4.3 Article

What are the methodological and theoretical prospects for paramagnetic NMR in structural biology? A glimpse into the crystal ball

Journal

JOURNAL OF MAGNETIC RESONANCE
Volume 306, Issue -, Pages 173-179

Publisher

ACADEMIC PRESS INC ELSEVIER SCIENCE
DOI: 10.1016/j.jmr.2019.07.027

Keywords

Integrated structural biology; Pseudocontact shift; REFMAC-NMR; Magnetic susceptibility anisotropy; pNMR

Funding

  1. Fondazione Cassa di Risparmio di Firenze, MIUR [PRIN 2012SK7ASN]
  2. Ministero della Salute [GR-2016-02361586]
  3. European Commission contract iNEXT [653706]
  4. Instruct-ERIC Core Centre CERM, Italy

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NMR spectroscopy is very sensitive to the presence of unpaired electrons, which perturb the NMR chemical shifts, J splittings and nuclear relaxation rates. These paramagnetic effects have attracted increasing attention over the last decades, and their use is expected to increase further in the future because they can provide structural information not easily achievable with other techniques. In fact, paramagnetic data provide long range structural restraints that can be used to assess the accuracy of crystal structures in solution and to improve them by simultaneous refinements with the X-ray data. They are also precious for obtaining information on the conformational variability of biomolecular systems, possibly in conjunction with SAXS and/or DEER data. We foresee that new tools will be developed in the next years for the simultaneous analysis of the paramagnetic data with data obtained from different techniques, in order to take advantage synergistically of the information content of all of them. Of course, the use of the paramagnetic data for structural purposes requires the knowledge of the relationship between these data and the molecular coordinates. Recently, the equations commonly used, dating back to half a century ago, have been questioned by first principle quantum chemistry calculations. Our prediction is that further theoretical/computational improvements will essentially confirm the validity of the old semi-empirical equations for the analysis of the experimental paramagnetic data. (C) 2019 Elsevier Inc. All rights reserved.

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