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arXiv 1502.05995cond-mat.str-elcond-mat.mes-hall
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磁性分子晶格中的价态涨落:应用于Au(111)上的铁(II)酞菁分子

Valence fluctuations in a lattice of magnetic molecules: application to iron(II) phtalocyanine molecules on Au(111)

J. Fernández, A. A. Aligia, Alejandro M. Lobos

摘要:

我们从理论上研究了一个正方形晶格的有机金属近藤吸附铁(II)酞菁(FePc)沉积在顶部的Au(111),最近的扫描隧道显微镜实验的动机。我们通过有效的Hubbard-Anderson模型描述该系统,其中每个分子都具有简并的有效$d-$轨道,具有$xz$和$yz$对称性,我们求解了任意占据和任意就地排斥$U$。为此,我们引入了一个广义的从玻色子平均场近似(SBMFA),它正确地描述了非相互作用的限制(NIL)$U=0$和强相互作用的限制$U \rightarrow \infty$,我们的形式再现了正确的近藤温度值为孤立的FePc分子。我们的研究结果表明,虽然孤立的分子可以描述的SU(4)安德森模型在近藤制度,正方形晶格的情况下对应的中间价制度,与近1.65个空穴的FePc分子轨道的总占领。我们的研究结果具有重要的意义的物理解释的实验。

英文摘要:

We study theoretically a square lattice of the organometallic Kondo adsorbate iron(II) phtalocyanine (FePc) deposited on top of Au(111), motivated by recent scanning tunneling microscopy experiments. We describe the system by means of an effective Hubbard-Anderson model, where each molecule has degenerate effective $d-$orbitals with $xz$ and $yz$ symmetry, which we solve for arbitrary occupation and arbitrary on-site repulsion $U$. To that end, we introduce a generalized slave-boson mean-field approximation (SBMFA) which correctly describes both the non-interacting limit (NIL) $U=0$ and the strongly-interacting limit $U \rightarrow \infty$, where our formalism reproduces the correct value of the Kondo temperature for an isolated FePc molecule. Our results indicate that while the isolated molecule can be described by an SU(4) Anderson model in the Kondo regime, the case of the square lattice corresponds to the intermediate-valence regime, with a total occupation of nearly 1.65 holes in the FePc molecular orbitals. Our results have important implications for the physical interpretation of the experiment.

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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