On some approaches to model reversible magnetization processes

K. Chwastek (1) , S Baghel (2, 3) , S Sai Ram (2) , B Borowik (4) , Laurent Daniel (3) , S. Kulkarni (2)

1 University of Czestochowa
2 IIT Bombay - Indian Institute of Technology Bombay
3 GeePs - Laboratoire Génie électrique et électronique de Paris
4 Częstochowa University of Technology

This paper focuses on the problem of how reversible magnetization processes are taken into account in contemporary descriptions of hysteresis curves. For comparison, three versions of the phenomenological $T(x)$ model based on hyperbolic tangent mapping are considered. Two of them are based on summing the output of the hysteresis operator with a linear or nonlinear mapping. The third description is inspired by the concept of the product Preisach model. Total susceptibility is modulated with a magnetization-dependent function. The models are verified using measurement data for grain-oriented electrical steel. The proposed third description represents minor loops most accurately.

Domains: Physics [physics]; Engineering Sciences [physics]

K. Chwastek, S Baghel, S Sai Ram, B Borowik, Laurent Daniel, et al.. On some approaches to model reversible magnetization processes. Journal of Physics D: Applied Physics, 2018, 51 (14), ⟨10.1088/1361-6463/aab0e1⟩. ⟨hal-01812796⟩