2018 IEEE International Power Electronics and Application Conference and Exposition (PEAC) 2018
DOI: 10.1109/peac.2018.8590466
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Optimal Compensation of Delta-connected Dynamic Capacitor for Unbalanced Load

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Cited by 3 publications
(4 citation statements)
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“…Substitute (13) into (4) and compensation current i C (t) can be deduced as (14): (see (14)) where the (k + 1)th harmonic current i C_k+1 (t) can be decomposed into i C_k + 1 ′ t leading v n+1 by phase π/2 and i C_k + 1 ′′ t in phase with v n+1 , as expressed by (15):…”
Section: Power Balance Of D-cap With Series and Parallel Resonance Acmentioning
confidence: 99%
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“…Substitute (13) into (4) and compensation current i C (t) can be deduced as (14): (see (14)) where the (k + 1)th harmonic current i C_k+1 (t) can be decomposed into i C_k + 1 ′ t leading v n+1 by phase π/2 and i C_k + 1 ′′ t in phase with v n+1 , as expressed by (15):…”
Section: Power Balance Of D-cap With Series and Parallel Resonance Acmentioning
confidence: 99%
“…In the meanwhile, the other (k − 1)th, (2k − 1)th and (2k + 1)th harmonic currents i C_k−1 (t), i C_2k−1 (t) and i C_2k+1 (t), respectively, will not cause active power. According to (13) and (15), the active power absorbed by the (k + 1)th harmonic damping is expressed as (16):…”
Section: Power Balance Of D-cap With Series and Parallel Resonance Acmentioning
confidence: 99%
See 1 more Smart Citation
“…Furthermore, interaction between reactive compensation and harmonic suppression for three-phase Bucktype D-CAP is discussed and a coordination control is designed in [16]. For imbalance suppression, optimal control strategies are given respectively in [17], [18] for delta and star-connected Buck-type D-CAP to compensate the maximum unbalanced load based on capacitive compensation.…”
Section: Introductionmentioning
confidence: 99%