Modified Maxwell equations in quantum electrodynamics - Info and Reading Options
By Henning F. Harmuth

"Modified Maxwell equations in quantum electrodynamics" was published by World Scientific in 2001 - New Jersey, it has 299 pages and the language of the book is English.
“Modified Maxwell equations in quantum electrodynamics” Metadata:
- Title: ➤ Modified Maxwell equations in quantum electrodynamics
- Author: Henning F. Harmuth
- Language: English
- Number of Pages: 299
- Publisher: World Scientific
- Publish Date: 2001
- Publish Location: New Jersey
- Dewey Decimal Classification: 530.14/33
- Library of Congress Classification: QC670 .H358 2001QC670.H358 2001QC680 .H37 2001
“Modified Maxwell equations in quantum electrodynamics” Subjects and Themes:
- Subjects: Maxwell equations - Quantum electrodynamics
Edition Specifications:
- Pagination: xii, 299 p. :
Edition Identifiers:
- The Open Library ID: OL3583875M - OL1994051W
- Online Computer Library Center (OCLC) ID: 49278258
- Library of Congress Control Number (LCCN): 2002281452
- ISBN-10: 9810247702
- All ISBNs: 9810247702
AI-generated Review of “Modified Maxwell equations in quantum electrodynamics”:
"Modified Maxwell equations in quantum electrodynamics" Table Of Contents:
- 1- Machine generated contents note: PREFACE VII
- 2- LIST OF FREQUENTLY USED SYMBOLS XI
- 3- 1 Introduction
- 4- 1.1 Maxwell's Equations 1
- 5- 1.2 Step Function Excitation of Planar TEM Wave 6
- 6- 1.3 Solutions for the Electric Field Strength 9
- 7- 1.4 Associated Magnetic Field Strength 13
- 8- 1.5 Field Strengths with Continuous Time Variation 20
- 9- 1.6 Modified Maxwell Equations in Potential Form 22
- 10- 2 Monopole, Dipole, and Multipole Currents
- 11- 2.1 Electric Monopoles and Dipoles With Constant Mass 27
- 12- 2.2 Magnetic Monopoles and Dipoles With Constant Mass 37
- 13- 2.3 Monopoles and Dipoles With Relativistic Variable Mass 44
- 14- 2.4 Covariance of the Modified Maxwell Equations 53
- 15- 2.5 Energy and Momentum With Dipole Current Correction 61
- 16- 3 Hamiltonian Formalism
- 17- 3.1 Undefined Potentials and Divergent Integrals 68
- 18- 3.2 Charged Particle in an Electromagnetic Field 78
- 19- 3.3 Variability of the Mass of a Charged Particle 88
- 20- 3.4 Steady State Solutions of the Modified Maxwell Equations 98
- 21- 3.5 Steady State Quantization of the Modified Radiation Field 108
- 22- 4 Quantization of the Pure Radiation Field
- 23- 4.1 Radiation Field in Extended Lorentz Gauge 113
- 24- 4.2 Simplification of Aev((,0) and Amv((, 9) 135
- 25- 4.3 Hamilton Function for Planar Wave 140
- 26- 4.4 Quantization of a Planar Wave 147
- 27- 4.5 Exponential Ramp Function Excitation 150
- 28- 4.6 Excitation With Rectangular Pulse 158
- 29- 5 Klein-Gordon Equation and Vacuum Constants
- 30- 5.1 Modified Klein-Gordon Equation 160
- 31- 5.2 Planar Wave Solution 168
- 32- 5.3 Hamilton Function for the Planar Klein-Gordon Wave 179
- 33- 5.4 Quantization of the Planar Klein-Gordon Wave 184
- 34- 5.5 Dipole Current Conductivities in Vacuum 187
- 35- 6 Appendix
- 36- 6.1 Electric Field Strength Due to Electric Step Function 192
- 37- 6.2 Magnetic Field Strength Due to Electric Step Function 199
- 38- 6.3 Excitation by a Magnetic Step Function 210
- 39- 6.4 Electric Field Strength Due to Electric Ramp Function 216
- 40- 6.5 Magnetic Field Strength Due to Electric Ramp Function 220
- 41- 6.6 Component Amz of the Vector Potential 224
- 42- 6.7 Component Ae of the Vector potential 231
- 43- 6.8 Choice of p2 1 in Eq.(4.1-85) 238
- 44- 6.9 Excitation of a Spherical Wave 240
- 45- 6.10 Better Approximations of Dipole Currents 245
- 46- 6.11 Evaluation of Eq.(5.3-4) 259
- 47- 6.12 Calculations for Sections 4.2 and 4.3 271
- 48- REFERENCES AND BIBLIOGRAPHY 291
- 49- INDEX 297.
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