Collective Modes in the Loop Current Ordered Phase of Cuprates
Yan He, C. M. Varma

TL;DR
This paper investigates collective magnetic excitations in the loop current ordered phase of under-doped cuprates, revealing three gapped modes consistent with experimental observations and proposing a quantum model extension of the classical Ashkin-Teller model.
Contribution
It introduces a quantum extension of the Ashkin-Teller model to calculate collective modes in the loop current phase of cuprates, matching experimental neutron scattering data.
Findings
Two low-energy collective modes observed experimentally are consistent with the model.
A third higher-energy mode is predicted but not yet observed.
The quantum model suggests the ordered phase involves orbital current loops without breaking translational symmetry.
Abstract
Recently two branches of weakly dispersive collective modes have been discovered in under-doped cuprates by inelastic neutron scattering. Polarization analysis reveals that the modes are magnetic excitations. They are only visible for temperatures below the transition temperature to a broken symmetry phase which was discovered earlier and their intensity increases as temperature is further decreased. The broken symmetry phase itself has symmetries consistent with ordering of orbital current loops within a unit-cell without breaking translational symmetry. In order to calculate the collective modes of such a state we add quantum terms to the Ashkin-Teller (AT) model with which the classical loop current order has been described. We derive that the mean field ground state of the quantum model is a product over all unit-cells of linear combination of the four possible classical…
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