DocumentCode
3047506
Title
Analysis of full-wave controlled rectifier with lossy inductive load using fractional-order models
Author
Raorane, Ashwini A. ; Patil, Mukesh D. ; Vyawahare, Vishwesh A.
Author_Institution
Dept. of Electron. Eng., Ramrao Adik Inst. of Technol., Mumbai, India
fYear
2015
fDate
28-30 May 2015
Firstpage
750
Lastpage
755
Abstract
In this paper the analysis of a single phase fully controlled converter using fractional order (FO) model is being carried out. It has been observed that the use of Integer order model of a lossy element in converters have some drawbacks which can be greatly reduced by analyzing full wave converter using non integer order. However, this theory talks nothing about the elements with frequency dependent losses, like an inductor with core loss. As a result, the theory of classical converters rarely accommodate the load with lossy elements. But in reality, all the elements produce some coreloss. Thus, the single phase full wave converter, in their present format, are unable to take into account such losses. FO models of inductor considers the frequency dependent losses as claimed in literature. This paper, probably for the first time, establishes the theory of single phase fully controlled converter with these lossy load using the FO models is analyzed.
Keywords
power convertors; rectifying circuits; FO model; fractional-order models; frequency dependent losses; full wave converter; full-wave controlled rectifier; ïnteger order model; inductor with core loss; lossy inductive load; noninteger order; single phase fully controlled converter; Analytical models; Core loss; Inductors; Integrated circuit modeling; Load modeling; Thyristors; Total harmonic distortion; Controlled Rectifiers; Fractional Calculus; Fractional-order Model; Lossy inductor load; Single Phase Full Converter;
fLanguage
English
Publisher
ieee
Conference_Titel
Industrial Instrumentation and Control (ICIC), 2015 International Conference on
Conference_Location
Pune
Type
conf
DOI
10.1109/IIC.2015.7150842
Filename
7150842
Link To Document