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Kondo holes in strongly correlated impurity arrays: RKKY-driven Kondo screening and hole-hole interactions

机译:Kondo孔在强烈相关的杂质阵列:Rkky驱动的Kondo筛选和孔洞相互作用

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摘要

The emerging and screening of local magnetic moments in solids have been investigated for more than 60 years. Local vacancies as in graphene or in heavy fermions can induce decoupled bound states that lead to the formation of local moments. In this paper, we address the puzzling question how these local moments can be screened and what determines the additionally emerging low-temperature scale. We review the initial problem for half-filled conduction bands from two complementary perspectives: By a single-particle supercell analysis in the uncorrelated limit and by the Lieb-Mathis theorem for systems with a large Coulomb interaction U. Applying Wilson's numerical renormalization group approach to a recently developed mapping of the problem onto an effective low-energy description of a Kondo hole with up to N_f = 7 correlated impurities as background, we proof that the stable local moments are subject to screening by three different mechanisms. Firstly the local moments are delocalized by a finite U beyond the single-particle bound state. We find a Kosterlitz-Thouless type transition governed by an exponentially suppressed low-energy scale of a counterintuitive Kondo form with J_(eff) ∝ U~n for small U. where n > 1 depends on the precise model. Secondly, we show that away from half-filling the local moment phase becomes unstable and is replaced by two types of singlet phases that are adiabatically connected. At a critical value for the band center, the physics is governed by an exponentially suppressed Kondo scale approaching the strong coupling phase that is replaced by a singlet formation via antiferromagnetic RKKY interaction for large deviation from the critical values. Thirdly, we show that the local magnetic moment can be screened by a Kondo hole orbital at finite energy, even though the orbital occupation is negligible: An additional low-energy scale emerges below which the localized moment is quenched. Similarities to the experimental findings in Ce_(1-x)La_xPd_3 are pointed out.
机译:已经研究了固体中局部磁矩的新出现和筛选超过60年。如石墨烯或重型费粒子中的本地空缺可以诱导去耦的结合状态,导致局部矩的形成。在本文中,我们解决了令人费解的问题,如何筛选这些地方矩以及确定另外出现的低温尺度。我们从两个互补视角查看半填充的传导频带的初始问题:通过具有大库仑互动的系统中的单粒子超级细胞分析,并由具有大库仑互动的系统。应用威尔逊的数值重整组方法最近开发出问题的有效低能量描述的映射,其具有高达N_F = 7个相关的杂质作为背景,我们证明稳定的本地矩受三种不同机制的筛选。首先,本地时刻是通过超出单粒子束缚状态的有限U分隔的。我们发现一个KosterLitz-Thously型过渡,由违规kondo形式的指数抑制的低能量尺度与小U〜n u〜n的逆向kondo形式。其中n> 1取决于精确模型。其次,我们表明远离半填充本地片段阶段变得不稳定,并被两种类型的双倍连接的单线阶段取代。在频带中心的临界值下,物理学通过指数抑制的kondo规模控制,该kondo刻度接近通过反铁磁性rkky相互作用的单线射线形成代替的强耦合阶段,以便与临界值大的偏差。第三,我们表明,即使轨道占用可忽略不计,局部占用局部轨道可以通过kondo孔轨道筛选局部磁矩即使:额外的低能量尺度出现在下面的局部时刻淬火。指出了CE_(1-X)LA_PD_3中的实验结果的相似之处。

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