DocumentCode
2691425
Title
A method of iron loss and magnetising flux saturation modelling in stationary frame reference of single and two-phase induction machines
Author
Popescu, M. ; Navrapescu, V.
Author_Institution
Helsinki Univ. of Technol., Espoo, Finland
fYear
2000
fDate
2000
Firstpage
140
Lastpage
146
Abstract
This paper proposes an equivalent circuit for the single and two-phase induction machines including simultaneously, but as independent phenomena, the iron loss and the main flux saturation. This model permits an improvement in operation of vector-controlled single and two-phase induction machines. The vector control structure suitable for the unsymmetrical two-phase induction machine can be either rotor or stator flux oriented control. The model can be implemented for simulations by using either experimentally determined parameters or FEM calculated parameters. The stator field oriented system can be readily implemented on the same DSP board with the rotor field control version, as the same parameters are used. It is expected that the stator flux control should be more suitable for low speed applications, while the rotor flux control system is useful for high-speed applications
Keywords
digital control; digital signal processing chips; equivalent circuits; finite element analysis; induction motor drives; losses; machine theory; machine vector control; magnetic flux; magnetic variables control; magnetisation; rotors; stators; DSP board; FEM; equivalent circuit; induction motor drive; iron loss modelling; magnetising flux saturation modelling; rotor flux control; rotor flux oriented control; single-phase induction motors; stationary frame reference; stator flux control; stator flux oriented control; two-phase induction motors; unsymmetrical two-phase induction machine; vector-control;
fLanguage
English
Publisher
iet
Conference_Titel
Power Electronics and Variable Speed Drives, 2000. Eighth International Conference on (IEE Conf. Publ. No. 475)
Conference_Location
London
Print_ISBN
0-85296-729-2
Type
conf
DOI
10.1049/cp:20000235
Filename
888912
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