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9780849323782

High-Field Electrodynamics

by ;
  • ISBN13:

    9780849323782

  • ISBN10:

    0849323789

  • Edition: 1st
  • Format: Hardcover
  • Copyright: 2001-12-27
  • Publisher: CRC Press

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Summary

Tremendous technological developments and rapid progress in theory have opened a new area of modern physics: high-field electrodynamics, characterized by two fundamental scales: the relativistic intensity regime and the quantum electrodynamics (QED) scale. This text focuses on the theory of electromagnetic interactions near the relativistic intensity regime. It gives a comprehensive, detailed description of the theoretical tools needed to approach the subject and serves as a starting point for more advanced and specialized research. Written at a somewhat advanced level, the book includes many topics that have not been previously discussed within the context of high-field electrodynamics.

Table of Contents

Part I Foundations
Overview
3(22)
Introduction
3(1)
The Relativistic Intensity Regime
4(1)
The Schwinger Critical Field
5(1)
Maxwell's Equations
5(2)
Fields and Inductions, the Minkowski Formalism
7(1)
Potentials, Gauge Condition, and Wave Equation
8(2)
The Coulomb Potential and Plane Waves
10(7)
Notes to Chapter 1
17(7)
References
24(1)
The Lorentz Transformation
25(64)
Introduction
25(3)
The Special Lorentz Transform
28(2)
Four-Vectors
30(5)
Addition of Velocities
35(5)
Four-Acceleration and Hyperbolic Motion
40(4)
Variation of the Mass with Velocity
44(2)
The Energy-Momentum Four-Vector
46(2)
Transformation of Forces
48(7)
Transformation of Energy
55(1)
Transformation of Angular Momentum
56(3)
Transformation of Length, Surface, Volume, and Density
59(4)
Relativistic Plasma Frequency
63(8)
The General Lorentz Transform
71(9)
Thomas Precession
80(5)
Schwinger's Approach
85(3)
References
88(1)
Covariant Electrodynamics
89(86)
Four-Vectors and Tensors
89(4)
The Electromagnetic Field Tensor
93(4)
Covariant Form of the Maxwell-Lorentz Equations
97(7)
A Few Invariants, Four-Vectors, and Tensors Commonly Used
104(3)
Transformation of the Fields
107(3)
Electron and QED Units
110(3)
Covariant Electromagnetic Lagrangian and Hamiltonian
113(9)
Field Four-Momentum and Maxwell Stress Tensor
122(15)
Metric and Christoffel Symbols
137(8)
Solid in Rotation, Sagnac Effect
145(7)
Dual Tensors and Spinors, Dirac Equation
152(13)
Notes to Chapter 3
165(8)
References
173(2)
Gauge Condition and Transform
175(64)
Introduction
175(6)
Lorentz Gauge
181(2)
Coulomb Gauge and Instantaneous Scalar Potential
183(5)
Other Gauge Conditions
188(3)
Charge Conservation
191(2)
Noether's Theorem
193(5)
Yang-Mills and Non-Abelian Gauge Fields
198(5)
Weyl's Theory
203(3)
Kaluza-Klein Five-Dimensional Space-Time
206(3)
Charged Black Holes, Quantum Gravity, and Inflation
209(11)
Superstrings and Dimensionality
220(12)
The Bohm-Aharanov Effect
232(4)
References
236(3)
Part II Electromagnetic Waves
Green and Delta Functions, Eigenmode Theory of Waveguides
239(128)
Introduction
239(1)
The Dirac Delta-Function
240(15)
Fourier, Laplace, and Hankel Transforms
255(5)
Green Functions in Vacuum
260(14)
Green Function for Poisson's Equation, Coulomb Potential
260(5)
Green Function for the d'Alembertian, Photon Propagator
265(9)
Lienard-Wiechert Potentials
274(5)
Green Functions with Boundary Conditions: Cylindrical Waveguide
279(42)
Cylindrical Vacuum Eigenmodes
279(12)
Cylindrical Waveguide Eigenmodes
291(5)
Orthogonality of Cylindrical Waveguide Eigenmodes
296(3)
Eigenmode Decomposition of the Four-Current
299(4)
Gauge Condition and Continuity Equation
303(2)
Green Function in a Cylindrical Waveguide
305(2)
Fast-Wave Excitation in a Cylindrical Waveguide
307(4)
Slow-Wave Excitation in a Corrugated Waveguide
311(10)
Point Charge in Rectilinear Motion in Vacuum
321(7)
Coulomb Field and Lorentz Transform
322(1)
