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High-Sensitivity Detection of Nanometer 1H-19F Distances for Protein Structure Determination by 1H-Detected Fast MAS NMR
被引:32
|作者:
Shcherbakov, Alexander A.
[1
]
Mandala, Venkata Shiva
[1
]
Hong, Mei
[1
]
机构:
[1] MIT, Dept Chem, 170 Albany St, Cambridge, MA 02139 USA
关键词:
SOLID-STATE NMR;
FULLY PROTONATED PROTEINS;
ECHO DOUBLE-RESONANCE;
ULTRAHIGH-RESOLUTION;
ASSIGNMENT;
BINDING;
SPECTROSCOPY;
BACKBONE;
CHANNEL;
D O I:
10.1021/acs.jpcb.9b03812
中图分类号:
O64 [物理化学(理论化学)、化学物理学];
学科分类号:
070304 ;
081704 ;
摘要:
Protein structure determination by solid-state NMR requires the measurement of many interatomic distances through dipole-dipole couplings. To obtain multiple long-range distance restraints rapidly and with high sensitivity, here we demonstrate a new H-1-detected fast magic-angle-spinning NMR technique that yields many long distances in a two-dimensional (2D)-resolved fashion. The distances are measured up to similar to 15 angstrom, with an accuracy of better than 10%, between H-1 and F-19, two nuclear spins that have the highest gyromagnetic ratios. Exogenous fluorines are sparsely introduced into the aromatic residues of the protein, which is perdeuterated and back-exchanged to give amide protons. This H-1-F-19 distance experiment, termed 2D heteronuclear single-quantum coherence rotational-echo double-resonance (HSQC-REDOR), is demonstrated on the singly fluorinated model protein, GB1. We extracted 33 distances between 5-F-19-Trp43 and backbone amide protons, using 2D spectral series that were measured in less than 3 days. Combining these H-1-F-19 distance restraints with C-13-F-19 distances and chemical shifts, we calculated a GB1 structure with a backbone root-mean-square deviation of 1.73 angstrom from the high-resolution structure. This 1H detected H-1-F-19 distance technique promises to provide a highly efficient tool for constraining the three-dimensional structures of proteins and protein-ligand complexes, with not only precise and fast measurements but also access to truly long-range distances.
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页码:4387 / 4391
页数:5
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