Mathematical Modeling of the Magnetization of a Two-Dimensional System of Magnetic Moments

A. A. Bystrov; M. L. Akimov; O. P. Polyakov; P. A. Polyakov

doi:10.3103/S1062873818080130

Mathematical Modeling of the Magnetization of a Two-Dimensional System of Magnetic Moments

Autores: Bystrov A.A.¹, Akimov M.L.¹, Polyakov O.P.¹^,2, Polyakov P.A.¹
Afiliações:
1. Faculty of Physics
2. Trapeznikov Institute of Control Sciences
Edição: Volume 82, Nº 8 (2018)
Páginas: 965-967
Seção: Proceedings of the XXV International Conference “Electromagnetic Field and Materials (Fundamental Physical Research)”
URL: https://journals.rcsi.science/1062-8738/article/view/185860
DOI: https://doi.org/10.3103/S1062873818080130
ID: 185860

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Resumo

Using a system that reaches its minimum energy of interaction at equilibrium, the magnetization of a discrete two-dimensional system of interacting magnetic dipoles by an external magnetic field is modeled mathematically. Magnetization curves for rectangular two-dimensional clusters of dipoles and the region of the magnetic domain are calculated.