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Power-law spin correlations in a perturbed spin model on a honeycomb lattice
K S Tikhonov1, M V Feigel'man, A Yu Kitaev
1LD Landau Institute for Theoretical Physics, Kosygin street 2, Moscow 119334, Russia.
Abstract:
We consider the spin-1/2 model on the honeycomb lattice in the presence of a weak magnetic field hα << 1. Such a perturbation destroys the exact integrability of the model in terms of gapless fermions and static Z2 fluxes. We show that it results in the appearance of a long-range tail in the irreducible dynamic spin correlation function: <> ∝ h(z)(2)f(t,r), where f(t,r) ∝ [max(t,r)]-4 is proportional to the density polarization function of fermions.
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