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The Oxford 750MHz NMR Spectrometer

The Oxford 750MHz NMR Spectrometer

Prof Jonathan Jones

Professor of Physics

Research theme

  • Quantum information and computation

Sub department

  • Atomic and Laser Physics

Research groups

  • NMR quantum computing
jonathan.jones@physics.ox.ac.uk
  • About
  • Publications

The Circularization of Amyloid Fibrils Formed by Apolipoprotein C-II

Biophysical Journal 85:6 (2003) 3979-3990

Authors:

DM Hatters, CA MacRaild, R Daniels, WS Gosal, NH Thomson, JA Jones, JJ Davis, CE MacPhee, CM Dobson, GJ Howlett

Abstract:

Amyloid fibrils have historically been characterized by diagnostic dye-binding assays, their fibrillar morphology, and a "cross-β" x-ray diffraction pattern. Whereas the latter demonstrates that amyloid fibrils have a common β-sheet core structure, they display a substantial degree of morphological variation. One striking example is the remarkable ability of human apolipoprotein C-II amyloid fibrils to circularize and form closed rings. Here we explore in detail the structure of apoC-II amyloid fibrils using electron microscopy, atomic force microscopy, and x-ray diffraction studies. Our results suggest a model for apoC-II fibrils as ribbons ∼2.1-nm thick and 13-nm wide with a helical repeat distance of 53 nm ± 12 nm. We propose that the ribbons are highly flexible with a persistence length of 36 nm. We use these observed biophysical properties to model the apoC-II amyloid fibrils either as wormlike chains or using a random-walk approach, and confirm that the probability of ring formation is critically dependent on the fibril flexibility. More generally, the ability of apoC-II fibrils to form rings also highlights the degree to which the common cross-β superstructure can, as a function of the protein constituent, give rise to great variation in the physical properties of amyloid fibrils.

Putting it into practice

Nature Springer Nature 421:6918 (2003) 28-29

Robust Ising gates for practical quantum computation - art. no. 012317

PHYSICAL REVIEW A 67:1 (2003) ARTN 012317

Suppressing weak Ising couplings: tailored gates for quantum computation

PHYSICS LETTERS A 316:1-2 (2003) 24-28

Robust Ising Gates for Practical Quantum Computation

(2002)

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