Journal of the American Ceramic Society · 2000 · 19 citations · 13 references
Natural SciencesChemistryMaterials ScienceMaterials CharacterizationSolid State PhysicsSolid-state ChemistryAmorphous MaterialsAmorphous SolidsMagnetic CharacterizationMagnetic Properties Of SolidsMagnetism In SolidsSilicon MaterialsAmorphous SiliconMagnetic RelaxationMagnetic Relaxation MeasurementsMagnetic Resonance Relaxation TimesRelaxation TimesSaturation Recovery PulsesSpin-lattice Relaxation
The spin‐lattice relaxation times, T 1 , in α‐, β‐, and amorphous Si 3 N 4 have been obtained for the first time, using a multiple‐pulse saturation recovery method. The saturation recovery of the 29 Si magnetization follows exponential behavior under magic‐angle spinning conditions, within the limits of experimental error. A rather wide dispersion of T 1 values is observed for the phases of Si 3 N 4 : 284 ± 29 min (–46.686 ppm) and 260 ± 23 min (–48.812 ppm) for the α‐phase, 36 ± 4 min for the β‐phase, and 11 ± 1 min for the amorphous phase, assuming an exponential recovery. The values obtained for the exponent in the power‐law fitting are 0.599(9) (–46.686 ppm) and 0.61(1) (–48.812 ppm) for the α‐phase, 0.52(2) for the β‐phase, and 0.53(3) for the amorphous phase.
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Principles of nuclear magnetic resonance in one and two dimensions
Ad Bax · Journal of Magnetic Resonance (1969) · 1988 · 1.2K citations
Natural Sciences, Physics, Radiology +11
Principles of Magnetic Resonance
A E.R. · Journal of Molecular Structure · 1979 · 643 citations
Nuclear Spin-Lattice Relaxation Caused by Paramagnetic Impurities
W. E. Blumberg · Physical Review · 1960 · 420 citations
Nuclear Spin-Lattice Relaxation via Paramagnetic Centers
I. J. Lowe, Doris B. Tse · Physical Review · 1968 · 240 citations