• DocumentCode
    1052461
  • Title

    Inverted and Forward Preisach Models for Numerical Analysis of Electromagnetic Field Problems

  • Author

    Dlala, Emad ; Saitz, Julius ; Arkkio, Antero

  • Volume
    42
  • Issue
    8
  • fYear
    2006
  • Firstpage
    1963
  • Lastpage
    1973
  • Abstract
    This paper discusses the use of the inverted ( B -based) Preisach model and its incorporation into the finite-element method (FEM). First, the B -based Preisach model is studied thoroughly along with the forward ( H -based) Preisach model, highlighting the advantages and disadvantages of both models. The study confirms that, in addition to the main purpose of the B -based model—to compute the magnetic field H directly—the B -based model can overcome the congruency problem. Thus, the B -based model proves to be more accurate than the H -based model. Second, the paper suggests that incorporating the B -based Preisach model into FEM models results in relatively accurate, computationally efficient simulations. The method has been validated by simulating hysteresis torque in a high-speed induction motor, and a comparative investigation of the effectiveness, accuracy, and efficiency of the models has been conducted.
  • Keywords
    Congruency; finite-element method (FEM); forward (; inverted (; magnetic hysteresis; Computational modeling; Electromagnetic fields; Electromagnetic modeling; Finite element methods; Induction motors; Magnetic fields; Magnetic hysteresis; Numerical analysis; Numerical models; Torque; Congruency; finite-element method (FEM); forward (; inverted (; magnetic hysteresis;
  • fLanguage
    English
  • Journal_Title
    Magnetics, IEEE Transactions on
  • Publisher
    ieee
  • ISSN
    0018-9464
  • Type

    jour

  • DOI
    10.1109/TMAG.2006.877463
  • Filename
    1661938