DocumentCode
1660272
Title
Discontinuous modulation of multiphase inverter-fed AC motors
Author
Halász, Sándor
Author_Institution
Budapest Univ. of Technol., Budapest, Hungary
fYear
2009
Firstpage
1
Lastpage
9
Abstract
Different types of discontinuous PWMs of multiphase inverter-fed ac motors are investigated from point of view of ac motor harmonic losses. The derived expressions for computation of the generalized loss-factors and its components are given for different phase number and for all the investigated PWM methods. It is shown that the discontinuous PWM of multiphase system cannot be as successful as that for the case of three-phase system. Therefore in comparison with continuous PWMs the discontinuous ones have no advantages in case of phase number more than 9. However, the stator harmonic current losses are slightly higher while the rotor harmonic current losses are considerably lower than those in case of three-phase system. At the same time for the phase number over 7 a sensible broadening of the linear voltage control region is impossible for any PWM method. The theoretical derived expressions for stator and rotor losses (derived for infinite value of switching frequency, MATCAD program) are checked by results of direct computation for a finite value of switching frequency (MATLAB program) as well by simulations.
Keywords
AC motor drives; PWM invertors; rotors; stators; AC motor drives; PWM inverters; discontinuous modulation; linear voltage control region; multiphase inverter; rotor harmonic current losses; stator harmonic current losses; AC motors; Induction motors; MATLAB; Phase modulation; Pulse width modulation; Pulse width modulation inverters; Space vector pulse width modulation; Stators; Switching frequency; Voltage control; Multiphase drive; Pulse Width Modulation (PWM); harmonics; induction motor;
fLanguage
English
Publisher
ieee
Conference_Titel
Power Electronics and Applications, 2009. EPE '09. 13th European Conference on
Conference_Location
Barcelona
Print_ISBN
978-1-4244-4432-8
Electronic_ISBN
978-90-75815-13-9
Type
conf
Filename
5278729
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