• DocumentCode
    3636496
  • Title

    Design of an extended luenberger observer for sensorless vector control of induction machines under regenerating mode

  • Author

    T. Pană;O. Stoicuţa

  • Author_Institution
    Technical University of Cluj-Napoca
  • fYear
    2010
  • Firstpage
    469
  • Lastpage
    478
  • Abstract
    Within this work we present a method of choosing the proportionality coefficient between the eigenvalues of the motor and the eigenvalues of the Luenberger Observer. The choosing of this coefficient is made based on the Routh - Hurwitz criterion considering that the controller within the adjustment mechanism is an adaptive type one. The tuning of the PI controller within the adjustment mechanism is made based on the proportionality coefficient between the eigenvalues of the motor and the eigenvalues of the observer. All these research are made in order to stabilize the control system at low speed both in motor and in regenerating mode running. On the other hand within this work we present in details the current, flux, torque and speed controllers´ tuning within the control system. In the end paper we analyze the asymptotic stability of a vector control system for an induction motor with short-circuited rotor that contains in its loop an extended Luenberger observer. The studied control system is based on the direct rotor flux orientation method (DFOC) and the stability study is based upon the linearization theorem around the equilibrium points of the control system, emphasizing the estimated variation domain of the rotor resistance for which the control system remains asymptotically stable.
  • Keywords
    "Machine vector control","Induction machines","Control systems","Eigenvalues and eigenfunctions","Torque control","Asymptotic stability","Rotors","Sensorless control","Programmable control","Adaptive control"
  • Publisher
    ieee
  • Conference_Titel
    Optimization of Electrical and Electronic Equipment (OPTIM), 2010 12th International Conference on
  • ISSN
    1842-0133
  • Print_ISBN
    978-1-4244-7019-8
  • Type

    conf

  • DOI
    10.1109/OPTIM.2010.5510371
  • Filename
    5510371