Editor: "Asher Yahalom"

Advances in Classical Field Theory

Personal Book: US $44 Special Offer (PDF + Printed Copy): US $155
Printed Copy: US $133
Library Book: US $176
ISBN: 978-1-60805-645-3
eISBN: 978-1-60805-195-3 (Online)
DOI: 10.2174/97816080519531110101

Introduction

Classical field theory is employed by physicists to describe a wide variety of physical phenomena. These include electromagnetism, fluid dynamics, gravitation and quantum mechanics. The central entity of field theory is the field which is usually a multi component function of space and time. These multi component functions are usually grouped together as vector fields as in the case in electromagnetic theory and fluid dynamics, in other cases they are grouped as tensors as in theories of gravitation and yet in other cases they are grouped as complex functions as in the case of quantum mechanics. In order to know the value of the field one needs to solve a set of coupled partial differential equations with given boundary and initial conditions.

The book covers a selection of recent advances in classical field theory involving electromagnetism, fluid dynamics, gravitation and quantum mechanics.

Advances in Classical Field Theory will benefit readers by saving them the effort to read through numerous journal articles which would be needed to obtain a coherent picture of classical field theory otherwise. This eBook is unique in its aim and scope and is not similar to any existing publication.

Preface

- Pp. i-ii (2)
Asher Yahalom
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Contributors

- Pp. iii
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Advances in the Field Theory of Flows

- Pp. 1-34 (34)
Asher Yahalom

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Advances in the field theory of dissipative electromagnetic fields

- Pp. 35-54 (20)
Asher Yahalom

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Coupled-Mode Theory of Electromagnetism including Wide Band Distributed Interactions

- Pp. 55-85 (31)
Yosef Pinhasi, Yuri Lurie and Gad A. Pinhasi

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Variational analysis of electromagnetic fields in closed and open structures

- Pp. 86-101 (16)
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Advances in the field theory of magnetohydrodynamics

- Pp. 102-152 (51)
Asher Yahalom

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The geometrical meaning of time - the emergence of the concept of time in the general theory of relativity

- Pp. 153-165 (13)
Asher Yahalom

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Modified Newtonian Dynamics (MOND) in the framework of covariant and non covariant field theory

- Pp. 166-183 (18)
Marcelo Schiffer

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Continuity Equation for an Embedded System

- Pp. 184-194 (11)
Robert Englman

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The Emergence of non Abelian Gauge Field Theory from the Born - Oppenheimer Treatment

- Pp. 195-224 (30)
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Collapse of Wave-Packet component Phases: A Dispersion Relation Treatment

- Pp. 225-256 (32)
Robert Englman

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Index

- Pp. 257-291 (35)
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