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arXiv 1608.07008cond-mat.str-el
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三角晶格上偶极-八极偶极的隐多极级

Hidden multipolar orders of dipole-octupole doublets on a triangular lattice

Yao-Dong Li, Xiaoqun Wang, Gang Chen

摘要:

受最近强自旋轨道耦合材料发展的启发,我们考虑三角晶格上的偶极-八极二重态。我们提出了这些不寻常的本地时刻之间的最一般的相互作用。由于自旋-轨道纠缠及其波函数的特殊形式,偶极-八极偶极子在晶格对称操作下具有相当特殊的性质。结果表明,这种相互作用在赝自旋空间中是高度各向异性的,但在空间上是均匀的。我们分析了这个通用模型的基态属性,并强调隐藏的多极秩序出现的偶极和八极相互作用。我们澄清了偶极和八极序之间的量子互调制。我们预测的多极订单的实验结果,并提出稀土三角材料作为候选系统,这些不寻常的属性。

英文摘要:

Motivated by the recent development in strong spin-orbit-coupled materials, we consider the dipole-octupole doublets on the triangular lattice. We propose the most general interaction between these unusual local moments. Due to the spin-orbit entanglement and the special form of its wavefunction, the dipole-octupole doublet has a rather peculiar property under the lattice symmetry operation. As a result, the interaction is highly anisotropic in the pseudospin space, but remarkably, is uniform spatially. We analyze the ground state properties of this generic model and emphasize the hidden multipolar orders that emerge from the dipolar and octupolar interactions. We clarify the quantum mutual modulations between the dipolar and octupolar orders. We predict the experimental consequences of the multipolar orders and propose the rare-earth triangular materials as candidate systems for these unusual properties.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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