Classical theory of electromagnetism:
Saved in:
| Main Author: | |
|---|---|
| Format: | Book |
| Language: | English |
| Published: |
New Jersey [u.a.]
World Scientific
2004
|
| Edition: | 2. ed. |
| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Physical Description: | XXII, 757 S. Ill., graph. Darst. |
| ISBN: | 9812382186 9812382194 |
Staff View
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Record in the Search Index
| _version_ | 1804132825520144384 |
|---|---|
| adam_text | CL^SI^T HEORY OF ETECTOQMAGNETISM / * / : SECOND EDITION V
,Y BALDASSARE DI BARTOLO BOSTON COLLEGE, USA WORLD SCIENTIFIC NEW
JERSEY * LONDON * SINGAPORE * BEIJING * SHANGHAI * HONGKONG * TAIPEI *
CHENNAI CONTENTS FOREWORD XV PREFACE TO THE SECOND EDITION XVII PREFACE
TO THE FIRST EDITION XIX CHAPTER 1 MATHEMATICAL INTRODUCTION 1 1.1
VECTOR NOTATION 1 1.2 FIELDS 4 1.3 VECTOR DIFFERENTIAL OPERATOR 5 1.4
GAUSS S THEOREM AND RELATED THEOREMS 7 1.4.1 THE GRADIENT THEOREM 8
1.4.2 THE DIVERGENCE THEOREM 9 1.4.3 THE CURL THEOREM 9 1.4.4 GREEN S
THEOREM 10 1.4.5 STOKES S THEOREM 11 EXERCISES 14 CHAPTER 2 CHARGES AND
ELECTROSTATICS 19 2.1 BASIC PHENOMENA 19 2.1.1 THE SUPERPOSITION
PRINCIPLE 20 2.1.2 THE SYMMETRY PRINCIPLE 21 2.2 UNITS 22 2.2.1 THE
ELECTROSTATIC SYSTEM OF UNITS (ESU) 22 2.2.2 THE INTERNATIONAL SYSTEM OF
UNITS (SI) 23 2.3 THE GAUSS FLUX THEOREM AND THE FIRST MAXWELL EQUATION
25 VIII CLASSICAL THEORY OF ELECTROMAGNETISM 2. 4 SINGULAR AND GENERAL
CHARGE DISTRIBUTIONS 27 2.5 SOME POTENTIAL THEORY 32 2.6 PROPERTIES OF
SPHERICAL HARMONICS 35 2.6.1 NORMALIZATION 35 2.6.2 ORTHOGONALITY 35
2.6.3 SYMMETRY 36 2.6.4 EXAMPLES 36 2.6.5 LEGENDRE POLYNOMIALS, P;(COS#)
36 2.7 THE MEAN VALUE THEOREM 41 2.8 CONDUCTORS AND INSULATORS 42 2.9
GENERAL ELECTROSTATIC PROBLEMS 45 2.9.1 DIRICHLET BOUNDARY VALUE PROBLEM
48 2.9.2 NEUMANN BOUNDARY VALUE PROBLEM 49 2.10 FORCES AND THE STRESS
TENSOR 56 2.11 THE FIELD ENERGY 60 2.12 EARNSHAW S THEOREM 64 2.13
THOMPSON S THEOREM 66 2.14 POLARIZATION 73 2.15 FIELD ENERGY IN A
DIELECTRIC WITH CONSTANT K 83 2.16 FIELD ENERGY IN A DIELECTRIC FOR
WHICH K = K(X) 85 2.17 FORCES ON A DIELECTRIC 87 2.18 THE STRESS TENSOR
91 2.19 CAPACITANCE 94 EXERCISES 98 CHAPTER 3 STATIONARY CURRENTS AND
MAGNETOSTATICS 109 3.1 LORENTZ FORCE AND THE BIOT AND SAVART LAW 109
3.1.1 THE FORCE LAW 109 3.1.2 THE BIOT AND SAVART LAW 113 3.2 FORCES
BETWEEN CURRENT LOOPS 116 3.3 UNITS 117 3.3.1 THE ELECTROMAGNETIC SYSTEM
OF UNITS (EMU) 117 3.3.2 THE SI SYSTEM OF UNITS 119 3.3.3 THE GAUSSIAN
SYSTEM OF UNITS 120 3.4 THE VECTOR POTENTIAL 3.5 FORCES AND THE MAGNETIC
STRESS TENSOR 3.6 MAGNETIC MEDIA 3.6.1 PARAMAGNETIC MATERIALS 3.6.2
DIAMAGNETIC MATERIALS 3.7 B AND H EXERCISES CONTENTS IX 124 127 129 137
142 144 146 CHAPTER 4 INDUCTION AND QUASI-STATIONARY PHENOMENA 157 4.1
EFFECT OF TIME VARIATIONS ON V X B AND V X H 157 4.2 INDUCTION PHENOMENA
160 4.3 TEMPORAL VARIATION OF A FLUX THROUGH A MOVING SURFACE ELEMENT
162 4.4 DIFFERENTIAL FORMULATION OF THE LAW OF INDUCTION 165 4.5
QUASI-STATIONARY PHENOMENA 170 4.6 SELF-INDUCTANCE AND MUTUAL INDUCTANCE
171 4.7 ABOUT UNITS 177 EXERCISES 179 CHAPTER 5 GENERAL DISCUSSION OF
