Literature DB >> 21600820

Spin relaxation and linear-in-electric-field frequency shift in an arbitrary, time-independent magnetic field.

Steven M Clayton1.   

Abstract

A method is presented to calculate the spin relaxation times T(1), T(2) due to a non-uniform magnetic field, and the linear-in-electric-field precession frequency shift δω(E) when an electric field is present, in the diffusion approximation for spins confined to a rectangular cell. It is found that the rectangular cell geometry admits of a general result for T(1), T(2), and δω(E) in terms of the spatial cosine-transform components of the magnetic field. The result is applied to the case of a permanently-magnetized dipole impurity near the cell.
Copyright © 2011 Elsevier Inc. All rights reserved.

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Year:  2011        PMID： 21600820     DOI： 10.1016/j.jmr.2011.04.008

Source DB:  PubMed          Journal:  J Magn Reson        ISSN： 1090-7807            Impact factor:   2.229


  1 in total

1.  The design of the n2EDM experiment: nEDM Collaboration.

Authors:  N J Ayres; G Ban; L Bienstman; G Bison; K Bodek; V Bondar; T Bouillaud; E Chanel; J Chen; P-J Chiu; B Clément; C B Crawford; M Daum; B Dechenaux; C B Doorenbos; S Emmenegger; L Ferraris-Bouchez; M Fertl; A Fratangelo; P Flaux; D Goupillière; W C Griffith; Z D Grujic; P G Harris; K Kirch; P A Koss; J Krempel; B Lauss; T Lefort; Y Lemière; A Leredde; M Meier; J Menu; D A Mullins; O Naviliat-Cuncic; D Pais; F M Piegsa; G Pignol; G Quéméner; M Rawlik; D Rebreyend; I Rienäcker; D Ries; S Roccia; K U Ross; D Rozpedzik; W Saenz; P Schmidt-Wellenburg; A Schnabel; N Severijns; B Shen; T Stapf; K Svirina; R Tavakoli Dinani; S Touati; J Thorne; R Virot; J Voigt; E Wursten; N Yazdandoost; J Zejma; G Zsigmond
Journal:  Eur Phys J C Part Fields       Date:  2021-06-12       Impact factor: 4.590
  1 in total

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