Magnetic Fields in Nonlinear Salient Pole Alternators

The flux densities under load are established in the cross section of salient pole alternators of low pole numbers. The two-dimensional partial differential equations describing the magnetic vector potentials are first transformed in partial difference equations and a new algorithm is given. A combi...

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Published in:IEEE transactions on power apparatus and systems 1968-10, Vol.PAS-87 (10), p.1848-1856
Main Authors: Erdelyi, Edward A., Sarma, Mulukutla S., Coleman, Samuel S.
Format: Article
Language:English
Subjects:
Alternators
Boundary conditions
Difference equations
Footwear
Iron
Magnetic analysis
Magnetic fields
Magnetic flux
Magnetic materials
Partial differential equations
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description The flux densities under load are established in the cross section of salient pole alternators of low pole numbers. The two-dimensional partial differential equations describing the magnetic vector potentials are first transformed in partial difference equations and a new algorithm is given. A combination of rectangular and polar grids is used to follow the contours of the alternator. The reluctivity of the material is assumed to be the function of the magnetic induction. An iteration procedure consisting of relaxation of the vector potentials using a new form of blockrelaxation and underrelaxation of reluctivities is described. A computer program in FORTRAN language is given and applied to find the airgap radial inductions for a 2750-kVA, 2300-volt, 60-Hz, three-phase, eight-pole alternator.
doi_str_mv 10.1109/TPAS.1968.292147
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source IEEE Electronic Library (IEL) Journals
subjects Alternators
Boundary conditions
Difference equations
Footwear
Iron
Magnetic analysis
Magnetic fields
Magnetic flux
Magnetic materials
Partial differential equations
title Magnetic Fields in Nonlinear Salient Pole Alternators
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