2000
DOI: 10.1109/7.869516
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Admittance space stability analysis of power electronic systems

Abstract: Power electronics based power distribution systems (PEDSs) are becoming increasingly common, particularly in marine and aerospace applications. Stability analysis of this class of systems is crucial due to the potential for negative impedance instability. Existing techniques of stability analysis introduce artificial conservativeness, are sensitive to component grouping, and at the same time do not explicitly address uncertainties and variations in operating point. A new stability criterion, which reduces arti… Show more

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Cited by 293 publications
(141 citation statements)
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“…The source impedance Z i (ω) is inductive at the low frequency range and capacitive in the high frequency range, and presents a wide and smooth magnitude peak at 5 Hz, which has been found to be highly dependent on the source converter controller. In the case of the load admittance, it should be noted that Y o (ω) is defined by a negative resistive behaviour in the low frequency range (∠Y o (ω) = 180 deg), as expected from a CPL [5], [6], [21], [22]. At the high frequency range, where the control action does not have an effect, Y o (ω) is inductive and has a low magnitude.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…The source impedance Z i (ω) is inductive at the low frequency range and capacitive in the high frequency range, and presents a wide and smooth magnitude peak at 5 Hz, which has been found to be highly dependent on the source converter controller. In the case of the load admittance, it should be noted that Y o (ω) is defined by a negative resistive behaviour in the low frequency range (∠Y o (ω) = 180 deg), as expected from a CPL [5], [6], [21], [22]. At the high frequency range, where the control action does not have an effect, Y o (ω) is inductive and has a low magnitude.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…These stability-related problems and their possible solutions can also be found in [16]- [24]. DC-side modeling of power electronic systems as impedance is reported in [16]- [18] for dc applications. These works show that the small-signal analysis is a suitable method to linearize the power electronic systems.…”
Section: Introductionmentioning
confidence: 99%
“…1 can be scaled down to a simplified circuit like in Fig. 2 [17], [18], by assuming that both the sources and the loads are working with similar loading cycles, respectively. A key feature of Fig.…”
Section: System Dynamic Assessment Based On Impedance Stability mentioning
confidence: 99%
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