4.5 Article

Accurate Determination of Interstrand Distances and Alignment in Amyloid Fibrils by Magic Angle Spinning NMR

期刊

JOURNAL OF PHYSICAL CHEMISTRY B
卷 114, 期 42, 页码 13555-13561

出版社

AMER CHEMICAL SOC
DOI: 10.1021/jp106675h

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资金

  1. National Institutes of Health [EB-003151, EB-002026]
  2. Leverhulme Trust
  3. Wellcome Trust
  4. EPSRC
  5. Royal Society
  6. Natural Sciences and Engineering Research Council for Canada
  7. BBSRC [BB/H003843/1, BB/C00759X/1, BB/C00759X/2] Funding Source: UKRI
  8. Biotechnology and Biological Sciences Research Council [BB/H003843/1, BB/C00759X/1, BB/C00759X/2] Funding Source: researchfish

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Amyloid fibrils are structurally ordered aggregates of proteins whose formation is associated with many neurodegenerative and other diseases. For that reason, their high-resolution structures are of considerable interest and have been studied using a wide range of techniques, notably electron microscopy, X-ray diffraction, and magic angle spinning (MAS) NMR. Because of the excellent resolution in the spectra, MAS NMR is uniquely capable of delivering site-specific, atomic resolution information about all levels of amyloid structure: (1) the monomer, which packs into several (2) protofilaments that in turn associate to form a (3) fibril. Building upon our high-resolution structure of the monomer of an amyloid-forming peptide from transthyretin (TTR105-115), we introduce single 1-C-13 labeled amino acids at seven different sites in the peptide and measure intermolecular carbonyl-carbonyl distances with an accuracy of similar to 0.11 A. Our results conclusively establish a parallel, in register, topology for the packing of this peptide into a beta-sheet and provide constraints essential for the determination of an atomic resolution structure of the fibril. Furthermore, the approach we employ, based on a combination of a double-quantum filtered variant of the DRAWS recoupling sequence and multispin numerical simulations in SPINEVOLUTION, is general and should be applicable to a wide range of systems.

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