Selective harmonic control: a general problem formulation and selected solutions
By J.R. Wells, B.M. Nee, Patrick L. Chapman, Philip T. Krein. IEEE transactions on power electronics, 2005
217 citations recorded by the source corpus.
Subfields: Electrical and Electronic Engineering
View Paper: https://www.semanticscholar.org/paper/1a83b92efb2f781d553a7b8997102c9c50a86560
How researchers see this paper
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In Electrical and Electronic Engineering
- Mohamed S. A. Dahidah
- Vassilios G. Agelidis
- Kehu Yang
- Jin Wang
- Ruyi Yuan
- Wensheng Yu
- Qi Zhang
- Jiaxin Yuan
Citations in the corpus
- Modulation-Based Harmonic Elimination (2007, background): “Second, it has been shown that there are many solutions to the SHE problem that were previously unknown [8].”
- A Five-Level Symmetrically Defined Selective Harmonic Elimination PWM Strategy: Analysis and Experimental Validation (2008, background): “Interestingly, symmetry, which was widely assumed in the past in all reported methods and solutions, can be relaxed and this results in different solutions and a more generic way to define the problem as reported in [11], [15].”
- Selective Harmonic Elimination With Groebner Bases and Symmetric Polynomials (2016, background): “If the quarter-wave symmetric of the output waveform is relaxed to half-wave symmetric, there probably exist infinite number of solutions for SHE problem [28]–[30]; however, this is beyond the subject of this paper.”
- Selective Harmonic Elimination PWM Control for Cascaded Multilevel Voltage Source Converters: A Generalized Formula (2008, background): “References [17] and [18] generalized the problem formula-”
- Frequency Adaptive Selective Harmonic Control for Grid-Connected Inverters (2015, unknown): “There are also other control strategies, which can selectively compensate the harmonic distortion by modifying the modulation schemes, as presented in [23]–[26].”