An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches

碩士 === 國立中山大學 === 電機工程學系研究所 === 94 === This thesis presents a computational analysis of the magnetic field of low-frequency power transmission lines, and the approaches to its suppression. First, according to the structure of Taiwan''s three-phase A.C. transmission network, this research c...

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Main Authors: Feng-chi Su, 蘇俸祺
Other Authors: Whei-min Lin
Format: Others
Language:zh-TW
Published: 2006
Online Access:http://ndltd.ncl.edu.tw/handle/73625598734180746053
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spelling ndltd-TW-094NSYS54420312016-05-27T04:18:58Z http://ndltd.ncl.edu.tw/handle/73625598734180746053 An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches 輸電線路磁場分析與抑低對策 Feng-chi Su 蘇俸祺 碩士 國立中山大學 電機工程學系研究所 94 This thesis presents a computational analysis of the magnetic field of low-frequency power transmission lines, and the approaches to its suppression. First, according to the structure of Taiwan''s three-phase A.C. transmission network, this research calculated the distribution of conducting wires'' magnetic field under specific configuration by applying the theories of Near-field effect, Biot Savart''s law, and double complex number. Second, this research explored the features of various approaches to magnetic field suppression with magnetic-field vector analyses and Matlab simulations. Finally, two magnetic-field cancellation methods, the “circuit space arrangement” and “time phase permutations” were adopted to investigate their magnetic effects under various structures and combinations of transmission lines. This study reveals that the magnetic field can be effectively suppressed by using appropriate configuration of transmission lines in space and phase. By applying the result to the design and construction of transmission lines, we can meet not only the requirements of magnetic field reduction, but also the needs of the least cost. Whei-min Lin 林惠民 2006 學位論文 ; thesis 108 zh-TW
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description 碩士 === 國立中山大學 === 電機工程學系研究所 === 94 === This thesis presents a computational analysis of the magnetic field of low-frequency power transmission lines, and the approaches to its suppression. First, according to the structure of Taiwan''s three-phase A.C. transmission network, this research calculated the distribution of conducting wires'' magnetic field under specific configuration by applying the theories of Near-field effect, Biot Savart''s law, and double complex number. Second, this research explored the features of various approaches to magnetic field suppression with magnetic-field vector analyses and Matlab simulations. Finally, two magnetic-field cancellation methods, the “circuit space arrangement” and “time phase permutations” were adopted to investigate their magnetic effects under various structures and combinations of transmission lines. This study reveals that the magnetic field can be effectively suppressed by using appropriate configuration of transmission lines in space and phase. By applying the result to the design and construction of transmission lines, we can meet not only the requirements of magnetic field reduction, but also the needs of the least cost.
author2 Whei-min Lin
author_facet Whei-min Lin
Feng-chi Su
蘇俸祺
author Feng-chi Su
蘇俸祺
spellingShingle Feng-chi Su
蘇俸祺
An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches
author_sort Feng-chi Su
title An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches
title_short An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches
title_full An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches
title_fullStr An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches
title_full_unstemmed An Analysis of the Magnetic Field of Transmission Lines and its Suppression Approaches
title_sort analysis of the magnetic field of transmission lines and its suppression approaches
publishDate 2006
url http://ndltd.ncl.edu.tw/handle/73625598734180746053
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