@article{f0373f341056404eaeddd5a4e7522f4b,
title = "Predictive control strategies operating at fixed switching frequency for input filter resonance mitigation in an indirect matrix converter",
abstract = "The classic model predictive control leads to a variable switching frequency which could produce resonances in the input filter of the matrix converter, affecting the performance of the system. This paper proposes two methods to mitigate the resonance of the input filter to solve this issue. The first method consists in a hybrid combination of model predictive current control with instantaneous reactive power minimization and an active damping method which consists in emulating a virtual resistor in parallel to the input filter's capacitor. The second method imposes a sinusoidal source current instance to minimize the instantaneous reactive power at the input side. Both methods can be further enhanced with fixed switching frequency operations. Simulated results confirm the feasibility of the proposal demonstrating that the performance of the system is improved with source and load currents showing a significant reduction in the harmonic distortion produced by the filter resonance.",
keywords = "Active damping, Current control, Fictitious dc-link, Finite control set model predictive control, Matrix converters, Predictive control",
author = "Marco Rivera and Sergio Toledo and Luca Tarisciotti and Wheeler, {Patrick W.} and Hanbing Dan",
note = "Funding Information: Aqu{\'i} es esencial definir la corriente de referencia para la fuente del IMC, la cual resulta de la relaci{\'o}n de potencia aparente en el lado de la entrada como: siendo y los valores instant{\'a}neos de la corriente y la tensi{\'o}n de entrada, respectivamente. La componente real de la ecuaci{\'o}n (10) relativa a la potencia activa de entrada se muestra como funci{\'o}n de los par{\'a}metros del lado de entrada seg{\'u}n la ecuaci{\'o}n siguiente: siendo ௦ la amplitud de la tensi{\'o}n de la fuente e ௦ la amplitud de la fundamental de la corriente de la fuente, consistente en la variable a ser calculada. En el lado de salida, la potencia activa se obtiene como: siendo ∗ la amplitud de la corriente de referencia de salida. Funding Information: Marco Rivera (S{\textquoteright}09-M{\textquoteright}11) was born in Talca, Chile, in 1982. He received the B.Sc. degree in electronics engineering and the M.Sc. degree in electrical engineering from the Universidad de Concepci{\'o}n, Concepci{\'o}n, Chile, in 2007 and 2008, respectively, and the Ph.D. degree from the Department of Electronics Engineering, Universidad T{\'e}cnica Federico Santa Mar{\'i}a, Valpara{\'i}so, Chile, in 2011. Since 2013 is with the Energy Conversion and Power Electronics Research Group at the Universidad de Talca. He is currently an Associate Professor with the Department of Industrial Technologies at the Universidad de Talca, Curic{\'o}, Chile. His main research areas are digital control applied to power electronics, matrix converters, predictive control and control of power converters for renewable energy applications. Prof. Rivera was recipient of the Best PhD Thesis Award 2012, award given by the Chilean Academy of Science for PhD thesis developed in 2011 by national and foreign students in any Exact or Nature Sciences Program in Chile. In August 2015, Prof. Rivera was awarded with the Outstanding Engineer 2015 Award of the Electrical-Electronics Industry Association and the IEEE-Chile Section and also, he received the Second Prize Paper Award in the 2015 IEEE Journal of Emerging and Selected Topics in Power Electronics. Publisher Copyright: {\textcopyright} 2018 IEEE.",
year = "2018",
month = sep,
day = "1",
doi = "10.1109/TLA.2018.8789557",
language = "English",
volume = "16",
pages = "2370--2376",
journal = "IEEE Latin America Transactions",
issn = "1548-0992",
publisher = "IEEE Computer Society",
number = "9",
}