2013
DOI: 10.1002/jnm.1931
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A dynamical energy‐based hysteresis model for iron loss calculation in laminated cores

Abstract: SUMMARYThis paper proposes a macroscopic model for ferromagnetic hysteresis that is well-suited for finite element implementation. The model relies on a consistent thermodynamic formulation. The stored magnetic energy and the dissipated energy are known at all times and not solely after the completion of closed hysteresis loops as is usually the case.

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Cited by 17 publications
(14 citation statements)
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“…In electrical machines, laminated soft magnetic cores exhibit hysteresis losses. The hysteresis losses are the consequence of sudden jumps of the magnetic domain walls (Barkhausen effect) on microscopic scale as declared in Section 1, these phenomena can be covered through a coupled dynamic constitutive model, as presented in [12] or a pragmatic two-scale model [13]. However, the demand on computation time and memory requirements of these models are enormous.…”
Section: Hysteresis Modelmentioning
confidence: 99%
“…In electrical machines, laminated soft magnetic cores exhibit hysteresis losses. The hysteresis losses are the consequence of sudden jumps of the magnetic domain walls (Barkhausen effect) on microscopic scale as declared in Section 1, these phenomena can be covered through a coupled dynamic constitutive model, as presented in [12] or a pragmatic two-scale model [13]. However, the demand on computation time and memory requirements of these models are enormous.…”
Section: Hysteresis Modelmentioning
confidence: 99%
“…The presentation of the generalised theory falls out of the scope of this paper. See [10] for a detailed explanation.…”
Section: D Cross Lamination Modelmentioning
confidence: 99%
“…In practice, the chosen excitation signals are real magnetic field waveforms evaluated at selected probe points in the machine or they are artificially constructed to excite at once a larger class of system inputs (see Section 6). Once the material parameters p k are identified, the approximated lamination models (10) are used as a conventional non-linear constitutive relationship in the macroscopic model (8), which is solved at each time step by a classical Newton-Raphson scheme.…”
Section: Homogenisationmentioning
confidence: 99%
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“…The second major topic treats the numerical modelling of the electromagnetic behavior of electric and magnetic materials. Steentjes et al propose a macroscopic model for ferromagnetic hysteresis that is well‐suited for finite element implementation. The model relies on a consistent thermodynamic formulation.…”
mentioning
confidence: 99%