A closed-loop selective harmonic compensation for active filters
By Paolo Mattavelli, S. Fasolo. APEC 2000. Fifteenth Annual IEEE Applied Power Electronics Conference and Exposition (Cat. No.00CH37058), 2000
512 citations recorded by the source corpus.
Subfields: Electrical and Electronic Engineering, Electronic, Optical and Magnetic Materials
View Paper: https://www.semanticscholar.org/paper/b79170276697709fa133ca69648b1474d94d31b8
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Electrical and Electronic Engineering
- Frede Blaabjerg
- Heng Wu
- Paolo Mattavelli
- Fernando Pinhabel Marafao
- Dongsheng Yang
- Lucian Asiminoaei
- Colm J. O’rourke
- Mohammad M. Qasim
In Electronic, Optical and Magnetic Materials
- Fernando Pinhabel Marafao
- Frede Blaabjerg
- Colm J. O’rourke
- Mohammad M. Qasim
- James L. Kirtley
- Matthew R. Overlin
- Paolo Mattavelli
Citations in the corpus
- Repetitive-based control for selective harmonic compensation in active power filters (2004, methodology): “Indeed, each bandpass filter can be seen as an integrator in the reference frame rotating at frequency [8] and, thus, under the assumption of unity transfer function between and , the integrator gain gain can be chosen as”
- Delta operator digital filters for high performance inverter applications (2002, unknown): “Previous work has shown how a P Resonant current regulator [1], [2] can achieve excellent performance with zero steady state error and with less complexity than its synchronous frame ‐ PI equivalent [ 3 ].”
- Frequency Response Analysis of Current Controllers for Selective Harmonic Compensation in Active Power Filters (2009, background): “There are several approaches for this control: multiple rotating integrators (MRI) implemented in individual harmonic reference frame [2], [18], repetitive-based control [8], [9] and generalized integrators [14], [15] realized in stationary reference frame, generalized sinusoidal integrators [16], a”
- Impedance Shaping of the Grid-Connected Inverter with LCL Filter to Improve Its Adaptability to the Weak Grid Condition (2014, background): “To improve the stabilizing performance, a leading phase angle can be embedded into the resonant compensators when the frequencies of the current harmonics to be suppressed are close to or above the current control bandwidth [28], [29].”
- Synchronous-frame harmonic control for high-performance AC power supplies (2001, methodology): “Following the reasoning of repetitive-based control schemes and extending the approaches proposed in [4] and in [16], this paper discusses the implementation of synchronous-frame control for some selected frequencies in the output voltage.”
- A Geometric Interpretation of Reference Frames and Transformations: dq0, Clarke, and Park (2019, methodology): “Currently, dq0 based models are used in a wide variety of applications including: modelling and control of electric machines and drives [1], [2], multimachine modelling [3], multi-inverter modelling [4], microgrid simulation [5]–[7], phase-locked loops (PLLs) [8] and active power filters [9].”