Honeycomb Ising antiferromagnet in finite magnetic field exhibits extensive degeneracy mapping to polyhex tilings, realized as a jammed spin liquid that quantum fluctuations partially lift to non-periodic 12-hex subspaces.
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Nematic Bond Theory is used to map finite-temperature phases and correlation lengths of the triangular-lattice Heisenberg model with up to third-neighbor exchanges, identifying spiral spin liquids along the J3 = J2/2 line.
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Field-induced jammed polyhex spin liquid in the honeycomb Ising antiferromagnet
Honeycomb Ising antiferromagnet in finite magnetic field exhibits extensive degeneracy mapping to polyhex tilings, realized as a jammed spin liquid that quantum fluctuations partially lift to non-periodic 12-hex subspaces.
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The Finite-Temperature Behavior of a Triangular Heisenberg Antiferromagnet
Nematic Bond Theory is used to map finite-temperature phases and correlation lengths of the triangular-lattice Heisenberg model with up to third-neighbor exchanges, identifying spiral spin liquids along the J3 = J2/2 line.