Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube.
The paper describes the analysis of a short stroke, single phase quasi-Halbach magnetised tubular permanent magnet linear motor with non- ferromagnetic tube. The open-circuit magnetic field distribution is established analytically in terms of a magnetic vector potential formulated in the cylindrical...
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my.utp.eprints.11082017-01-19T08:26:17Z Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. Ibrahim, Taib Wang, Jiabin Howe, Dave TK Electrical engineering. Electronics Nuclear engineering The paper describes the analysis of a short stroke, single phase quasi-Halbach magnetised tubular permanent magnet linear motor with non- ferromagnetic tube. The open-circuit magnetic field distribution is established analytically in terms of a magnetic vector potential formulated in the cylindrical coordinate system. The analytical field solution allows the prediction of flux linkage, back-emf and thrust force of the linear motor in closed forms and facilitates design optimisation. The analytically results are validated by finite elements analyses. A prototype linear motor has been constructed and the static performance test has been carried out. The experimental results have validated the predictions. Performance comparison is also given with a design variant which employs a ferromagnetic supporting tube. 2008-04 Conference or Workshop Item PeerReviewed application/pdf http://eprints.utp.edu.my/1108/1/Full_paper_PEMD2008.pdf Ibrahim, Taib and Wang, Jiabin and Howe, Dave (2008) Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. In: 14th IETInternational Conference on Power Electronics, Machines and Drives, PEMD2008, York, United Kingdom. http://eprints.utp.edu.my/1108/ |
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TK Electrical engineering. Electronics Nuclear engineering Ibrahim, Taib Wang, Jiabin Howe, Dave Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. |
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The paper describes the analysis of a short stroke, single phase quasi-Halbach magnetised tubular permanent magnet linear motor with non- ferromagnetic tube. The open-circuit magnetic field distribution is established analytically in terms of a magnetic vector potential formulated in the cylindrical coordinate system. The analytical field solution allows the prediction of flux linkage, back-emf and thrust force of the linear motor in closed forms and facilitates design optimisation. The analytically results are validated by finite elements analyses. A prototype linear motor has been constructed and the static performance test has been carried out. The experimental results have validated the predictions. Performance comparison is also given with a design variant which employs a ferromagnetic supporting tube. |
format |
Conference or Workshop Item |
author |
Ibrahim, Taib Wang, Jiabin Howe, Dave |
author_facet |
Ibrahim, Taib Wang, Jiabin Howe, Dave |
author_sort |
Ibrahim, Taib |
title |
Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. |
title_short |
Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. |
title_full |
Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. |
title_fullStr |
Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. |
title_full_unstemmed |
Analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. |
title_sort |
analysis of a single-phase, quasi-halbach magnetised tubular permanent magnet motor with non-ferromagnetic support tube. |
publishDate |
2008 |
url |
http://eprints.utp.edu.my/1108/1/Full_paper_PEMD2008.pdf http://eprints.utp.edu.my/1108/ |
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1738655109662900224 |
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13.160551 |