2018 18th International Conference on Harmonics and Quality of Power (ICHQP) 2018
DOI: 10.1109/ichqp.2018.8378871
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Network resonance detection using harmonic active power

Abstract: Resonances in electrical distribution systems can result in amplification of harmonics, which is undesirable in electrical networks. To avoid intrusive measurement techniques, in the majority of the cases network modeling is used to validate if there is an issue with resonance. In this paper a new, innovative but simple, concept is presented which uses relatively basic measurements to segregate the power related to specific harmonics into active and non-active harmonic power. These results are subsequently use… Show more

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Cited by 8 publications
(6 citation statements)
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“…From a harmonic power flow point of view this is equivalent to a cancellation of the harmonic reactive power term Q h at the said resonance frequency, maximizing the harmonic active power fraction. Remember that the term "harmonic reactive power" results from the direct multiplication of voltage and current phasors at the same frequency, neglecting distortion power terms resulting from mixed multiplication of voltage and current phasors at different frequencies [35,36]. It is not meant by this that the active power term P h is maximum overall, but its fraction taken with respect to the total harmonic apparent power A h = √ (P h 2 +Q h 2 ) (namely the harmonic displacement factor d h = P h /A h ) is.…”
Section: Resonance Conditionsmentioning
confidence: 99%
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“…From a harmonic power flow point of view this is equivalent to a cancellation of the harmonic reactive power term Q h at the said resonance frequency, maximizing the harmonic active power fraction. Remember that the term "harmonic reactive power" results from the direct multiplication of voltage and current phasors at the same frequency, neglecting distortion power terms resulting from mixed multiplication of voltage and current phasors at different frequencies [35,36]. It is not meant by this that the active power term P h is maximum overall, but its fraction taken with respect to the total harmonic apparent power A h = √ (P h 2 +Q h 2 ) (namely the harmonic displacement factor d h = P h /A h ) is.…”
Section: Resonance Conditionsmentioning
confidence: 99%
“…At resonance, inductive and capacitive terms compensate, leaving a line impedance with resistive behavior [35,36]. The resistive term should then be determined quite accurately, and the skin effect should be taken into account for a correct estimate of damping and height of the impedance peaks.…”
mentioning
confidence: 99%
“…From a harmonic power flow point of view this is equivalent to a cancellation of the harmonic reactive power term Qh at the said resonance frequency, maximizing the harmonic active power fraction. It is just remembered that the term "harmonic reactive power" results from the direct multiplication of voltage and current phasors at the same frequency, neglecting distortion power terms resulting from mixed multiplication of voltage and current phasors at different frequencies [35,36]. Then it is not meant that the active power term Ph is maximum overall, but its fraction taken with respect to the total harmonic apparent power Ah = (Ph 2 +Qh 2 ) (namely the harmonic displacement factor dh = Ph/Ah) is.…”
Section: Resonance Conditionsmentioning
confidence: 99%
“…nance inductive and capacitive terms compensate, leaving a line impedance with resistive behavior [35,36]. The resistive term should be then determined quite accurately, and skin effect should be taken into account for a correct estimate of damping and height of the impedance peaks.…”
mentioning
confidence: 99%
“…Resonance modes at harmonics frequencies in power grids have been [1][2][3][4][5] and remain a big challenge [6][7][8][9][10]. They occur due to availability of equipment with capacitance and reactive elements [11,12].…”
Section: Introductionmentioning
confidence: 99%