1949
DOI: 10.1016/0031-8914(49)90114-7
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On the interaction of nuclear spins in a crystalline lattice

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Cited by 971 publications
(565 citation statements)
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References 18 publications
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“…We explain this suppression of spin-bath dynamics as a result of random, relative detuning of electronic spin energy levels due to interactions between proximal electronic (N) and nuclear ( 13 C) spin impurities (similar to processes identified by Bloembergen 33 and Portis 34 for other solid-state spin systems). The ensemble average effect of such random electronic-nuclear spin interactions is to induce an inhomogeneous broadening ∆E of the resonant electronic spin transitions in the bath, which reduces the electronic spin flip-flop rate R (~1/τ c ) given by 35,36 …”
Section: Discussionsupporting
confidence: 52%
“…We explain this suppression of spin-bath dynamics as a result of random, relative detuning of electronic spin energy levels due to interactions between proximal electronic (N) and nuclear ( 13 C) spin impurities (similar to processes identified by Bloembergen 33 and Portis 34 for other solid-state spin systems). The ensemble average effect of such random electronic-nuclear spin interactions is to induce an inhomogeneous broadening ∆E of the resonant electronic spin transitions in the bath, which reduces the electronic spin flip-flop rate R (~1/τ c ) given by 35,36 …”
Section: Discussionsupporting
confidence: 52%
“…The F center induced NSR process is shown to be treated well by the diffusion-limited solution of Bloembergen's spindiffusion approach [5] under the condition, v L T 1e q 1; i.e. the relaxation time (T 1e ) in the entire temperature range is long compared to the nuclear Larmor period.…”
Section: Discussionmentioning
confidence: 96%
“…If R q b; most nuclei interact with the centers only indirectly, and the relaxation process is called`spin diffusion limited'. The spin diffusion coef®cient can be estimated by the relation D s ù a 2 =50T 2n [5], where a is the nearest neighbor distance between like spins and T 2n is the spin±spin relaxation time. For LiF, this distance a is 7 Li, respectively; the system should therefore be spin-diffusion limited.…”
Section: Nuclear Relaxation Vs Electronic Relaxationmentioning
confidence: 99%
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“…This aspect of spin-dynamics is, however, complicated by the possibility of spin-diffusion, which may occur in these non-sonicated systems. Spin-diffusion is predicted not to occur in systems giving rise to well resolved high-resolutlon spectra, since it essentially depends on spectral overlap of resonance lines [21] and also on the condition T 2 ,¢ T 1 . That spin-diffusion does not in fact occur in sonicated liquid-crystalline lecithin has recently been experimentally confirmed by two groups [22][23][24].…”
Section: Nuclear Magnetic Resonancementioning
confidence: 99%