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Basic electrodynamics in 6 lessons

Poppe, Martin.

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Basic electrodynamics in 6 lessons

紀錄類型:	書目-電子資源 : Monograph/item
正題名/作者:	Basic electrodynamics in 6 lessons/ by Martin Poppe.
作者:	Poppe, Martin.
出版者:	Berlin, Heidelberg :Springer Berlin Heidelberg : : 2024.,
面頁冊數:	x, 186 p. :ill. (some col.), digital ;24 cm.
內容註:	Classical Electrodynamics in Modern Times -- Charge and Current -- Maxwell's Equations -- Static Electric Fields -- Static Magnetic Fields -- Time-Dependent Fields.
Contained By:	Springer Nature eBook
標題:	Electrodynamics. -
電子資源:	https://doi.org/10.1007/978-3-662-69143-4
ISBN:	9783662691434

Basic electrodynamics in 6 lessons
Poppe, Martin.

Basic electrodynamics in 6 lessons[electronic resource] /by Martin Poppe. - Berlin, Heidelberg :Springer Berlin Heidelberg :2024. - x, 186 p. :ill. (some col.), digital ;24 cm.

Classical Electrodynamics in Modern Times -- Charge and Current -- Maxwell's Equations -- Static Electric Fields -- Static Magnetic Fields -- Time-Dependent Fields.

This book explains why there are different variants of Maxwell's equations, and it describes the physical meaning of the quantities they contain. It also shows how the equations for static electric and magnetic potentials are derived from Maxwell's equations. Matter exposed to the fields is an integral part of the discussion. Multipole developments are justified and derived. Furthermore, the potential for simplifications in formulating the dynamical theory as a gauge field theory is explained. The laws of optics are derived from those of electrodynamics. Justifications are provided for quasi-stationary calculations, limits are formulated, and technical examples and counterexamples are shown. Content Classical Electrodynamics in Modern Times - Charge and Current - Maxwell's Equations - Static Electric Fields - Static Magnetic Fields - Time-Dependent Fields Target Group Engineers, physicists, and graduate students in Physics and Electrical Engineering The author Martin Poppe received his doctorate in Physics from the University of Oxford in 1981. At DESY, he developed the formal foundations of matter generation from colliding virtual photons. The results were published and cited more than eighty times in thirty years. After working at CERN and Bosch, he joined Muenster University of Applied Sciences, where he taught electrical and electronic engineering. He is (co-) author of several textbooks, including "Springer Handbook of Mechanical Engineering".

ISBN: 9783662691434

Standard No.: 10.1007/978-3-662-69143-4doiSubjects--Topical Terms:

524486
Electrodynamics.

LC Class. No.: QC631

Dewey Class. No.: 537.6

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520 $a This book explains why there are different variants of Maxwell's equations, and it describes the physical meaning of the quantities they contain. It also shows how the equations for static electric and magnetic potentials are derived from Maxwell's equations. Matter exposed to the fields is an integral part of the discussion. Multipole developments are justified and derived. Furthermore, the potential for simplifications in formulating the dynamical theory as a gauge field theory is explained. The laws of optics are derived from those of electrodynamics. Justifications are provided for quasi-stationary calculations, limits are formulated, and technical examples and counterexamples are shown. Content Classical Electrodynamics in Modern Times - Charge and Current - Maxwell's Equations - Static Electric Fields - Static Magnetic Fields - Time-Dependent Fields Target Group Engineers, physicists, and graduate students in Physics and Electrical Engineering The author Martin Poppe received his doctorate in Physics from the University of Oxford in 1981. At DESY, he developed the formal foundations of matter generation from colliding virtual photons. The results were published and cited more than eighty times in thirty years. After working at CERN and Bosch, he joined Muenster University of Applied Sciences, where he taught electrical and electronic engineering. He is (co-) author of several textbooks, including "Springer Handbook of Mechanical Engineering".
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