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Wave Propagation in Electromagnetic Media

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This book is concerned with wave propagation in reacting media, specifically in electromagnetic materials. A clear and systematic account is presented of the mathematical methods of wave phenomena in electromagnetic materials, which will be readily accessible to physicists and engineers. Chapter 1 presents the theory of time-varying electromagnetic fields, which involves a discussion of Feraday's laws, Maxwell's equations and their application to electromagnetic wave propagation under a variety of conditions. Chapter 7 is concerned with a discussion of magnetohydrodynamics and plasma physics. Special survey chapters are included on quantum mechanics and the theory of relativity. The mathematical foundation of electromagnetic waves vis à vis partial differential equations is contained in chapters 2 and 3. Chapters 4 and 5 present variational methods and Hamilton Jacobi theory which are essential to a deeper understanding of modern concepts in wave propagation and quantum mechanics.

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Wave Propagation in Electromagnetic Media, Julian L. Davis

Język
Rok wydania
1990
Oprawa
(twarda)
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Tytuł
Wave Propagation in Electromagnetic Media
Język
angielski
Wydawca
Springer
Rok wydania
1990
Oprawa
twarda
ISBN10
0387970665
ISBN13
9780387970660
Seria
Tagi
Opis
This book is concerned with wave propagation in reacting media, specifically in electromagnetic materials. A clear and systematic account is presented of the mathematical methods of wave phenomena in electromagnetic materials, which will be readily accessible to physicists and engineers. Chapter 1 presents the theory of time-varying electromagnetic fields, which involves a discussion of Feraday's laws, Maxwell's equations and their application to electromagnetic wave propagation under a variety of conditions. Chapter 7 is concerned with a discussion of magnetohydrodynamics and plasma physics. Special survey chapters are included on quantum mechanics and the theory of relativity. The mathematical foundation of electromagnetic waves vis à vis partial differential equations is contained in chapters 2 and 3. Chapters 4 and 5 present variational methods and Hamilton Jacobi theory which are essential to a deeper understanding of modern concepts in wave propagation and quantum mechanics.