Bessel Vacuum Eigenmode Excitation
323(5)
Multipoles, Spherical Harmonics, and the Hydrogen Atom
328(12)
Group Velocity Dispersion, Higher-Order Effects, and Solitons
340(26)
References
366(1)
Plane Waves and Photons
367(48)
Introduction
367(2)
Quantization of the Free Electromagnetic Field
369(7)
Creation and Annihilation Operators
376(2)
Energy and Number Spectra
378(4)
Momentum of the Quantized Field
382(3)
Angular Momentum of the Quantized Field
385(5)
Classical Spin of the Electromagnetic Field
390(3)
Photon Spin
393(1)
Vacuum Fluctuations
394(2)
The Einstein--Podolsky--Rosen Paradox
396(4)
Squeezed States
400(2)
Casimir Effect
402(1)
Reflection of Plane Waves in Rindler Space
403(10)
Background
404(1)
Derivation of the Reflected Wave Using the Rindler Transform
405(4)
Derivation of the Reflected Wave Using the Lorentz Transform
409(3)
Mathematical Appendix
412(1)
References
413(2)
Relativistic Transform of the Refractive Index: Cerenkov Radiation
415(30)
Introduction
415(1)
Classical Theory of Cerenkov Radiation
416(11)
Fields and Inductions, Polarization, and Nonlinear Susceptibilities
427(5)
Transform of Linear Refractive Index: Minkowski Formulation
432(3)
Anomalous Refractive Index and Cerenkov Effect
435(3)
Linear Isotropic Medium: Induced-Source Formalism
438(4)
Covariant Treatment of Nonlinear Effects
442(1)
References
443(2)
Three-Dimensional Waves in Vacuum, Ponderomotive Scattering, Vacuum Laser Acceleration
445(60)
Introduction
445(5)
Exact Solutions to the Three-Dimensional Wave Equation in Vacuum
450(3)
The Paraxial Propagator
453(4)
Bessel Functions and Hankel's Integral Theorem
457(5)
Plane Wave Dynamics, Lawson-Woodward Theorem
462(6)
Canonical Invariants: Phase and Light-Cone Variable
462(4)
Fluid Invariants
466(2)
Ponderomotive Scattering
468(5)
Electron Dynamics in a Coherent Dipole Field
473(8)
Chirped-Pulse Inverse Free-Electron Laser
481(10)
Free-Wave Acceleration by Stimulated Absorption of Radiation
491(6)
Plasma-Based Laser Acceleration Processes
497(4)
References
501(4)
Part III Relativistic Electrons and Radiation
Coherent Synchrotron Radiation and Relativistic Fluid Theory
505(56)
Introduction
505(4)
Coherent Synchrotron Radiation in Free-Space
509(12)
Coherent Synchrotron Radiation in a Waveguide
521(11)
Four-Current in a Helical Wiggler
522(2)
Coupling to Cylindrical Waveguide Modes
524(8)
Instantaneous Power Flow in the Waveguide
532(1)
Time-Dependent Chirped Wavepacket
533(8)
Propagation in Negative GVD Structure
541(2)
Relativistic Eulerian Fluid Perturbation Theory
543(17)
Covariant Linearized Fluid Theory
544(6)
Cylindrical Waveguide Electrostatic Modes
550(10)
References
560(1)
Compton Scattering, Coherence, and Radiation Reaction
561(66)
Introduction
561(1)
Classical Theory of Compton Scattering
562(7)
The HLF Radiation Theorem
563(1)
Covariant Linearization
564(1)
Nonlinear Plane Wave Dynamics
565(3)
Radiation
568(1)
Electron Beam Phase Space
569(7)
Classical Compton Scattering Differential Cross-Section
569(3)
Energy Spread
572(2)
Emittance
574(2)
Three-Dimensional Theory of Compton Scattering
576(10)
The Cold Three-Dimensional Spectral Density
578(2)
Three-Dimensional Effects
580(2)
Three-Dimensional Compton Scattering Code
582(4)
Stochastic Electron Gas Theory of Coherence
586(8)
Comparison with a Fluid Model
590(4)
Harmonics and Nonlinear Radiation Pressure
594(1)
Radiative Corrections: Overview
595(4)
Symmetrized Electrodynamics: Introduction
599(1)
Symmetrized Electrodynamics: Complex Notation
600(2)
Symmetrized Dirac-Lorentz Equation
602(4)
Conceptual Difficulties: Electromagnetic Mass Renormalization, Runaways, Acausal Effects
606(2)
Schott Term
608(6)
Maxwell Stress Tensor
614(2)
Hamiltonian Formalism
616(2)
Symmetrized Electrodynamics in the Complex Charge Plane and the Running Fine Structure Constant
618(1)
Notes to Chapter 10
619(7)
References
626(1)
Bibliography 627(36)
Index 663

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