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- W2264516641 abstract "AbstractInspired by Lie symmetries and motivated by the existence of the double hexagonal geometry in the two-dimensional material physics, we study a nanosystem based on the double square structure, which we refer as the B2 nanostructure, known as SO(5) Lie algebra. This structure involves two squares of unequal side lengths rotated by angle 45°. The model contains eight atoms instead of four ones appearing in the single square structure. The number of atoms is identified with the non- null roots of the B2 Lie algebra. In particular, we propose a nanolattice model consisting of particles with σ=12 and S = 1 spins, consisting of two and three states, respectively. Theses spins are placed at the double square sites producing a new geometry formed by (2×2)R45∘ and (1×1) structures. More precisely, we study the effect of σ–σ and σ–S coupling exchange interactions. This investigation is made in terms of both external and crystal magnetic fields. First, we elaborate analytically the corresponding ground-state ..." @default.
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- W2264516641 date "2016-02-05" @default.
- W2264516641 modified "2023-09-23" @default.
- W2264516641 title "Magnetic properties of a Lie symmetry double square nanostructure: Monte Carlo study" @default.
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- W2264516641 doi "https://doi.org/10.1080/01411594.2015.1129538" @default.
- W2264516641 hasPublicationYear "2016" @default.
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