2016 IEEE Transportation Electrification Conference and Expo (ITEC) 2016
DOI: 10.1109/itec.2016.7520267
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Three-phase common mode inductor design and size minimization

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Cited by 15 publications
(13 citation statements)
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“…As explained in <2.3>, the use of small‐sized cores in filter inductors is advantageous in that high impedance can be obtained in high frequency range. However, in power circuits, inductors are designed with regard to magnetic flux saturation, [ 32,33 ] and core size grows with system's power capacity. Thus, in real applications, the effects of dimensional resonance must be avoided while using large‐sized cores.…”
Section: Effect Of Core Segmentation On Inductor Impedancementioning
confidence: 99%
“…As explained in <2.3>, the use of small‐sized cores in filter inductors is advantageous in that high impedance can be obtained in high frequency range. However, in power circuits, inductors are designed with regard to magnetic flux saturation, [ 32,33 ] and core size grows with system's power capacity. Thus, in real applications, the effects of dimensional resonance must be avoided while using large‐sized cores.…”
Section: Effect Of Core Segmentation On Inductor Impedancementioning
confidence: 99%
“…Furthermore, since this inductance is an air-cored inductor, it never saturates at any level of current keeping sustainable filtering performance which favors the usage of a toroidal CMC for CM and DM noise suppression. This inherent parasitical parameter has been addressed in several research papers, either as a constraint in the design of CMCs which is the case in [8]- [10] or to act as a formal DM inductor in EMI filters design as in [11]- [18]. References [19], [20] reported the designable parameter for a CMC.…”
Section: Introductionmentioning
confidence: 99%
“…Toroid core window area imposes another design constrain for the CM choke. The maximum number of turns is limited by the inner diameter of the core according to [80]:…”
Section: Analytical Estimationmentioning
confidence: 99%
“…High-frequency behavior modeling of the CM choke has been presented in [44,81], but the choke parameters rely on the previous measurement results. In [80,82], the total parasitic capacitance in the choke is modeled by a network of series and parallel connection of the turn-to-turn capacitance and the turn-to-core capacitance. This model considers the distribution of the choke winding and its parasitic capacitance but the proposed analytical estimation makes quite a lot assumptions and is only valid when the number of turns is larger than 10.…”
Section: Fem Simulationmentioning
confidence: 99%
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