DocumentCode
1244686
Title
Numerical analysis techniques applied to a model iron-cored compulsator
Author
Eastham, J.F. ; Balchin, Martin J. ; Hill-Cottingham, R.J. ; Leonard, P.J.
Author_Institution
Bath Univ., UK
Volume
31
Issue
1
fYear
1995
Firstpage
587
Lastpage
592
Abstract
Work on two aspects of iron-cored compulsators is reported. Firstly, detailed modelling and analysis of a passively compensated form of machine is considered. A coupled-circuit model is presented which allows current variation in all windings to be found. This model gives rapid numerical solutions and also permits algebraic solutions to be obtained. Comparison with experimental results is shown to be good, provided that linear conditions prevail. To account for iron saturation, a detailed finite element model (which includes externally connected circuits) is presented. This model is shown to give good predictions of performance in all conditions. The second area of reported work concerns a passively compensated machine with a three-phase stator and compensating windings. Results for two stator connections (120/spl deg/ and 60/spl deg/) are given. It is shown that the 120/spl deg/ connection gives a ´long´ pulse output of approximately 1.5 times the AC cycle time before loading. The 60/spl deg/ connection gives a shorter pulse, but of larger amplitude.<>
Keywords
alternators; compensation; coupled circuits; finite element analysis; machine theory; magnetic cores; power supplies to apparatus; pulsed power technology; stators; AC cycle time; algebraic solutions; compensated alternators; coupled-circuit model; current variation; finite element model; iron saturation; iron-cored compulsator; linear conditions; loading; modelling; numerical analysis; performance; pulse output; pulsed power; stator; windings; Alternators; Circuits; Coils; Finite element methods; Iron; Machine windings; Numerical analysis; Stator cores; Stator windings; Teeth;
fLanguage
English
Journal_Title
Magnetics, IEEE Transactions on
Publisher
ieee
ISSN
0018-9464
Type
jour
DOI
10.1109/20.364680
Filename
364680
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