ISIS Facility, Rutherford Appleton Laboratory, Chilton, Didcot, Oxon, United Kingdom.
Phys Rev Lett. 2012 May 25;108(21):216402. doi: 10.1103/PhysRevLett.108.216402. Epub 2012 May 23.
We have investigated the noncentrosymmetric tetragonal heavy-fermion antiferromagnetic compound CeCuAl3 (T(N)=2.5 K) using inelastic neutron scattering (INS). Our INS results unequivocally reveal the presence of three magnetic excitations centered at 1.3, 9.8, and 20.5 meV. These spectral features cannot be explained within the framework of crystal-electric-field models and recourse to Kramers' theorem for a 4f(1) Ce(3+) ion. To overcome these interpretational difficulties, we have generalized the vibron model of Thalmeier and Fulde for cubic CeAl(2) to tetragonal point-group symmetry with the theoretically calculated vibron form-factor. This extension provides a satisfactory explanation for the position and intensity of the three observed magnetic excitations in CeCuAl3, as well as their dependence on momentum transfer and temperature. On the basis of our analysis, we attribute the observed series of magnetic excitations to the existence of a vibron quasibound state.
我们使用非弹性中子散射(INS)研究了非中心对称四方重费米子反铁磁化合物 CeCuAl3(T(N)=2.5 K)。我们的 INS 结果明确揭示了三个磁激发的存在,它们集中在 1.3、9.8 和 20.5 meV 处。这些谱特征不能用晶体电场模型来解释,也不能用 Kramers 定理来解释 4f(1) Ce(3+)离子。为了克服这些解释上的困难,我们将 Thalmeier 和 Fulde 针对立方 CeAl(2)的振子模型推广到具有理论计算振子形成因子的四方点群对称性。这种扩展为在 CeCuAl3 中观察到的三个磁激发的位置和强度以及它们对动量转移和温度的依赖性提供了一个令人满意的解释。基于我们的分析,我们将观察到的一系列磁激发归因于振子准束缚态的存在。