2012
DOI: 10.6113/jpe.2012.12.4.623
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Digital Control Strategy for Single-phase Voltage-Doubler Boost Rectifiers

Abstract: In this paper, a digital controller design procedure is presented for single-phase voltage-doubler boost rectifiers (VDBR). The model derivation of the single-phase VDBR is performed in the s-domain. After that the simplified equivalent z-domain models are derived. These z-domain models are utilized to design the input current and the output dc-link voltage controllers. For the controller design in the z-domain, the traditional K-factor method is modified by considering the nature of the digital controller. Th… Show more

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Cited by 5 publications
(3 citation statements)
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References 27 publications
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“…To optimize the PI controller gains of a sampled data system in the continuous time domain, it is necessary to determine an equivalent continuous time model that considers the delay time (T d ) produced by the sampling process and the algorithm computation time [18], [19]. The design objective in such an exercise is to maximizes the controller gains (K p and K i ) with the desired phase margin (ϕ m ) while the forward path open loop gain tracks through unity [20].…”
Section: Stability Analysis and Determination Of The Pi Controllmentioning
confidence: 99%
“…To optimize the PI controller gains of a sampled data system in the continuous time domain, it is necessary to determine an equivalent continuous time model that considers the delay time (T d ) produced by the sampling process and the algorithm computation time [18], [19]. The design objective in such an exercise is to maximizes the controller gains (K p and K i ) with the desired phase margin (ϕ m ) while the forward path open loop gain tracks through unity [20].…”
Section: Stability Analysis and Determination Of The Pi Controllmentioning
confidence: 99%
“…1(a) [1]- [7]. However, its conduction losses are large because its power current flow paths always include three main power semiconductors.…”
Section: Introductionmentioning
confidence: 99%
“…In this paper, the individual phase current controllers with the reconstructed phase currents ˆa i , ˆb i , and ˆc i are adopted for balancing each phase. The modified type 3 controller design method proposed in [21] is applied for current control.…”
Section: Type 3 Current Controller Designmentioning
confidence: 99%