Spin dynamics and continuum spectra of the honeycomb J1-J2 antiferromagnetic Heisenberg model
Cheng Gu, Shun-Li Yu, Jian-Xin Li

TL;DR
This study uses spin cluster perturbation theory to analyze the dynamical spectra of the honeycomb J1-J2 antiferromagnetic Heisenberg model across various phases, revealing continuum features linked to fractionalized excitations and comparing results with experiments.
Contribution
First comprehensive dynamical spectra analysis of the honeycomb J1-J2 Heisenberg model across all phases using spin cluster perturbation theory, highlighting fractionalized excitations.
Findings
Broad continuum in Néel phase spectra near second BZ
Gapped spectrum at M point in stripe phase
Features consistent with neutron scattering experiments
Abstract
We employ the spin cluster perturbation theory to investigate the dynamical properties of the antiferromagnetic - Heisenberg model on the honeycomb lattice. We obtain the excitation spectra for all possible phases in the phase diagram, including the N\'{e}el phase, plaquette valence-bond-solid phase, dimer valence-bond-solid phase and stripe antiferromagnetic phase. In the N\'{e}el phase, besides the obvious renormalization of the magnon dispersion, we find that the spectrum exhibits a dome-shaped broad continuum around the second Brillouin zone (BZ) and the additional strong continuum close to the corner of the BZ. In the valence-bond-solid phases, the spectra are dominated by a strong broad continuum all the way down to below coexisting with the lowest-energy triplon modes characterizing the plaquette and dimer phases. We ascribe this strong broad continuum and the…
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