Limiting Electromagnetic Torque Fluctuations of an Induction Motor with Scalar Control
DOI:
https://doi.org/10.14529/power180311Keywords:
induction motor, scalar control, electromagnetic torque, correction, transient modes, mathematical model, computer simulationAbstract
The paper presents mathematical models of induction motor as a system of equations and a structure. It also suggests the correction methods of induction motor with scalar control, which decrease fluctuations of electromagnetic torque. The graphs of the transients of the frequency-controlled electric drive with scalar control, obtained based on the mathematical model with and without additional correction device, are given.
The presented scalar control system for induction motor allows starting the electric drive and regulating the speed with the stabilization of the electromagnetic torque of induction motor with a maximum deviation from the mean value under 5 %, as well as suppressing the engine speed fluctuations in transient modes.
The frequency-controlled electric drives with induction motor and scalar control with improved dynamic properties can be applied in metallurgical mechanisms.
References
Klyuchev V.I. Teoriya elektroprivoda [Electric Drive Theory]. Moscow, Energoatomizdat Publ., 2001. 704 p.
Emelianov A.P., Churkin B.A. Scalar Control of Squirrel-Cage Induction Motor with Stator Active
Current. Bulletin of the South Ural State University. Ser. Power Engineering, 2014, vol. 14, no. 3, pp. 85–90.
(in Russ.)
Bose B.K. Modern Power Electronics and AC Drives. New Jersey, USA, Prentice Hall PTR, 2002. 711 p.
Meshcheryakov V.N., Sibirtsev D.S. [The System of Asynchronous Electric Drive Control with the Forced Slip Task]. Scientific and Technical Journal “Vestnik LSTU”, 2017, no. 1, pp. 24–28. (in Russ.)
Meshcheryakov V.N., Meshcheryakova O.V. [Mathematical Vector Model of Induction Motor and Struc-tural-Topological Analysis of the Model]. Vesti vuzov Chernozem'ya [News of the Universities], 2014, no. 2,
pp. 19–22.
Sokolovskiy G.G. Elektroprivody peremennogo toka s chastotnym regulirovaniem [Electric Drives with Frequency Control]. Moscow, Academia Publ., 2006. 265 p.
German-Galkin S.G. Komp'yuternoe modelirovanie polu-provodnikovykh sistem MATLAB 6.0 [MATLAB 6.0 Computer Simulation of Semiconductor Systems]. St. Petersburg, KORONA Publ, 2001. 320 p.