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Emergence of a Dimer-Dimer Interaction in the Low-Energy Effective Quantum-Dimer Model of a Diamond-Like-Decorated Square-Lattice Heisenberg Antiferromagnets with Further Neighbor Couplings

机译:低能量效应中二聚体 - 二聚体相互作用的出现   量子二聚体模型的钻石状装饰正方形格子海森堡   反铁磁体与其他相邻联轴器

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摘要

We study spin-1/2 Heisenberg antiferromagnets on a diamond-like-decoratedsquare lattice perturbed by two kinds of further neighbor couplings. In ourprevious study [J. Phys. Soc. Jpn. 85, 094002 (2016)], the second-ordereffective Hamiltonian for the Heisenberg model perturbed by a further neighborcoupling was found to be a square-lattice quantum-dimer model with a finitehopping amplitude, t>0, and no dimer-dimer interaction, v=0. In this study, weintroduce another kind of further neighbor coupling and show that it leads toan attractive interaction between dimers, which suggests the stabilization ofthe columnar phase of the square-lattice quantum-dimer model. The calculatedv/t is presented as a function of the ratio of the two exchange parameters inthe Heisenberg model.
机译:我们研究了菱形装饰的方格上自旋1/2的海森堡反铁磁体,该方格受到两种其他邻近耦合的干扰。在我们以前的研究中[J.物理Soc。日本。 85,094002(2016)],发现海森堡模型的二阶有效哈密顿量受到进一步的邻域耦合干扰,是方格量子二聚体模型,其有限跳跃幅度t> 0,并且没有二聚体-二聚体相互作用, v = 0。在这项研究中,我们引入了另一种进一步的邻居耦合,并表明它导致二聚体之间具有吸引作用的相互作用,这表明了方格量子二聚体模型的柱状相的稳定性。计算出的v / t是海森堡模型中两个交换参数之比的函数。

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