Critical and Compensation Behaviors of a Mixed Spin-(1, 2) Ising Model: Core–Shell Structure Case

Magnetic properties and hysteresis of a mixed spins (1, 2) hexagonal Ising nanowire with core–shell structure in the presence of lattice anisotropy and external magnetic field are investigated by using Monte Carlo simulation based on the Metropolis algorithm. First, we analyze the ground state phase diagrams to discover all probable and stable configurations based on minimizing the system energy. The effects of the exchange couplings ([Formula: see text], [Formula: see text] and the single-ion anisotropies ([Formula: see text], [Formula: see text] on the magnetic quantities of the system, namely, the total magnetization, the transition temperatures and the hysteresis curves. Several characteristic behaviors are found, such as the appearance and the compensation behavior, which is of crucial importance for technological applications such as thermo-optical recording. Additionally, under certain physical parameters, multiple cycle hysteresis loops, such as single and triple hysteresis loops, that exhibit different step effects and various forms, are observed.

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Publication Details

Journal
SPIN
Published
2024-12-11
DOI
https://doi.org/10.1142/s2010324724500279
Citations
3
Primary Topic
Theoretical and Computational Physics
Type
article
Field-Weighted Citation Impact
0.93
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article

Critical and Compensation Behaviors of a Mixed Spin-(1, 2) Ising Model: Core–Shell Structure Case

A. Elidrysy, L.B. Drissi, Z. Elmghabar, S. Harir et al.
3 citations
SPIN
Theoretical and Computational Physics
0.93
article

Critical and Compensation Behaviors of a Mixed Spin-(1, 2) Ising Model: Core–Shell Structure Case

A. Elidrysy, L.B. Drissi, Z. Elmghabar, S. Harir, A. Azdouh
article en
3 citations

Abstract

Magnetic properties and hysteresis of a mixed spins (1, 2) hexagonal Ising nanowire with core–shell structure in the presence of lattice anisotropy and external magnetic field are investigated by using Monte Carlo simulation based on the Metropolis algorithm. First, we analyze the ground state phase diagrams to discover all probable and stable configurations based on minimizing the system energy. The effects of the exchange couplings ([Formula: see text], [Formula: see text] and the single-ion anisotropies ([Formula: see text], [Formula: see text] on the magnetic quantities of the system, namely, the total magnetization, the transition temperatures and the hysteresis curves. Several characteristic behaviors are found, such as the appearance and the compensation behavior, which is of crucial importance for technological applications such as thermo-optical recording. Additionally, under certain physical parameters, multiple cycle hysteresis loops, such as single and triple hysteresis loops, that exhibit different step effects and various forms, are observed.

SPINVol. 15(01)
Mohammed V University (MA), University of Hassan II Casablanca (MA)
Openalex Percentile: Top 25%
Theoretical and Computational Physics
0.93
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