Honeycomb lattice solvable models

Details Honeycomb lattice solvable models Honeycomb lattice solvable models

1993-03-10

arxiv.org/abs/cond-mat/9303019v1

Physics

Condensed Matter

25 pages, SNUTP-93-09

Scientific paper

We construct solvable models on the honeycomb lattice by combining three faces of the square lattice solvable models into a hexagon face. These models contain two independent, anisotropy controlling, spectral parameters and their transfer matrices with different spectral parameters commute with each other. At the critical point, the finite-size scaling of the transfer matrix spectrum for the honeycomb lattice models is written in terms of the quantities obtained from the finite-size scaling of the square lattice solvable models. We study in detail the phase transition properties of two models based on the interacting hard square model and the magnetic hard square model, respectively. The models, in general, can be extended to the IRF version of the Z-invariant models of Baxter.

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