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K. Pawluk, M. Kucharska (1996)
Boundary-integral models of the quasi-stationary field computation in electromagnetic screensIEEE Transactions on Magnetics, 32
S. Blume (1982)
Theorie elektromagnetischer Felder
K. Pawluk, M. Kucharska
Vector and scalar models of a quasi‐stationary electromagnetic field in boundary‐integral approach
D. Jiles, D. Atherton (1986)
Theory of ferromagnetic hysteresisJournal of Magnetism and Magnetic Materials, 61
O.V. Tozoni
Method of Secondary Sources in Electrotechnics
K. Pawluk (1970)
3-D Magnetic Field Of Coils With An OpenMetallic Core In Boundary-integral Approach, 3
Z. Źycki, K. Pawluk (1998)
Design of RLC circuit for pulse magnetizer of permanent magnetsCompel-the International Journal for Computation and Mathematics in Electrical and Electronic Engineering, 17
D. Craik, Robert Brown (2003)
Magnetism: Principles and Applications
Magnetic field analysis of a permanent magnet put in free space can be effectively performed by a boundary-integral technique completed with an iterative procedure following a non-linear magnetic curve of magnetic material. The general idea of the boundary-integral model of the permanent magnet is presented, the iterative algorithm and test software are described and the results of test computations are shown.
COMPEL: The International Journal for Computation and Mathematics in Electrical and Electronic Engineering – Emerald Publishing
Published: Mar 1, 2000
Keywords: Electromagnetics; Boundary integral equation; Permanent magnet
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