Multiple quantum NMR spin dynamics arising from a two-quantum/two-spin non-secular average dipolar Hamiltonian are solved exactly for an infinite one-dimensional (l-D) quantum spin 1/2 chain with nearest-neighbor dipole-dipole interactions and initially at thermal equilibrium in a Zeeman field. Usin
Multiple-quantum NMR dynamics in the quasi-one-dimensional distribution of protons in hydroxyapatite
✍ Scribed by Gyunggoo Cho; James P. Yesinowski
- Publisher
- Elsevier Science
- Year
- 1993
- Tongue
- English
- Weight
- 501 KB
- Volume
- 205
- Category
- Article
- ISSN
- 0009-2614
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✦ Synopsis
Mukiple-quantum NMR dynamics are reported for the quasi-one-dimensional distribution of uniformly spaced proton spins in hydroxyapatite, CLJ,(OH)(PO,)~, using a phase-incremented even-order selective time-reversal pulse sequence. The initial increase of the effective size N with the preparation time for creation of multiplequantum coherences is linear, in qualitative (but not quantitative) agreement with calculations based upon an "incremental shell" model recently developed by Levy and Gleason. An upward curvature observed at longer preparation times is qualitatively ascribed to the incomplete isolation of the linear chains. Slight deficiencies of hydroxyl groups in the linear chain lead to a measurable decrease in the slope of the linear portion of the curve.
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