17–21 Aug 2017
AlbaNova
Europe/Stockholm timezone

Konstantin Efetov - Charge and Current Modulations in a Spin-Fermion model with overlapping hotspots and physics of cuprates

17 Aug 2017, 17:20
35m
FB52 (AlbaNova)

FB52

AlbaNova

Description

Several well-known phenomena in the hole-doped cuprates like breaking the rotational invariance, appearance of the pseudogap, charge modulation and d-wave superconductivity occur on a low energy scale of hundreds Kelvin. As it is not quite clear how to obtain these phases in an unified way from microscopic models of cuprates, we consider a low-energy model of fermions interacting with close to critical antiferromagnetic excitations. In contrast to a standard spin- fermion model, we assume in agreement with ARPES data that the fermion spectrum in the antinodal region is shallow, such that the 8 hotspots merge at not very weak interaction into 2 antinodal hot regions. In addition to the interaction via antiferromagnetic fluctuations, a long range part of the Coulomb interaction reducing the superconducting transition temperature is taken into the consideration. It is demonstrated in the mean field approximation that a variety of phase transitions are possible depending on the chemical potential and details of the electronic spectrum near the antinodes. In addition to the d-wave superconductivity and charge density wave with the diagonal modulation, we find a nematic transition (Pomeranchuk instability) followed by a transition to a charge density wave with a modulation along the bonds and d-wave formfactor. Moreover, it is found that an electron-hole pairing with a vector connecting to neighboring antinodes (antiferromagnetic vector of cuprates) is also possible. Remarkably, this pairing leads to circulating currents rather than to a charge modulation. These currents are similar to those proposed in DDW (d-density wave state). Depending on the parameters of the electron spectrum one can also obtain an incommensurate structure of circulating currents. The nematic transition does not lead to formation of the gap but the circulating currents do. This gap is located at the antinodes and we associate this state with the pseudogap state. The results of our theory can serve as an explanation of recent experiments on cuprates performed with the help of STM, NMR, hard and resonant soft X-ray scattering, neutron scattering, sound propagation, and with some other techniques.

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