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•¨—‰ÈŠw‰ÈƒZƒ~ƒi[‚²ˆÄ“ài2008”N12ŒŽ24“új
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“úŽž | 2008”N12ŒŽ24“úi…j17F30`18F30 |
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u‰‰ŽÒ | Karlo Penc@Ž@ i‹ž“s‘åŠwŠî‘b•¨—ŠwŒ¤‹†Š‹qˆõ‹³ŽöEResearch Institute for Solid State Physics and Optics (RISSPO) ƒnƒ“ƒKƒŠ[j |
u‰‰‘è–Ú | Quadrupolar Phases of the S=1 Heisenberg Model on the Triangular and Square Lattice |
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@Using mean-field theory, exact diagonalizations, and SU(3) flavor theory, we have mapped out@the phase diagram of the S=1 bilinear-biquadratic Heisenberg model on the triangular and square lattice in a magnetic field, with emphasis on the quadrupolar phases and their excitations. In particular, we find several plateaux phases in these models: the antiferroquadrupolar phase in the triangular lattice is characterized by a remarkable 2/3 magnetization plateau, in which one site per triangle retains quadrupolar order while the other two are polarized along the field. In the square lattice a two sublattice 1/2 plateaux develops, and at zero field the quantum fluctuations stabilize a 3-sublattice order. We also show examples of quadrupolar (nematic) ordering in classical spin system in pyrochlore lattice.
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