2014 Power Systems Computation Conference 2014
DOI: 10.1109/pscc.2014.7038371
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Probabilistic assessment of the impact of distributed generation and non-linear load on harmonic propagation in power networks

Abstract: -The paper investigates the uncertainties involved in the assessment of annual harmonic performance of a distribution network with distributed generation and non-liner loads. Considering a random variable locations and injections of harmonic sources, both generation and load, a probabilistic assessment of harmonic propagation through the network is performed. The influence of variable and diverse distributed generation in particular is clearly documented.

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Cited by 9 publications
(8 citation statements)
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“…Thus, by repeatedly applying equation ( 5) to the buses located electrically further away from the monitored bus, all the harmonic voltages can be estimated sequentially for all the non-monitored system buses. The GDN network was widely used in various types of studies in the past [15][16][17]. The network parameters were modelled based on realistic UK distribution networks.…”
Section: F Harmonic Estimationmentioning
confidence: 99%
“…Thus, by repeatedly applying equation ( 5) to the buses located electrically further away from the monitored bus, all the harmonic voltages can be estimated sequentially for all the non-monitored system buses. The GDN network was widely used in various types of studies in the past [15][16][17]. The network parameters were modelled based on realistic UK distribution networks.…”
Section: F Harmonic Estimationmentioning
confidence: 99%
“…Based on the types of the non-linear loads, the mean of the normal distribution varies, as given in Table 5. The harmonic current injection from DGs follows pre-set normal distributions as well, and the mean of the normal distribution is also given in Table 5 [30]. The standard deviation of the aforementioned normal distributions is set to 10% of the mean.…”
Section: Mitigation Of Harmonicsmentioning
confidence: 99%
“…The ratio of the magnitude of the injected harmonic current to that of the fundamental component (used to model harmonic injection by nonlinear loads and generation) follows pre-set normal distributions. The mean values of the normal distribution used for different types of non-linear loads and various DGs (including PV and wind generators), not listed here due to space limitations, can be found in [25]. The standard deviation of the aforementioned normal distributions is set to 10% of the mean.…”
Section: Case Study a Network Settingsmentioning
confidence: 99%