Three-phase AC-AC Power Converters Based on Matrix Converter Topology - Paweł Szcześniak

Three-phase AC-AC Power Converters Based on Matrix Converter Topology

Matrix-reactance frequency converters concept
Buch | Softcover
174 Seiten
2015
Springer London Ltd (Verlag)
978-1-4471-6220-9 (ISBN)
106,99 inkl. MwSt
AC voltage frequency changes is one of the most important functions of solid state power converters. The most desirable features in frequency converters are the ability to generate load voltages with arbitrary amplitude and frequency, sinusoidal currents and voltages waveforms; the possibility of providing unity power factor for any load; and, finally, a simple and compact power circuit. Over the past decades, a number of different frequency converter topologies have appeared in the literature, but only the converters with either a voltage or current DC link are commonly used in industrial applications. Improvements in power semiconductor switches over recent years have resulted in the development of many structures of AC-AC converters without DC electric energy storage. Such converters are an alternative solution for frequently recommended systems with DC energy storage and are characterized by a lower price, smaller size and longer lifetime. Most of the these topologies are based on the structure of the matrix converter.

 

Three-Phase AC-AC Power Converters Based On Matrix Converter Topology: Matrix-reactance frequency converters concept presents a review of power frequency converters, with special attention paid to converters without DC energy storage. Particular attention is paid to nine new converters named matrix-reactance frequency converters which have been developed by the author and the team of researchers from Institute of Electrical Engineering at the University of Zielona Góra. The topologies of the presented matrix-reactance frequency converters are based on a three-phase unipolar buck-boost matrix-reactance chopper with source or load switches arranged as in a matrix converter. This kind of approach makes it possible to obtain an output voltage greater than the input one (similar to that in amatrix-reactance chopper) and a frequency conversion (similar to that in a matrix converter).

 

Written for researchers and Ph.D. students working in the field of power electronics converters and drive systems, Three-Phase AC-AC Power Converters Based On Matrix Converter Topology: Matrix-reactance frequency converters concept will also be valuable to power electronics converter designers and users; R&D centers; and readers needing industry solutions in variable speed drive systems, such as automation and aviation.

Paweł Szcześniak’s research is focused on Power Electronics Converters and their digital control. His experience in the field of power electronic converters is related to design, construction and testing of prototypes of matrix converters and matrix-reactance frequency converters, and has extensive experience in the field of digital control using a digital signal processor (DSP), which was used in the control systems in the designed power converters. In June 2010, Paweł Szcześniak obtained his Ph.D. degree from the Electrical Engineering Department at the University of Zielona Góra, defending a thesis dealing with power electronic converters, entitled: “Analysis and testing matrix-reactance frequency converters” and is now employed as an assistant professor at the Institute of Electrical Engineering at the University of Zielona Góra.

Introduction.- Review of AC-AC frequency converters.- Concept of matrix-reactance frequency converters.- Modeling of matrix-reactance frequency converters.- Property analysis.- Experimental investigation.- Summary.

Reihe/Serie Power Systems
Zusatzinfo 37 Illustrations, color; 135 Illustrations, black and white; XII, 174 p. 172 illus., 37 illus. in color.
Verlagsort England
Sprache englisch
Maße 155 x 235 mm
Themenwelt Technik Elektrotechnik / Energietechnik
Technik Maschinenbau
ISBN-10 1-4471-6220-X / 144716220X
ISBN-13 978-1-4471-6220-9 / 9781447162209
Zustand Neuware
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