2021
DOI: 10.1109/jestpe.2019.2952374
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Torque Ripple Suppression Under Open-Phase Fault Conditions in a Five-Phase Induction Motor With Harmonic Injection

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Cited by 24 publications
(24 citation statements)
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“…On the other hand, although the variable u 0 + exists regardless of n, normally i 0 + is zero or negligible [8]. The latter is because for λ = 0 a single neutral point is considered (it gives better postfault performance [6], [9], [33]), machine space harmonics [2], [11], [55] are neglected, and it is assumed that i 0 + is not necessary for healthy operation (unlike, e.g, in some special machines [49]). Asymmetrical winding arrangements are not included in the analysis to avoid excessive length and because their postfault performance is inferior to symmetrical ones [9], [25].…”
Section: A Vector Space Decompositionmentioning
confidence: 99%
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“…On the other hand, although the variable u 0 + exists regardless of n, normally i 0 + is zero or negligible [8]. The latter is because for λ = 0 a single neutral point is considered (it gives better postfault performance [6], [9], [33]), machine space harmonics [2], [11], [55] are neglected, and it is assumed that i 0 + is not necessary for healthy operation (unlike, e.g, in some special machines [49]). Asymmetrical winding arrangements are not included in the analysis to avoid excessive length and because their postfault performance is inferior to symmetrical ones [9], [25].…”
Section: A Vector Space Decompositionmentioning
confidence: 99%
“…normalized with respect to rated healthy operation (from now on, simply "normalized"), i.e., divided by |i rc αβ1 | = i rc [8]- [11]. Since the machine torque depends on |i αβ1 |, 2 the DF is closely related to the MAT; for certain machine, higher DF also implies higher MAT [8]- [11]. Nevertheless, the DF is more general than the MAT in the sense that it does not depend on the machine type (induction, permanent-magnet, etc.…”
Section: B Derating Factor and Maximum Achievable Torquementioning
confidence: 99%
“…I is kept constant based on the stator MMF invariance. Combining the constraint in (17), two zero torque ripple solutions can be deduced. The first solution is same with the conventional minimum torque ripple strategy in (23)…”
Section: B Proposed Minimum Torque Ripple Strategy Under Sigle-phasementioning
confidence: 99%
“…The MMF-based methods do not depend on the motor model, and the current commands are required to ensure the invariance of the stator MMF [17][18]. With this constraint, there are four different fault tolerant control strategies, e.g., the maximum torque strategy [19][20], the minimum copper loss strategy [21][22], the best flux distribution strategy [23][24], and the minimum torque ripple strategy [17,[25][26]. Specifically, the torque ripple needs to be minimized in the drive train and marine propulsion, because the highmagnitude torque ripple yields serious vibration and acoustic noise which, in turn, affect their lifetime [27][28].…”
Section: Introductionmentioning
confidence: 99%
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