2011
DOI: 10.1103/physrevb.84.184511
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Two routes to magnetic order by disorder in underdoped cuprates

Abstract: We study disorder-induced magnetism within the Gutzwiller approximation applied to the t-J model relevant for cuprate superconductors. In particular, we show how disorder generates magnetic phases by inducing local droplets of antiferromagnetic order which eventually merge, and form a quasi-long range ordered state in the underdoped regime. We identify two distinct disorder-induced magnetic phases of this type depending on the strength of the scatterers. For weak potential scatterers used to model dopant disor… Show more

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Cited by 31 publications
(39 citation statements)
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References 80 publications
(114 reference statements)
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“…This type of disorder-induced magnetism supported by the SC state is reminiscent of that observed in underdoped cuprates where a wedge-like extension of quasilong range antiferromagnetic (AF) order extends into the SC dome. Within the theory proposed by the present authors [22,23], this effect is caused by the coherent superposition of droplets of magnetic order which form around each impurity due to both the presence of residual AF correlations in the SC state and to the formation of bound states near the impurities.[24]Here we present a first step towards realistic theoretical modeling of impurity states in LiFeAs, including magnetic correlations, by fixing both the band and the SC pairing constants from the DFT-acquired band structure of this material. The remaining degrees of freedom are associated with the impurity potential V imp and the strength of the electronic correlations.…”
mentioning
confidence: 68%
“…This type of disorder-induced magnetism supported by the SC state is reminiscent of that observed in underdoped cuprates where a wedge-like extension of quasilong range antiferromagnetic (AF) order extends into the SC dome. Within the theory proposed by the present authors [22,23], this effect is caused by the coherent superposition of droplets of magnetic order which form around each impurity due to both the presence of residual AF correlations in the SC state and to the formation of bound states near the impurities.[24]Here we present a first step towards realistic theoretical modeling of impurity states in LiFeAs, including magnetic correlations, by fixing both the band and the SC pairing constants from the DFT-acquired band structure of this material. The remaining degrees of freedom are associated with the impurity potential V imp and the strength of the electronic correlations.…”
mentioning
confidence: 68%
“…Such impurities suppress SC dramatically [36]. Zinc impurities in cuprate HTSC have traditionally been treated as strong repulsive potential [37][38][39], although recent work has shown these impurities to be attractive [10,35]. We show here that for large repulsive V 0 = 7.0 (> V c ), the n imp -dependence of ∆ OP follows the weak coupling IMT behavior, rather than the strong coupling RIMT trend [49], as shown in Fig.…”
mentioning
confidence: 81%
“…Theoretically, the slowing down and subsequent pinning of static magnetic order by disorder sites and twin boundaries, [37][38][39][40][41][42][43][44][45] and vortices [46][47][48][49][50][51][52]54 has been previously discussed extensively in the literature. From the microscopic studies, it is clear that the modulations of charge density and/or electron hopping amplitudes induced by impurities and twin boundaries can lead to local magnetic instabilities which nucleate magnetic order in the vicinity of the perturbing sites.…”
Section: Theoretical Scenariomentioning
confidence: 99%