2011
DOI: 10.1002/cta.629
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Reactive power compensation in a multi‐line system under sinusoidal unbalanced conditions

Abstract: SUMMARYA new generalized reactive power compensation algorithm applicable to a multi-line system under sinusoidal conditions is reviewed. This method does not require any decomposition of reactive power or non-active current. It is shown that a realization of the compensator can be obtained by means of a simple connection of reactive elements. Accordingly, it is concluded that to compensate the reactive power is a simple circuit synthesis problem. The algorithm is illustrated by means of examples.

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Cited by 20 publications
(18 citation statements)
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“…The analysis can be extended to poly-phase system with an arbitrary number of phases and wires [14]. Also other objectives of compensation can be considered: a sinusoidal supply current, a supply current with the same harmonics as the voltage, a positive sequence supply current, ...…”
Section: Further Discussionmentioning
confidence: 99%
“…The analysis can be extended to poly-phase system with an arbitrary number of phases and wires [14]. Also other objectives of compensation can be considered: a sinusoidal supply current, a supply current with the same harmonics as the voltage, a positive sequence supply current, ...…”
Section: Further Discussionmentioning
confidence: 99%
“…Those zero-sequence currents could be compensated by passive elements such as are described in reference [11], but the simplest compensation method is to equitably distribute the wye loads. The simulator presented in this paper provides the impedance values of the optimal wye load that minimizes the zero-sequence line currents.…”
Section: Reactive and Imbalance Load Compensation Devices And Methodsmentioning
confidence: 99%
“…The reactive and unbalanced compensators must minimize the positive-sequence reactive currents and the negative-sequence currents supplied to the wye and delta loads. Those passive compensators are built by three-phase delta connections of coils and capacitors, whose values are determined in the same manner as it was explained in references [11][12][13]. Our compensators are connected in delta for two reasons, mainly: (1) to simplify the topology; and (2) to apply quasi-balanced line to line voltages to the elements of those devices.…”
Section: Introductionmentioning
confidence: 99%
“…3 The 3-phase voltage source converter (VSC), which can provide a sinusoidal current to the grid and bidirectional power flow, is widely used in these renewable power generation systems. [7][8][9] In Von Jouanne and Banerjee, 10 it is illustrated that the unbalanced voltage will cause a third-order harmonic current at the ac output of the VSC. The performance of VSCs degrades with the current distortion characterized by a large amount of harmonics.…”
Section: Introductionmentioning
confidence: 99%