Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media

Conditions resulting in a unique solution of Maxwell's equations are investigated. For this purpose, time-varying electromagnetic fields in media exhibiting a linearized form of hysteresis are considered. The treatment is an extension of the uniqueness theorem for electromagnetic fields in hyst...

Full description

Bibliographic Details
Main Authors: Mukerji, , SK, Goel, , SK, Bhooshan, , S, Basu,, KP
Format: Article
Published: 2005
Subjects:
Online Access:http://shdl.mmu.edu.my/2246/
_version_ 1848790003662979072
author Mukerji, , SK
Goel, , SK
Bhooshan, , S
Basu,, KP
author_facet Mukerji, , SK
Goel, , SK
Bhooshan, , S
Basu,, KP
author_sort Mukerji, , SK
building MMU Institutional Repository
collection Online Access
description Conditions resulting in a unique solution of Maxwell's equations are investigated. For this purpose, time-varying electromagnetic fields in media exhibiting a linearized form of hysteresis are considered. The treatment is an extension of the uniqueness theorem for electromagnetic fields in hysteresis-free media. The major conclusions are that there is no initial condition for fields in lossy regions, however, boundary conditions must be satisfied for all values of time. The treatment presented may be useful to students preparing for a masters degree or final year bachelor's degree.
first_indexed 2025-11-14T18:05:42Z
format Article
id mmu-2246
institution Multimedia University
institution_category Local University
last_indexed 2025-11-14T18:05:42Z
publishDate 2005
recordtype eprints
repository_type Digital Repository
spelling mmu-22462011-08-12T07:19:45Z http://shdl.mmu.edu.my/2246/ Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media Mukerji, , SK Goel, , SK Bhooshan, , S Basu,, KP L Education (General) Conditions resulting in a unique solution of Maxwell's equations are investigated. For this purpose, time-varying electromagnetic fields in media exhibiting a linearized form of hysteresis are considered. The treatment is an extension of the uniqueness theorem for electromagnetic fields in hysteresis-free media. The major conclusions are that there is no initial condition for fields in lossy regions, however, boundary conditions must be satisfied for all values of time. The treatment presented may be useful to students preparing for a masters degree or final year bachelor's degree. 2005-04 Article NonPeerReviewed Mukerji, , SK and Goel, , SK and Bhooshan, , S and Basu,, KP (2005) Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media. INTERNATIONAL JOURNAL OF ELECTRICAL ENGINEERING EDUCATION, 42 (2). pp. 202-208. ISSN 0020-7209
spellingShingle L Education (General)
Mukerji, , SK
Goel, , SK
Bhooshan, , S
Basu,, KP
Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media
title Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media
title_full Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media
title_fullStr Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media
title_full_unstemmed Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media
title_short Electromagnetic fields theory of electrical machines - Part II: Uniqueness theorem for time-varying electromagnetic fields in hysteretic media
title_sort electromagnetic fields theory of electrical machines - part ii: uniqueness theorem for time-varying electromagnetic fields in hysteretic media
topic L Education (General)
url http://shdl.mmu.edu.my/2246/