English

Evidence for strong correlations at finite temperatures in the dimerized magnet Na$_2$Cu$_2$TeO$_6$

Strongly Correlated Electrons 2022-02-14 v1

Abstract

Dimerized magnets forming alternating Heisenberg chains exhibit quantum coherence and entanglement and thus can find potential applications in quantum information and computation. However, magnetic systems typically undergo thermal decoherence at finite temperatures. Here, we show inelastic neutron scattering results on an alternating antiferromagnetic-ferromagnetic chain compound Na2_2Cu2_2TeO6_6 that the excited quasiparticles can counter thermal decoherence and maintain strong correlations at elevated temperatures. At low temperatures, we observe clear dispersive singlet-triplet excitations arising from the dimers formed along the crystalline bb-axis. The excitation gap is of \sim18 meV and the bandwidth is about half of the gap. The band top energy has a weak modulation along the [100] direction, indicative of a small interchain coupling. The gap increases while the bandwidth decreases with increasing temperature, leading to a strong reduction in the available phase space for the triplons. As a result, the Lorentzian-type energy broadening becomes highly asymmetric as the temperature is raised. These results are associated with a strongly correlated state resulting from hard-core constraint and quasiparticle interactions. We consider these results to be not only evidence for strong correlations at finite temperatures in Na2_2Cu2_2TeO6_6, but also for the universality of the strongly correlated state in a broad range of quantum magnetic systems.

Keywords

Cite

@article{arxiv.2202.05467,
  title  = {Evidence for strong correlations at finite temperatures in the dimerized magnet Na$_2$Cu$_2$TeO$_6$},
  author = {Yanyan Shangguan and Song Bao and Zhao-Yang Dong and Zhengwei Cai and Wei Wang and Zhentao Huang and Zhen Ma and Junbo Liao and Xiaoxue Zhao and Ryoichi Kajimoto and Kazuki Iida and David Voneshen and Shun-Li Yu and Jian-Xin Li and Jinsheng Wen},
  journal= {arXiv preprint arXiv:2202.05467},
  year   = {2022}
}

Comments

Published in PRB, 8 pages, 6 figures