled into oligosaccharides and polysaccharides. Characterization of the conformational properties of saccharides in solution by NMR spectroscopy has been hampered by several complicating factors, including difficulty interpreting spectra because of significant signal overlap, population averaging of NMR parameters, and unique properties of the spectra that make accurate measurements of NMR parameters prone to error (e.g., non-first-order effects on -couplings). Current conformational assignments rely heavily on theoretical calculations, especially molecular dynamics (MD) simulations, to interpret the experimental NMR parameters. While these studies assert that the available experimental data fit the calculated models well, a lack of independent experimental validation of the force fields from which MD models are derived and an inability to test all possible models that might be compatible with the experimental data in an unbiased manner make the approach less than ideal.NMR spin couplings or -couplings have been used as structure constraints in organic and other types of molecules for more than six decades. The dihedral angle dependence of vicinal (three-bond) H-H spin couplings () first described by Karplus led to an explosion of applications for a wide range of conformational problems. Other vicinal -couplings (e.g., , , and ) have been found to exhibit similar dihedral angle dependencies. values have been used to assign the preferred conformation in molecules that are conformationally homogeneous. However, many molecules, particularly those in biological systems, are conformationally flexible, which complicates structural interpretations of values in solution. Three-state staggered models are often assumed in order to deconvolute the conformationally averaged values into conformer populations. While widely applied, this approach assumes highly idealized models of molecular torsion angles that are likely to be poor representations of those found in solution. In addition, this treatment often gives negative populations and neglects the presence of librational averaging of molecular torsion angles.Recent work in this research group has focused on the development of a hybrid experimental-computational method, analysis, that provides probability distributions of molecular torsion angles in solution that can be superimposed on those obtained by MD. Ensembles of redundant NMR spin couplings, including (vicinal), (geminal), and sometimes (direct) values, are used in conjunction with circular statistics to provide single- and multistate models of these angles. analysis provides accurate mean torsion angles and circular standard deviations (CSDs) of each mean angle that describe the librational motion about the angle. Both conformational equilibria and dynamics are revealed by the method. In this Account, the salient features of analysis are discussed, including some applications to conformational problems involving saccharides and peptides.
概述
单糖在溶液中会呈现多种构象,当它们组装成寡糖和多糖时,这种结构复杂性会显著增加。通过核磁共振光谱(NMR)表征溶液中糖类的构象性质受到了几个复杂因素的阻碍,包括由于信号严重重叠导致难以解释光谱、NMR参数的总体平均以及光谱的独特性质使得准确测量NMR参数容易出错(例如,对耦合的非一级效应)。目前的构象归属严重依赖于理论计算,特别是分子动力学(MD)模拟,以解释实验NMR参数。虽然这些研究声称现有的实验数据与计算模型拟合良好,但缺乏对MD模型所源自的力场的独立实验验证,并且无法以无偏的方式测试所有可能与实验数据兼容的模型,使得这种方法并不理想。
NMR自旋耦合或耦合已经在有机分子和其他类型的分子中用作结构约束超过六十年了。Karplus首次描述的邻位(三键)H-H自旋耦合()的二面角依赖性引发了其在广泛的构象问题中的应用热潮。已发现其他邻位耦合(例如,、和)表现出类似的二面角依赖性。值已被用于确定构象均一的分子中的优选构象。然而许多分子,特别是生物系统中的分子,构象是灵活的,这使得溶液中值的结构解释变得复杂。为了将构象平均的值解卷积为构象异构体群体,通常假设三态交错模型。虽然广泛应用,但这种方法假设了高度理想化的分子扭转角模型,这些模型可能与溶液中实际存在的模型相差甚远。此外,这种处理方法常常给出负群体,并且忽略了分子扭转角的振动平均的存在。
该研究小组最近的工作集中在开发一种混合实验 - 计算方法,即分析,它提供了溶液中分子扭转角的概率分布,该分布可以叠加在通过MD获得的分布上。冗余NMR自旋耦合的集合,包括(邻位)、(偕位),有时还有(直接)值,与圆统计结合使用,以提供这些角度的单态和多态模型。分析提供了准确的平均扭转角和每个平均角的圆标准偏差(CSD),这些描述了围绕该角度的振动运动。该方法揭示了构象平衡和动力学。在本报告中,讨论了分析的显著特征,包括其在涉及糖类和肽的构象问题中的一些应用。