Rosser G. — Interpretation of classical electromagnetism :: Электронная библиотека попечительского совета мехмата МГУ

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Rosser G. — Interpretation of classical electromagnetism

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Название: Interpretation of classical electromagnetism

Автор: Rosser G.

Аннотация:

This book presents Maxwell's equations and the laws of classical electromagnetism starting from the equations for the electric and magnetic fields due to an accelerating classical point charge. A microscopic perspective is used to interpret the electric field due to a current element, the origin of induced electromagnetic fields and detached electric field lines, motional electromagnetic fields, the mode of action of inductors and capacitors in AC circuits, conduction current flow, the Biot-Savart law, etc. A review of energy methods is presented in a way consistent with this microscopic approach, leading up to discussions of the conservation laws for a system of spatially separated moving charges and the Poynting vector hypothesis. After extending Maxwell's equations to field points inside dielectrics and magnetic materials, a brief review of special relativity is given stressing those topics that illustrate the essential unity of classical electromagnetism and special relativity.

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Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

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Год издания: 1997

Количество страниц: 444

Добавлена в каталог: 24.11.2013

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Предметный указатель

Maxwell’s equations, microscopic fields      see Maxwell — Lorentz equations
Maxwell’s equations, moving charge      110—142
Maxwell’s equations, moving line of charge      134—138
Maxwell’s equations, relativistic transformations of      375—383
Michelson — Morley experiment      159 355
MKSA system of units      3 4 25
Momentum, conservation of      267—269 304—308 375
Motional (dynamo) emf      40 258—266
Moving charged disk      414—418
Moving charges, forces between      305—307 370—372
Mutual inductance      233—235
nabla      385
Near zone      166
Newton’s law of gravitation      4 151 152 267 268
Newton’s laws of motion      267—269 357
Newton’s laws of motion, non validity of the third law in classical electromagnetism      305—307 309 370—372
Ohm’s Law      15 17 18 398
Oscillating electric dipole      63
Oscillating electric dipole, application of Maxwell’s equations to      74—82
Oscillating electric dipole, electric field of      67—69 73 198—201
Oscillating electric dipole, Jefimenko’s equations      203—205
Oscillating electric dipole, magnetic field of      65 66 219
Oscillating electric dipole, Poynting vector      70
Oscillating electric dipole, relation of fields to experiment      70—72
Oscillating electric dipole, scalar potential      73
Oscillating electric dipole, vector potential      65 66
Oscillating magnetic dipole, electric field of      195—197
Oscillating magnetic dipole, magnetic field of      221 222
Paramagnetism      339
Permeability, absolute of free space      24
Permeability, relative      2 327 345 346 349
Permittivity, absolute of free space      2
Permittivity, relative      2 327 337 349
photons      163 164
Photons, virtual      163
Planck, M.      162
Planck’s constant      162 163 318
Plimpton, S. J.      3
Poincare, H.      87
Point charge moving with uniform velocity, electric field      95—100 109 372
Point charge moving with uniform velocity, Gauss’ flux law      110—114
Point charge moving with uniform velocity, magnetic field      97—100 110 372
Point charge moving with uniform velocity, Maxwell’s equations      110—142
Poisson, S. - D.      156
Poisson’s equation      13 16 61 86
Polarization current density      346 347 349
Polarization vector $\textbf{P}$       327 329 336 346 347
Potential (electromagnetic) momentum      300—307
Potential difference      15 17
potential energy      14 267
Poynting vector      286 287 350 405
Poynting vector hypothesis      316—320 325 326
Poynting vector hypothesis, angular momentum      320—324
Poynting vector hypothesis, DC conditions      319 320
Poynting vector hypothesis, photon model      318 319
Poynting vector, accelerating charge      106 107
Poynting vector, electromagnetic waves      294—296
Poynting vector, oscillating electric dipole      70
Poynting vector, potential (electromagnetic) momentum      300—303
Poynting vector, steady conditions      286—292
Poynting vector, varying conditions      292—294
Priestly, J.      3
Principle of constancy of speed of light      358 359
Principle of constant charge      6 7 359—361 370 379 383
Principle of relativity      357 419
Principle of superposition      4
Projected position      101 175
Projected position, induction electric field of a current element      174—177
Projected position, magnetic field of a current element      210 211
Quantum theory and classical electromagnetism      163—165

Quasi-stationary approximations      227
Radiation      69 70 105—107 193—197
Radiation pressure      301—303
Radiation zone      67 77
Reactance      248 251
Relativity      see Special theory of relativity
Resonance      252
Retarded position      93 95 170
Retarded potentials      1 59 223
Retarded potentials, derivation      59—62
Retarded potentials, derivation from Li $\acute{e}$ nard — Wiechert potentials      223 224
Scalar potential $\phi$ , charge moving with uniform velocity      100
Scalar potential $\phi$ , Coulomb gauge      80
Scalar potential $\phi$ , differential equation for      58
Scalar potential $\phi$ , electrostatics      12 13 36
Scalar potential $\phi$ , general definition      56
Scalar potential $\phi$ , retarded potentials      59—62
Scalar potential $\phi$ , varying conditions      58
Scalar product      384
Self inductance      241—243
Self inductance, air-cored coil      242 243
Self inductance, back emf      243 248
Self inductance, reactance      248
Self inductance, solenoid      241 242
Self inductance, voltage across      256
SI system of units      3 4 25
Skin depth      47
Solenoid, electric field      231 322
Solenoid, self inductance      241
Solenoid, vector potential      230
Special theory of relativity, force transformations      369 371 420
Special theory of relativity, length contraction      366 380
Special theory of relativity, Lorentz transformations      356 362—365 419
Special theory of relativity, measurement of times of distant events      361 362
Special theory of relativity, momentum transformations      420
Special theory of relativity, simultaneity of events      365
Special theory of relativity, time dilation      365
Special theory of relativity, velocity transformations      419 420
Special theory of relativity, volume contraction      366 380
spherical polar coordinates      389
Stokes’ Theorem      13 35 80 345 388
Surface and boundary charge distributions      20 21 166 396—402
Susceptibility, electric      336 337 349
Susceptibility, magnetic      345 346 349
Tesla      25
Transformer      40—42 228—233 244-246
Uncertainty principle      163
Van de Graaff as a source of emf      20 288—292 395—398
Van der Waals forces      403
Vector analysis      384—389
Vector potential $\textbf{A}$ , accelerating charge      90—92 409
Vector potential $\textbf{A}$ , charge moving with uniform velocity      100
Vector potential $\textbf{A}$ , Coulomb gauge      96
Vector potential $\textbf{A}$ , definition of      31 56
Vector potential $\textbf{A}$ , differential equation for      35 55 56
Vector potential $\textbf{A}$ , divergence of      31 32 57 85
Vector potential $\textbf{A}$ , Li\acute{e}nard — Wiechert potentials      90—92 409
Vector potential $\textbf{A}$ , Lorentz condition      57
Vector potential $\textbf{A}$ , magnetic dipole      340
Vector potential $\textbf{A}$ , magnetostatics      31 32
Vector potential $\textbf{A}$ , operational definition of      310—312
Vector potential $\textbf{A}$ , oscillating electric dipole      65 66
Vector potential $\textbf{A}$ , retarded potentials      62
Vector potential $\textbf{A}$ , solenoid      230
Vector product      384 385
Voltmeter      236 237
Volume contraction      366 380
Weighting function      52 390
Williams, E. R.      3
Work done by electromagnetic field      285 286 288
Young T.      156 157

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