2022
DOI: 10.3390/computation10030041
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Computation of Nonlinear Load Harmonic Currents in the Presence of External Distortions

Abstract: This paper deals with the issues of computation of the nonlinear load harmonic currents in the presence of external distortions based on the real measurements with help of passive harmonic. Such values are necessary when modeling an equivalent nonlinear load as current sources in the presence of external distortions. The passive filter allows to separate external and internal distortions, which is necessary when determining the harmonic currents of a single consumer. The influence of various parameters on the … Show more

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Cited by 9 publications
(8 citation statements)
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“…In this case, the measurement of the harmonic currents I 1h and I 2h corresponds to a certain error of the currents I 01h and I 02h . An estimation of such an error is given in [38,39] and is insignificant due to the fact that the harmonic impedance of the filter at the h th harmonic frequency is significantly less than the harmonic impedance of Load 1 and Load 2 of the consumer at the same frequency. Then harmonic currents I 1h and I 2h flow through the supply feeder circuit and the passive filter circuit at the h th harmonic frequency.…”
Section: Methods For Determination the Share Contribution Of Harmonic...mentioning
confidence: 99%
“…In this case, the measurement of the harmonic currents I 1h and I 2h corresponds to a certain error of the currents I 01h and I 02h . An estimation of such an error is given in [38,39] and is insignificant due to the fact that the harmonic impedance of the filter at the h th harmonic frequency is significantly less than the harmonic impedance of Load 1 and Load 2 of the consumer at the same frequency. Then harmonic currents I 1h and I 2h flow through the supply feeder circuit and the passive filter circuit at the h th harmonic frequency.…”
Section: Methods For Determination the Share Contribution Of Harmonic...mentioning
confidence: 99%
“…Such a phenomenon will degrade the original converted signal and lead to SFDR. That is, in IEEE Standard 1241, SFDR is the ratio of discrete fourier transform (DFT) regenerated digital signal amplitude to the largest harmonic (spurious) component observed over the full Nyquist band [19], [22], [23].…”
Section: (N) = X(t) + Ementioning
confidence: 99%
“…Yet, as the fourier transform is based on the summation series of sine and cosine waveforms, characteristics of spectral impurity such as noise, harmonics, and frequency drifts may add and affect the digitizer testing output integrity [19]. As fourier transform articulates signals in the frequency domain, there will be no time representations in such an algorithm [19], [23]- [26].…”
Section: Numerical Relay Operation and Testingmentioning
confidence: 99%
“…i.e., the provision of Reactive demand to the local load. Instead of Reactive demand being fed from the centralized source, the reactive demand is fed local by two ways: Passive Source-capacitor banks [12] tied before the reactive load center or by active equipment consisting of SVC [13], IVR [14], Synchronous Generators. Passive topologies are manually operated, while active ones automatically regulate their reactive power injection, so as to optimize their input to VR.…”
Section: Conventional Voltage Regulation Techniquementioning
confidence: 99%