MAXWELL EQUATIONS 187 5.1 INTRODUCTION 187 5.2 FIELD EQUATIONS, FORCES
ACTING ON CHARGED MATTER, AND CONSERVATION LAWS 187 5.3 CONSERVATION
LAWS FOR THE MACROSCOPIC CASE 194 5.4 ENERGY AND MOMENTUM CONSERVATION
IN GENERAL 198 5.5 COMPLEX FIELD 199 5.6 ELECTROMAGNETIC WAVES IN VACUUM
AND IN CONTINUOUS MEDIA 201 5.7 RADIATION PRESSURE 208 5.8 REFLECTION OF
WAVES 211 X CLASSICAL THEORY OF ELECTROMAGNETISM 5.9 ELECTROMAGNETIC
WAVES IN A CONDUCTING MEDIUM 223 5.10 ELECTROMAGNETIC POTENTIALS AND
GAUGE TRANSFORMATIONS 230 EXERCISES 241 CHAPTER 6 THEORY OF RELATIVITY:
I 249 6.1 PRINCIPLE OF RELATIVITY IN MECHANICS AND ELECTRODYNAMICS 249
6.1.1 GALILEIAN TRANSFORMATION 249 6.2 THE SEARCH FOR AN ABSOLUTE FRAME
TIED TO THE ETHER 251 6.3 EINSTEIN S POSTULATES 256 6.4 LORENTZ
TRANSFORMATION 256 6.5 LORENTZ CONTRACTION, TIME DILATION, AND ADDITION
OF VELOCITIES 261 6.6 MINKOWSKI NOTATION 265 6.7 GENERAL LORENTZ
TRANSFORMATION 267 6.8 SCALARS, VECTORS, AND TENSORS IN FOUR DIMENSIONS
275 6.9 FOUR-VELOCITY, FOUR-ACCELERATION, AND PROPER TIME 282 6.10
LORENTZ-COVARIANT FORM OF THE POTENTIAL EQUATIONS 284 6.11 PLANE WAVES
287 6.12 THE TWIN PARADOX 296 EXERCISES 301 CHAPTER 7 THEORY OF
RELATIVITY: II 313 7.1 LORENTZ TRANSFORMATION AND E AND B FIELDS 313 7.2
CHARGED MASS POINT IN ELECTROMAGNETIC FIELD. MINKOWSKI FORCE 325 7.3
GAUSS S THEOREM IN FOUR DIMENSIONS 331 7.4 ELECTROMAGNETIC
ENERGY-MOMENTUM TENSOR 337 7.5 GREEN S FUNCTIONS FOR THE POTENTIAL
EQUATIONS 346 7.6 RETARDED, ADVANCED, AND SYMMETRICAL POTENTIALS 353
EXERCISES 357 CONTENTS XI CHAPTER 8 RADIATION FROM A MOVING POINT CHARGE
367 8.1 LIENARD-WIECHERT POTENTIALS OF A MOVING POINT CHARGE 367 8.2
FIELDS OF A MOVING POINT CHARGE 373 8.3 FIELDS OF A SLOW-MOVING POINT
CHARGE 388 8.3.1 GENERAL CASE 388 8.3.2 SMALL PERIODIC OSCILLATIONS IN
ONE DIMENSION 390 8.4 RADIATION FROM A MOVING CHARGED PARTICLE 395 8.4.1
PARALLEL VELOCITY AND ACCELERATION 399 8.4.2 PERPENDICULAR VELOCITY AND
ACCELERATION 405 8.5 SYNCHROTRON RADIATION 408 EXERCISES 416 CHAPTER 9
RADIATION DAMPING AND ELECTROMAGNETIC MASS 423 9.1 9.2 9.3 9.4 9.5
INTRODUCTION EVALUATION OF THE SELF-FORCE AND RADIATION DAMPING ENERGY
LOSS BY RADIATION. APPLICATION TO PERIODIC MOTION FORCED VIBRATIONS
SCATTERING OF RADIATION 9.5.1 RAYLEIGH SCATTERING 9.5.2 THOMSON
SCATTERING 9.5.3 RESONANCE SCATTERING EXERCISES 423 425 438 439 442 445
446 447 450 CHAPTER 10 RADIATION FROM PERIODIC CHARGE AND CURRENT
DISTRIBUTIONS 453 10.1 MULTIPOLE EXPANSION 453 10.2 ELECTRIC AND
MAGNETIC MULTIPOLES 465 10.3 MULTIPOLE EXPANSION USING SPHERICAL
HARMONICS 468 10.4 ANGULAR DISTRIBUTION OF MULTIPOLE RADIATION 472
EXERCISES 479 XII CLASSICAL THEORY OF ELECTROMAGNETISM CHAPTER 11
LAGRANGIAN AND HAMILTONIAN FORMULATIONS OF ELECTRODYNAMICS 483 11.1
OUTLINE OF CLASSICAL MECHANICS 483 11.2 LAGRANGIAN FORMULATION OF THE
MOTION OF A CHARGED PARTICLE IN GIVEN FIELDS 486 11.3 HAMILTONIAN
FORMULATION OF THE MOTION OF A CHARGED PARTICLE IN GIVEN FIELDS 488 11.4
LAGRANGIAN FORMULATION OF THE MAXWELL EQUATIONS 492 11.5 HAMILTONIAN
FORMULATION OF THE MAXWELL EQUATIONS 504 11.6 POISSON BRACKET METHOD 508
