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- W2098659979 abstract "The nuclear spin-lattice relaxation rate of the nonmagnetic species in intermetallic compounds and alloys that possess localized moments is discussed in terms of the generalized dynamic susceptibility of the conduction electrons. The dynamic susceptibility is calculated from an interaction between conduction electrons obtained by Kim, who used a canonical transformation to eliminate (to second order) the s−f(s−d) exchange interaction between conduction electrons and localized spins. The electron interaction obtained leads to a repulsion between electrons of opposite spins in the vicinity of the Fermi surface. The calculated nuclear spin-lattice relaxation rate has the form 1T1 = 1T1K + 1T1f, where 1T1K is the Korringa relaxation rate and 1T1f is the relaxation rate due to the interaction between conduction electrons. The temperature dependence of T1f is discussed for several cases. For intermetallic compounds based on a rare earth or an actinide element combined with a non-transition element, results for both Knight shift and T1 are consistent with a large density of states at the Fermi level and a small (negative) effective s-f interaction." @default.
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- W2098659979 date "1970-12-01" @default.
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- W2098659979 title "The dynamic effects of localized magnetic moments on nuclear spins in metallic systems" @default.
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