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[43972] Artykuł: Motion equations of electromechanical system on the example of reluctance motorCzasopismo: Curran Associates, Inc. 57 Morehouse Lane RedHook, NY 12571 Strony: 603-606ISSN: - ISBN: 978-80-248-2988-3 Wydawca: VSB-TECH UNIV OSTRAVA, FEECS, DEPT ELECTR POWER ENG, 17. LISTOPADU 15, OSTRAVA, 70833, CZECH REPUBLIC Opublikowano: 2013 Seria wydawnicza: International Scientific Conference on Electric Power Engineering Autorzy / Redaktorzy / Twórcy Grupa MNiSW: Materiały z konferencji międzynarodowej (zarejestrowane w Web of Science) Punkty MNiSW: 15 Klasyfikacja Web of Science: Proceedings Paper Web of Science Keywords: Reluctance motor  non-holonomic  equations of motion  Lagrangea function  power balance  |
In the bibliography there are often used the motor motion equation, which do not fullfil the balance of the power. The authors performed single-phase reluctance motor to test the motion equations. The identification of the motor parameters as a function of the rotation angle the rotor was carried out for supply alternating voltage 50 Hz. A mechanical system was assumed as a system which can oscillate as the element of physical pendulum containing the motor rotor and metal bar mounted perpendicularly to its axis. The mechanical system parameters were measured during the pendulum oscillation with open motor winding. The work deals with the characteristics and parameters of the system dynamics. In the paper the parameters of the equations motion obtained from experiment and from Lagrange'a equations of second order are compared. The methodology of the obtaining the equation, along with a discussion of holonomic its of electromechanical systems is also presented.