Finite lattice size effect in the ground state phase diagram of quasi-two-dimensional magnetic dipolar dots array with perpendicular anisotropy
R. H. He, X. F. Jin
Abstract
A prototype Hamiltonian for the generic patterned magnetic structures, of dipolar interaction with perpendicular anisotropy, is investigated within the finite-size framework by Landau-Lifshift-Gilbert classical spin dynamics. Modifications on the ground state phase diagram are discussed with an emphasis on the disappearance of continuous degeneracy in the ground state of in-plane phase due to the finite lattice size effect. The symmetry-governed ground state evolution upon the lattice size increase provides a critical insight into the systematic transition to the infinite extreme.
Create a lesson
Related papers
Composition-controlled optical fingerprints and anisotropy of self-trapped excitons in double perovskites
Simone Grillo, Offir Zachs Maishlos, Liya Koren et al.
Time-Resolved Phonon Dispersions of Thermally Excited Graphite at the Nanoscale
Mairi McCauley, Christoph T. Koch, Benedikt Haas
Direct growth of crystalline spinel GaON films: A wide-bandgap mixed-anion semiconductor
Baikui Li, Zecheng Yang, Wenhao Yin et al.
A Transferable Machine-Learned Potential Enabling Large-Scale Copper-Carbon Simulations from Equilibrium to Extreme Conditions
Feiyu Zhou, Wei Qiu, Yan Chen et al.
Imaging Gate-Tunable Single-Layer Molecular Kagome Lattices
Ziyi Wang, Rafal Zuzak, Weichen Tang et al.
Flexoelectricity and Flexomagnetism
Alexander Edström, Massimiliano Stengel