11.7 HAMILTONIAN OF A CLOSED SYSTEM 518 EXERCISES 525 CHAPTER 12
ELECTROMAGNETIC PROPERTIES OF MATTER 527 12.1 NORMAL AND ANOMALOUS
DISPERSION 527 12.2 MULTIPLE SCATTERING THEORY OF THE INDEX OF
REFRACTION 536 12.3 KRAMERS-KRONIG RELATIONS 548 12.4 GENERAL
OBSERVATIONS ON THE KRAMERS-KRONIG RELATIONS 555 12.5 RELAXATION 559
12.6 PLASMA FREQUENCY 562 EXERCISES 564 APPENDIX A. HOW TO CONVERT A
GIVEN AMOUNT OF A QUANTITY FROM SI UNITS TO GAUSSIAN UNITS 567 APPENDIX
B. HOW TO CONVERT AN EQUATION FROM SI UNITS TO GAUSSIAN UNITS 569
BIBLIOGRAPHY 571 AUTHOR INDEX 573 SUBJECT INDEX 574 CONTENTS XIII
SOLUTIONS MANUAL 579 PREFACE 581 CHAPTER 1 583 CHAPTER 2 593 CHAPTER 3
629 CHAPTER 4 647 CHAPTER 5 661 CHAPTER 6 675 CHAPTER 7 687 CHAPTER 8
715 CHAPTER 9 727 CHAPTER 10 739 CHAPTER 11 749 CHAPTER 12 753
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| discipline | Physik Elektrotechnik / Elektronik / Nachrichtentechnik |
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| id | DE-604.BV019381508 |
| illustrated | Illustrated |
| indexdate | 2024-07-09T19:58:59Z |
| institution | BVB |
| isbn | 9812382186 9812382194 |
| language | English |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-012844556 |
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| owner_facet | DE-384 DE-1043 DE-20 DE-188 DE-83 |
| physical | XXII, 757 S. Ill., graph. Darst. |
| publishDate | 2004 |
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| publisher | World Scientific |
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| spelling | Di Bartolo, Baldassare 1926- Verfasser (DE-588)136405290 aut Classical theory of electromagnetism Baldassare di Bartolo 2. ed. New Jersey [u.a.] World Scientific 2004 XXII, 757 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Electromagnetic theory Electromagnetism Elektromagnetismus (DE-588)4014306-5 gnd rswk-swf Elektrodynamik (DE-588)4014251-6 gnd rswk-swf Elektromagnetismus (DE-588)4014306-5 s DE-604 Elektrodynamik (DE-588)4014251-6 s HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=012844556&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Di Bartolo, Baldassare 1926- Classical theory of electromagnetism Electromagnetic theory Electromagnetism Elektromagnetismus (DE-588)4014306-5 gnd Elektrodynamik (DE-588)4014251-6 gnd |
| subject_GND | (DE-588)4014306-5 (DE-588)4014251-6 |
| title | Classical theory of electromagnetism |
| title_auth | Classical theory of electromagnetism |
| title_exact_search | Classical theory of electromagnetism |
| title_full | Classical theory of electromagnetism Baldassare di Bartolo |
| title_fullStr | Classical theory of electromagnetism Baldassare di Bartolo |
| title_full_unstemmed | Classical theory of electromagnetism Baldassare di Bartolo |
| title_short | Classical theory of electromagnetism |
| title_sort | classical theory of electromagnetism |
| topic | Electromagnetic theory Electromagnetism Elektromagnetismus (DE-588)4014306-5 gnd Elektrodynamik (DE-588)4014251-6 gnd |
| topic_facet | Electromagnetic theory Electromagnetism Elektromagnetismus Elektrodynamik |
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