Abstract
The C13 and Cs133 nuclear magnetic resonances have been studied in powdered samples of the cesium-graphite intercalation compounds at temperatures between 1.3 and 4.2 °K. The spin-lattice relaxation times and the line shapes of both nuclear species in the compounds and of the C13 nucleus in pure graphite were measured in an effort to determine the nature of the conduction-electron states in these substances. At 4.2 °K, using pulse techniques, the measured values of T1 for C13 are 1.6 ± 0.3, 2.6 ± 0.4, 3.9 ± 0.5, 5.6 ± 0.5, 7.6 ± 0.8, and 30 ± 5 min in C8Cs, C24Cs, C36Cs, C48Cs, C60Cs, and pure graphite, respectively. Both the Salzano-Aronson binding model for the compounds and a tight-binding extension to the Slonczewski-Weiss band model for graphite are shown to account qualitatively for the cesium concentration dependence of the C13 T1's. None of the usual relaxation mechanisms is conclusively identified with the relatively short C13 T1's. The temperature dependence also remains unaccounted for. Echo techniques at helium temperatures establish the shape of the 500-G-wide cesium quadrupolar spectrum in C8Cs at 1.3 °K. The measured quadrupolar splitting is 16.8 ± 1 kHz. The Knight shift for cesium in C8Cs is measured to be (0.29 ± 0.01%), independent of temperature from 300 to 1.3 °K. In C24Cs and C36Cs, the Knight shift was zero within ± 0.02%. The experimentally measured T1 for Cs133 in C8Cs was 7.5 ± 0.5 sec, while the T1's in C24Cs and C36Cs were 27 ± 6 and 48 ± 10 min, respectively. The Cs133 Knight-shift and relaxation-time results support the view that the cesium is partially ionized in C8Cs and completely ionized in the cesium-poorer stages.

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