2006
DOI: 10.1049/ip-epa:20050357
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Methodologies for the design of LCC voltage-output resonant converters

Abstract: The paper presents five structured design methodologies for third-order LCC voltageoutput resonant converters. The underlying principle of each technique is based on an adaptation of a FMA equivalent circuit that accommodates the nonlinear behaviour of the converter. In contrast to previously published methods, the proposed methodologies explicitly incorporate the effects of the transformer magnetising inductance. Furthermore, a number of the methodologies allow the resonant-tank components to be specified at … Show more

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Cited by 24 publications
(12 citation statements)
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“…Fig. 1 shows an inductorless half-bridge PT-based converter [21] and an LCC resonant converter [22]. Since the input capacitance of the PTs are normally in the range of nanofarads, longer time is needed for the resonant current to provide sufficient charge to the capacitors, which means that the DT in PT-based converters is larger than that in LCC resonant converters.…”
Section: A Principle Of Dead Time (Dt)mentioning
confidence: 99%
“…Fig. 1 shows an inductorless half-bridge PT-based converter [21] and an LCC resonant converter [22]. Since the input capacitance of the PTs are normally in the range of nanofarads, longer time is needed for the resonant current to provide sufficient charge to the capacitors, which means that the DT in PT-based converters is larger than that in LCC resonant converters.…”
Section: A Principle Of Dead Time (Dt)mentioning
confidence: 99%
“…Over one half-cycle (14) Substituting for and rearranging provides (15) A further expression for can be obtained by noting that the rectifier ceases conducting when . Evaluating the preceding expression and rearrangement leads to (16) The output voltage is subsequently found from Ohm's law: .…”
Section: B Operation With Discontinuous Conductionmentioning
confidence: 99%
“…It is therefore prudent to give boundaries of model applicability. Due to significant complexity involved in determining these boundaries, a similar technique to that reported in [14], is taken, where many randomly generated converter designs are simulated using accurate timedomain based models, the results of which are used to validate the describing function models over a wide parameter range. Notably, the normalized design parameters are used, thereby providing generically applicable results for a wide range of converter specifications.…”
Section: Model Boundariesmentioning
confidence: 99%
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“…The voltage-output LCC resonant converter ( Fig. 1), while having good part-load efficiency characteristics, is difficult to analyse as a result of the finite time taken to charge and discharge the parallel capacitor [5]- [9]. Fundamental Mode Approximation (FMA), the most widely used technique for analysis, assumes that the parallel capacitor waveform is a square-wave, which 0885 can significantly degrade analysis accuracy.…”
mentioning
confidence: 99%