骑士轮班
四方晶系
凝聚态物理
物理
超精细结构
超精细耦合
耦合常数
欧米茄
居里温度
晶格常数
电子
原子物理学
铁磁性
超导电性
相(物质)
量子力学
衍射
作者
Kenji Ikushima,Hiroshi Yaśuoka,Akira Ohno,H. Takagi,R. J. Cava,J. J. Krajewski,W. F. Peck
摘要
The 61 Ni spin-lattice relaxation rate, 61 T 1 -1 , and the Knight shift of a 91% 61 Ni enriched sample of LuNi 2 B 2 C have been measured in the normal state. It was found that 61 ( T 1 T ) -1 shows a Curie-Weiss like behavior, while the Knight shift has a slight temperature dependence. The hyperfine coupling constant is estimated to be 61 A =-16 kOe/µ B , which is an order of magnitude smaller than that due to the 3d-core-polarization mechanism. When the orbital term of the relaxation rate is given by the formula calculated for the tetragonal ( D 2 d ) symmetry at the 61 Ni sites, much larger d-spin term than that expected from the Knight shift is obtained. The Korringa relation is also discussed on the assumption that the hyperfine coupling constant is reduced by a strong s-d admixture, and then the deviation from the Korringa relation for free electrons, K (α), is more than one. This result suggests the significance of the generalized susceptibility, χ( q ), at finite wave vectors.
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