Kitaev相互作用在单层1T-CoI<sub>2</sub>

None Zhu Kai, None Huang Can, None Cao Bang-Jie, None Pan Yan-Fei, None Fan Ji-Yu, None Ma Chun-Lan, None Zhu Yan
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In this paper, we have calculated and analysed the atomic and electronic structures of 1T-CoI<sub>2</sub> and the Kitaev interactions contained therein by means of the first-principles calculation program VASP. The structure of 1T-CoI<sub>2</sub> is a triangular lattice with an emphasis on the coordinating element I. The energy dispersion relation <i>E<sub>S</sub>( <b>q</b> )=E<sub>N+S</sub>( <b>q</b> )-E<sub>N</sub>( <b>q</b> )</i> for the contained Kitaev action was isolated by calculating the energy dispersion relation <i>E<sub>N</sub>( <b>q</b> )</i> for the spin-spiral of a monolayer CoI<sub>2</sub> without SOC and the energy dispersion relation <i>E<sub>N+S</sub>( <b>q</b> )</i> considering SOC using the generalised Bloch condition combined with the spin-spiral method. 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引用次数: 0

摘要

Kitaev相互作用是由自旋轨道耦合(SOC)引起的键相关各向异性相互作用,可以在二维磁性六方晶格(如RuCl<sub>3</sub>)中产生量子自旋液态。一般来说,这些材料中的强荷电性来自重金属元素,如rul <sub>3</sub>中的Ru。近年来,一些相关研究表明,在一些含重配元的正交八面体结构的二维单层中存在Kitaev效应,如CrGeTe<sub>3</sub>, CrSiTe<sub>3</sub>等。然而,关于二维单层1T结构中Kitaev相互作用的报道相对较少。本文计算并分析了1T-CoI<sub>2</sub>和其中包含的基塔耶夫相互作用,通过第一原理计算程序VASP。1T-CoI<sub>2</sub>是一个强调协调元素i的三角形晶格。能量色散关系<i>E<sub>S</sub>(<b>q</b>)= E< sub> N + S< / sub> (& lt; b> q< / b>)-E< sub> N< / sub> (& lt; b> q< / b>)& lt; / i>,通过计算能量色散关系<i>E<sub>N</sub>(<b>q</b>)& lt; / i>对于单层的自旋螺旋CoI<sub>2</sub>和能量色散关系<i>E<sub>N+S</sub>(<b>q</b>)& lt; / i>采用广义Bloch条件结合自旋螺旋法考虑SOC。通过拟合<i>E<sub>S</sub>(<b>q</b>)的色散规律得到了SOC诱导的海森堡交换相互作用的参数。& lt; / i>与基塔耶夫交换交互作用的参数。用拟合参数得到的拟合曲线与计算值吻合较好,表明了计算的准确性。计算拟合表明,单层CoI<sub>2</sub>是由海森堡作用主导的,第三近邻的J绝对值最大,为-1.81 meV。除此之外,在单层CoI<sub>2</sub>中存在很强的Kitaev相互作用,其中Γ<sub>1</sub>达到1.09 meV。我们预测Kitaev相互作用普遍适用于具有1T结构的过渡金属三角形晶格。结果表明:CoI<sub>2</sub>可以作为基塔耶夫的替代材料,为探索其他二维磁性材料中的基塔耶夫相互作用奠定了理论基础。
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First-principles study of the role of Kitaev interaction in monolayer 1T-CoI<sub>2</sub>
Kitaev interactions, which are bond-related anisotropic interactions induced by spin-orbit coupling(SOC), may produce quantum spin liquid states in 2D magnetic hexagonal lattices such as RuCl3. Generally the strong SOC in these materials come from heavy metal elements such as Ru in RuCl3. In recent years, some related studies have shown the presence of Kitaev effects in some 2D monolayers of ortho-octahedral structures containing heavy ligand elements, such as CrGeTe3, CrSiTe3, and so on. However, there are relatively few reports on the Kitaev interactions in 2D monolayer 1T structures. In this paper, we have calculated and analysed the atomic and electronic structures of 1T-CoI2 and the Kitaev interactions contained therein by means of the first-principles calculation program VASP. The structure of 1T-CoI2 is a triangular lattice with an emphasis on the coordinating element I. The energy dispersion relation ES( q )=EN+S( q )-EN( q ) for the contained Kitaev action was isolated by calculating the energy dispersion relation EN( q ) for the spin-spiral of a monolayer CoI2 without SOC and the energy dispersion relation EN+S( q ) considering SOC using the generalised Bloch condition combined with the spin-spiral method. The parameters of the Heisenberg exchange interaction induced by the SOC were obtained by fitting the dispersion law of the ES( q ) to the Kitaev exchange interaction with the parameters of the Kitaev exchange interaction. The fitted curves obtained with the fitted parameters are in good agreement with the calculated values, indicating the accuracy of our calculations. Calculated fits show that the monolayer CoI2 is dominated by Heisenberg action, with the third nearest neighbour having the largest absolute value of J at -1.81 meV. In addition to this, there are strong Kitaev interactions in monolayer CoI2, where Γ1 reaches 1.09 meV. We predict that Kitaev interactions are universally applicable in transition metal triangular lattices with 1T structure. It is shown that CoI2 can be used as an alternative material for Kitaev and lays a theoretical foundation for exploring Kitaev interactions in other 2D magnetic materials.
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