2021
DOI: 10.1109/tim.2020.3036753
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Compressive Sensing-Based Harmonic Sources Identification in Smart Grids

Abstract: Identifying the prevailing polluting sources would help the distribution system operators in acting directly on the cause of the problem, thus reducing the corresponding negative effects. Due to the limited availability of specific measurement devices, ad-hoc methodologies must be considered. In this regard, Compressive Sensing-based solutions are perfect candidates. This mathematical technique allows recovering sparse signals when a limited number of measurements are available, and thus overcoming the lack of… Show more

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Cited by 20 publications
(14 citation statements)
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References 31 publications
(48 reference statements)
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“…where ϵ w = W Ch ϵ Γ is the whitened measurement error vector, having the identity matrix as covariance matrix. In order to obtain a suitable estimation of the measurement error norm, the method illustrated in [27] has been used and adapted to the specific problem. To solve (24), the method described in [28] has been followed (see Appendix B).…”
Section: B Proposed Methods and Regularizationmentioning
confidence: 99%
“…where ϵ w = W Ch ϵ Γ is the whitened measurement error vector, having the identity matrix as covariance matrix. In order to obtain a suitable estimation of the measurement error norm, the method illustrated in [27] has been used and adapted to the specific problem. To solve (24), the method described in [28] has been followed (see Appendix B).…”
Section: B Proposed Methods and Regularizationmentioning
confidence: 99%
“…It is possible to identify the harmonic sources in a power system by calculating the harmonic components injected into the network by each source, load, or generator for all the harmonic orders of interest. The research in [43] has the main objective of the identification of the harmonic sources since it will enable system operators to take immediate action against the origin of the issue. This strategy is known as harmonic source estimation (HSoE).…”
Section: A Parametric Harmonic Estimation Methodsmentioning
confidence: 99%
“…For the same reason, even if ' ε σ can be chosen arbitrarily small, in practice it is pointless to choose a value lower than the largest uncertainty affecting the elements of ' 0 Λ . In any case, if 2 2 ' ε ε σ σ < , then the signal noise floor after disturbance whitening is certainly lower than before applying (10).…”
Section: B Observation Interval Adjustment and Disturbance Whiteningmentioning
confidence: 97%
“…Even though the limits reported in the IEEE/IEC Standard were established mainly for transmission systems monitoring, at the moment they are usually a reference also for distribution-level PMUs. However, the inherent characteristics of distribution systems (e.g., the use of shorter lines with a lower X/R ratio than in transmission systems [9]) as well the presence of stronger harmonic and inter-harmonic interferers caused by a variety of sources pose two further crucial and contrasting problems [10]. On one hand, the phase angle differences between bus voltage phasors are very small (in the order of a few mrad) [11], which requires higher accuracy than traditional PMUs.…”
Section: Introductionmentioning
confidence: 99%