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Study of Low-energy States of Clusters of Spin-1/2 and Spin-1 Triangles with Kagome-like Geometries

机译:spin-1/2和spin-1三角形团簇的低能态研​​究   与Kagome一样的几何图形

摘要

We study the low-energy properties of Heisenberg antiferromagnetic spin-1/2and spin-1 systems on various clusters made up of triangles. Some of theclusters have a geometry similar to representative pieces of the Kagomelattice, while others have the geometry of a sawtooth chain. While the groundstate always has the lowest possible spin (0 or 1/2), the nature of thelow-energy excitations depends on the geometry and the site spin. For theKagome clusters with spin-1 sites, the lowest excitations are gapped, withsinglet and triplet excitations having similar gaps. This is in contrast toKagome clusters with spin-1/2 sites where there are several low-energy singletexcitations (possibly gapless in the thermodynamic limit), while tripletexcitations have a gap. For the sawtooth chain with spin-1 sites, the lowestexcitations are triplets with a gap; the gap to singlet excitations is abouttwice the triplet gap.
机译:我们研究了由三角形组成的各种簇上的海森堡反铁磁自旋1/2和自旋1系统的低能性质。一些群集的几何形状类似于Kagomelattice的代表片段,而其他群集的形状则是锯齿链。虽然基态始终具有最低的自旋(0或1/2),但低能激发的性质取决于几何形状和位置自旋。对于具有spin-1位点的Kagome团簇,最低的激发被空白,单重和三重激发具有相似的间隙。这与具有自旋1/2位点的Kagome簇相反,在Kagome簇中有几个低能单峰(可能在热力学极限上无间隙),而三峰则有一个间隙。对于具有spin-1位点的锯齿链,最低的兴奋是带有间隙的三胞胎;单重态激发的间隙约为三重态间隙的两倍。

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