

(2018) npj Quantum Materials, 3 (1), Article number 61
Correlation effects in CuO2 layers give rise to a complicated landscape of collective excitations in high-Tc cuprates. Their description requires an accurate account for electronic fluctuations at a very broad energy range and remains a challenge for the theory. Particularly, there is no conventional explanation of the experimentally observed “resonant” antiferromagnetic mode, which is often considered to be a mediator of superconductivity. Here we model spin excitations of the hole-doped cuprates in the paramagnetic regime and show that this antiferromagnetic mode is associated with electronic transitions between anti-nodal ("X") and ("Y") points of the quasiparticle band that is pinned to the Fermi level. We observe that upon doping of 7–12%, the electronic spectral weight redistribution leads to the formation of a very stable quasiparticle dispersion due to strong correlation effects. The reconstruction of the Fermi surface results in a flattening of the quasiparticle band at the vicinity of the nodal ("M")Γ/2 point, accompanied by a high density of charge carriers. Collective excitations of electrons between the nodal ("M")Γ/2 and ("XM")/2 points form the additional magnetic holes state in magnetic spectrum, which protects the antiferromagnetic fluctuation. Further investigation of the evolution of spin fluctuations with the temperature and doping allowed us to observe the incipience of the antiferromagnetic ordering already in the paramagnetic regime above the transition temperature. Additionally, apart from the most intensive low-energy magnetic excitations, the magnetic spectrum reveals less intensive collective spin fluctuations that correspond to electronic processes between peaks of the single-particle spectral function. © 2018, The Author(s).
| Funding sponsor | Funding number | Acronym |
|---|---|---|
| Office of Science See opportunities by SC | SC | |
| Seventh Framework Programme | 338957 | FP7 |
| European Research Council | ERC | |
| Deutsche Forschungsgemeinschaft See opportunities by DFG | 16-42-01057/LI 1413/9-1 | DFG |
| Stichting voor Fundamenteel Onderzoek der Materie See opportunities by FOM | FOM | |
| Nederlandse Organisatie voor Wetenschappelijk Onderzoek | NWO | |
| Foundation for Fundamental Research on Matter | FOM | |
| Russian Science Foundation | RSF |
We thank Nigel Hussey for inspiring discussions. We also thank Hartmut Hafermann for providing the impurity solver based on the ALPS libraries, and Erik van Loon, Friedrich Krien, and Arthur Huber for the help with the Dual Boson implementation. E. A.S. and M.I.K. would like to thank the support of NWO via Spinoza Prize and of ERC Advanced Grant 338957 FEMTO/NANO. Also, E.A.S. and M.I.K. acknowledge the Stichting voor Fundamenteel Onderzoek der Materie (FOM), which is financially supported by the Nederlandse Organisatie voor Wetenschappelijk Onderzoek (NWO). I.S.K. acknowledges support from US Department of Energy, Office of Science via Grant No. DOE ER 46932. A.I.L. acknowledges support from the excellence cluster “The Hamburg Center for Ultrafast Imaging—Structure, Dynamics and Control of Matter at the Atomic Scale” and North-German Supercomputing Alliance (HLRN) under the Project No. hhp00040. The contribution of A.I.L. and A.N.R. was funded by the joint Russian Science Foundation (RSF)/DFG Grant No. 16-42-01057/LI 1413/9-1.
Stepanov, E.A.; Institute for Molecules and Materials, Radboud University, Nijmegen, Netherlands;
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