Ground-State Candidate for the Dipolar Kagome Ising Antiferromagnet
arXiv:1601.03881 · doi:10.1103/PhysRevB.93.214410
Abstract
We have investigated the low-temperature thermodynamic properties of the dipolar kagome Ising antiferromagnet using at-equilibrium Monte Carlo simulations, in the quest for the ground-state manifold. In spite of the limitations of a single spin-flip approach, we managed to identify certain ordering patterns in the low-temperature regime and we propose a candidate for this unknown state. This novel configuration presents some intriguing features and passes several test-criteria, making it a very likely choice for the dipolar long-range order of this kagome Ising antiferromagnet.
8 pages, 5 figures
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- Competing interactions in artificial spin chains
- Solving frustrated Ising models using tensor networks
- Partial lifting of degeneracy in the Ising antiferromagnet on the kagome lattice
- Proposal to recover an extensive ground state degeneracy in a two-dimensional square array of nanomagnets
- Spin liquid and infinitesimal-disorder-driven cluster spin glass in the kagome lattice
- Artificial out-of-plane Ising antiferromagnet on the kagome lattice with very small further neighbour couplings
- Supercooling and fragile glassiness in a dipolar kagome Ising magnet
- Reentrance of disorder in the anisotropic shuriken Ising model
- Artificial Spin Ice Phase-Change Memory Resistors
- Signatures of long range dipolar interactions in artificial square ice
- Tuning the two-step melting of magnetic orders in a dipolar kagome spin ice by quantum fluctuations
- Mean-field phase diagram and spin glass phase of the dipolar Kagome Ising antiferromagnet
- The Concept of Spin Ice Graphs and a Field Theory for their Topological Monopoles and Charges
- Artificial vertex systems by design
- Magnetic Order and Long-Range Interactions in Mesoscopic Ising Chains
- Emergent Snake Magnetic Domains in Canted Kagome Ice
- Orthogonal projections of hypercubes