2020
DOI: 10.3390/en13020496
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Review of Time and Space Harmonics in Multi-Phase Induction Machine

Abstract: Modern multiphase electric machines take advantage of additional degrees of freedom for various purposes, including harmonic current injection to increase torque per ampere. This new approach introduces a non-sinusoidal air gap flux density distribution causing additional technical problems and so the conventional assumptions need to be revised. The paper presents a methodology for synthesis of air gap magnetic field generated by a symmetrically distributed multiphase windings including the rotor field reactio… Show more

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Cited by 28 publications
(25 citation statements)
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“…Hence, to obtain the same MMF magnitude from the two winding sets, for equal ampere turn for both windings N C1 I A1 = N C2 I A2 . The relation between the number of turns per phase for the two winding sets is expressed as N C2 = 1.902N C1 (12) where N C1 is the number of turns of star winding A1, and N C2 is the number of turns of the pentacle winding A2. This gives the same copper volume as in a conventional five-phase winding.…”
Section: Pentacle-star Winding Mmf Analysismentioning
confidence: 99%
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“…Hence, to obtain the same MMF magnitude from the two winding sets, for equal ampere turn for both windings N C1 I A1 = N C2 I A2 . The relation between the number of turns per phase for the two winding sets is expressed as N C2 = 1.902N C1 (12) where N C1 is the number of turns of star winding A1, and N C2 is the number of turns of the pentacle winding A2. This gives the same copper volume as in a conventional five-phase winding.…”
Section: Pentacle-star Winding Mmf Analysismentioning
confidence: 99%
“…Further, the voltage or current waveform output by the inverter is not a standard sine wave, but contains a harmonic component which cannot be ignored, and the produced harmonic Magneto-Motive Force (MMF) has a great influence on the operational performance of the motor. Therefore, many research institutes and universities have paid attention to the following four aspects: 1) the structural design of multi-phase motors, as good structural design can effectively reduce the influence of spatial harmonics on motor performance (e.g., start-up performance and magnetic noise); 2) the relationship between harmonic current and the harmonic MMF of multi-phase motors with different structure under a non-sinusoidal power supply; 3) how to effectively use the harmonics to improve motor performance; and 4) fault diagnosis and fault-tolerant control of multi-phase motors [1][2][3][4][5][6][7][8][9][10][11][12][13][14].…”
Section: Introductionmentioning
confidence: 99%
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“…The determination of such characteristics requires complex tests, therefore another approximate method should be sought to enable calculations of the parameters and characteristics of the designed motors as close as possible to the values obtained as a result of laboratory tests of model motors. This particularly applies to the accuracy of calculating losses in the motor core and magnetizing current [35,36]. As demonstrated in [37], at motor load, core losses due to higher harmonics of induction far outweigh basic losses in teeth and stator yoke.…”
Section: Including the Impact Of Core Fabrication Technology In Analymentioning
confidence: 99%
“…Extra torque contributions are obtained because the air gap's flux distribution is flattened, avoiding the iron saturation and achieving a wider operational range. In summary, a MEM improves torque density, decreases cogging torque, reduces ripples, reduces rotor losses, and is more fault-tolerant [11]- [14].…”
Section: Introductionmentioning
confidence: 97%