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Essential Guide to Maxwell's Equations - Physics Research

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Description

An Essential Guide to Maxwell's Equations offers a comprehensive exploration of Maxwell's equations in theoretical physics and research applications. The guide begins by reviewing Ranada field line solutions in a vacuum, examining topologically non-trivial electromagnetic fields and their connections to knot theory. It then extends these concepts to recent non-linear electrodynamics literature, providing researchers with cutting-edge theoretical frameworks. The compilation further investigates gravitating electromagnetic fields using 1+3 formalism on general hyperbolic space-time manifolds, presenting recent findings on local field line solutions to the Einstein-Maxwell equations. This resource bridges classical electromagnetic theory with modern research developments, making it invaluable for physics researchers, graduate students, and professionals working in electromagnetic theory and relativistic physics who seek deeper understanding of foundational and advanced Maxwell equation applications.

Key Features

Covers Ranada field line solutions of Maxwell's equations in vacuum with topologically non-trivial electromagnetic field theory.

Explores connections between Maxwell's equations and knot theory, linking abstract mathematics to electromagnetic phenomena.

Presents generalisations of Maxwell solutions to recent non-linear electrodynamics developments in contemporary literature.

Examines gravitating electromagnetic fields using 1+3 formalism on general hyperbolic space-time manifolds.

Reviews local field line solutions to Einstein-Maxwell equations with recent theoretical results and advances.

Published by Nova Science Publishers, Inc., a recognised physics research and technology publisher.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
07 January 2020
Listed Since
14 September 2019

Barcode

No barcode data available

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