Nuclear Magnetic Resonance 2012
DOI: 10.1039/9781849734851-00196
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Nuclear spin relaxation in liquids and gases

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Cited by 2 publications
(3 citation statements)
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“…In the present case, it is the fluctuation of the angle ϕ between the intramolecular vector connecting the two protons of the confined H 2 O molecule and the external magnetic field that is particularly important for 1 H NMR relaxation. This is directly related to the TCF of L 2 (ϕ) . In the extreme-narrowing regime, the relaxation rate in a two-spin system (a relatively good approximation for a confined water molecule) is linearly proportional to τ c .…”
Section: Resultsmentioning
confidence: 99%
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“…In the present case, it is the fluctuation of the angle ϕ between the intramolecular vector connecting the two protons of the confined H 2 O molecule and the external magnetic field that is particularly important for 1 H NMR relaxation. This is directly related to the TCF of L 2 (ϕ) . In the extreme-narrowing regime, the relaxation rate in a two-spin system (a relatively good approximation for a confined water molecule) is linearly proportional to τ c .…”
Section: Resultsmentioning
confidence: 99%
“…This reveals how fast the water molecules rotate both in confinement and outside of the cage at different distances from the surface. L 2 (ϕ) is directly related to the correlation time of the dipole–dipole mechanism of proton spin relaxation of the water molecules …”
Section: Methodsmentioning
confidence: 99%
“…Equation represents the quadrupole relaxation rate relevant in the case of 7 Li relaxation. The comparison between 7 Li quadrupolar relaxation rate of three different lithium salts can be determined using eq . R 1 Q = ( 2 π 2 25 ) ( 1 + η 2 3 ) ( e 2 Q q h ) [ τ 1 + ω Li 2 τ 2 + 4 τ 1 + 4 ω Li 2 τ 2 ] where e 2 Qq / h is the quadrupole coupling constant and is considered to be equivalent to 49 kHz as found for various Li-containing materials, η is the asymmetry parameter (equivalent to zero in the case of 7 Li), e is the electronic charge, Q is the the nuclear quadrupole moment, h is Planck’s constant, τ is the the quadrupolar correlation time, and ω Li is the Larmor precession frequency of the lithium nucleus. By considering extreme narrowing condition τ c 2 ω 2 ≪ 1, one can obtain R 1 Q describing the local dynamics of 7 Li.…”
Section: Resultsmentioning
confidence: 99%