eprintid: 2236
rev_number: 9
eprint_status: archive
userid: 2
dir: disk0/00/00/22/36
datestamp: 2024-04-30 22:49:36
lastmod: 2024-04-30 22:49:37
status_changed: 2024-04-30 22:49:36
type: article
metadata_visibility: show
creators_name: Aguayo-Alquicira, Jesus
creators_name: De León Aldaco, Susana Estefany
creators_name: Calleja-Gjumlich, Jorge Hugo
creators_name: Claudio-Sánchez, Abraham
title: Switching Angles Calculation in Multilevel Inverters Using Triangular Number Sequence –A THD Minimization Approach
ispublished: pub
subjects: uneat_eng
divisions: uninimx_produccion_cientifica
full_text_status: public
keywords: total harmonic distortion, pulse modulation, pascal triangle, triangular numbers, switching pattern
abstract: Many problems in nature can be solved by resorting to numbers in a particular sequence. For example, the numbers in the so called Fibonacci sequence have been successfully applied in computer science, mathematics and game theory. Another example is the triangular number sequence, which has two main applications: the handshake problem and the round-robin tournament. These two sequences can be found in the Pascal's triangle. With the aim of enhancing the waveform quality at the output of a multilevel inverter, this paper explores the suitability of the triangular number sequence to compute the commutation angles in Pulse Width Modulation switching pattern. It has been found that this approach provides a harmonic performance comparable to the results obtained with other calculation techniques such as the Newton Raphson method or Genetic Algorithm, but without the difficulty of solving the complex non-linear equation.
date: 2020
publication: European Journal of Electrical Engineering
volume: 22
number: 1
pagerange: 49-55
id_number: doi:10.18280/ejee.220106
refereed: TRUE
issn: 21033641
official_url: http://doi.org/10.18280/ejee.220106
access: open
language: en
citation:   Artículo Materias > Ingeniería <http://repositorio.unini.edu.mx/view/subjects/uneat=5Feng.html> Universidad Internacional Iberoamericana México > Investigación > Artículos y libros <http://repositorio.unini.edu.mx/view/divisions/uninimx=5Fproduccion=5Fcientifica.html> Abierto Inglés Many problems in nature can be solved by resorting to numbers in a particular sequence. For example, the numbers in the so called Fibonacci sequence have been successfully applied in computer science, mathematics and game theory. Another example is the triangular number sequence, which has two main applications: the handshake problem and the round-robin tournament. These two sequences can be found in the Pascal's triangle. With the aim of enhancing the waveform quality at the output of a multilevel inverter, this paper explores the suitability of the triangular number sequence to compute the commutation angles in Pulse Width Modulation switching pattern. It has been found that this approach provides a harmonic performance comparable to the results obtained with other calculation techniques such as the Newton Raphson method or Genetic Algorithm, but without the difficulty of solving the complex non-linear equation. metadata Aguayo-Alquicira, Jesus; De León Aldaco, Susana Estefany; Calleja-Gjumlich, Jorge Hugo y Claudio-Sánchez, Abraham mail SIN ESPECIFICAR     <http://repositorio.unini.edu.mx/id/eprint/2236/1/22.01_06.pdf>     (2020) Switching Angles Calculation in Multilevel Inverters Using Triangular Number Sequence –A THD Minimization Approach.  European Journal of Electrical Engineering, 22 (1).  pp. 49-55.  ISSN 21033641     
document_url: http://repositorio.unini.edu.mx/id/eprint/2236/1/22.01_06.pdf