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001 10.1002/9781119866725
003 Wiley
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020 _a9781119866725
_qelectronic
024 7 _a10.1002/9781119866725
_2doi
041 _aeng
100 1 _aSalon, Sheppard J.
_4aut
_992133
245 1 0 _aEddy Currents
_bTheory, Modeling and Applications
_h[electronic resource]
_cSheppard J. Salon, M. V. K. Chari, Lale T. Ergene, David Burow, Mark DeBortoli
250 _a1
260 _bWiley
_c2023
264 1 _bWiley
_c2023
300 _a400pp.;
336 _atext
_btxt
_2rdacontent
337 _acomputer
_bc
_2rdamedia
338 _aonline resource
_bcr
_2rdacarrier
347 _atext file
_2rdaft
347 _bPDF
520 _aEDDY CURRENTS Understand the theory of eddy currents with this essential reference Eddy currents are electrical current loops produced when a conductor passes through a magnetic field, or is otherwise subject to a change in magnetic field direction. These currents play a significant role in many industrial processes and areas of electrical engineering. Their properties and applications are therefore a subject of significant interest for electrical engineers and other professionals. Eddy Currents: Theory, Modeling and Applications offers a comprehensive reference on eddy currents in theory and practice. It begins with an introduction to the underlying theory of eddy currents, before proceeding to both closed-form and numerical solutions, and finally describing current and future applications. The result is an essential tool for anyone whose work requires an understanding of these ubiquitous currents. Eddy Currents readers will also find: Professional insights from an author team with decades of combined experience in research and industry Detailed treatment of methods including finite difference, finite element, and integral equation techniques Over 100 computer-generated figures to illustrate key points Eddy Currents is a must-have reference for researchers and industry professionals in electrical engineering and related fields.
650 4 _aElectric Power Electronics
650 4 _aElectromagnetic Theory
_991431
650 4 _aNumerical Methods & Algorithms
653 0 0 _aElectrical engineering; electrical currents; conductor; closed form solutions; finite difference; finite element; integral equation; LaTeX; diffusion equations; polar coordinates; transverse flux; reactance limited cases; tubular case
700 1 _aChari, M. V. K.
_4aut
_992134
700 1 _aErgene, Lale T.
_4aut
_992135
700 1 _aBurow, David
_4aut
_992136
700 1 _aDeBortoli, Mark
_4aut
_992137
776 0 8 _iPrinted edition:
_z9781119866695
856 4 0 _uhttps://onlinelibrary.wiley.com/action/showBook?doi=10.1002%2F9781119866725
_aWiley Online Library
856 4 2 _3Cover Image
_uhttps://onlinelibrary.wiley.com/cms/asset/89017ffc-c685-4874-a6f9-c346a823a0eb/9781119866725.cover.gif
_aWiley Online Library
999 _c67230
_d67230