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Slater J., Frank N. — Introduction to Theoretical Physics
Slater J., Frank N. — Introduction to Theoretical Physics



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Íàçâàíèå: Introduction to Theoretical Physics

Àâòîðû: Slater J., Frank N.

Àííîòàöèÿ:

The general plan of a book is often clearer if one knows how it came to be written. This book started from two separate sources. First, it originated in a year's lecture course of the same title, covering about the first two-thirds of the ground presented here, the part on classical physics. This course grew out of the conviction that the teaching of theoretical physics in a number of separate courses, as in mechanics, electromagnetic theory, potential theory, thermodynamics, tends to keep a student from seeing the unity of physics, and from appreciating the importance of applying principles developed for one branch of science to the problems of another.


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1933

Êîëè÷åñòâî ñòðàíèö: 576

Äîáàâëåíà â êàòàëîã: 26.04.2014

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Flow, of fluids      185ff.
Flow, of heat      197ff.
Fluids, flow of      185ff.
Flux      185
Flux density      185—186
Flux density of heat flow      198
Flux, magnetic      235
Force, external      see "External forces"
Force, interatomic      439ff.
Force, on charge and current      240
Forced vibrations, of particle      29
Forced vibrations, of string      142—143
Fourier series      120—128
Fourier series in function space      139
Fourier series, double      162
Fourier series, generalization for multiply periodic motion      362
Fourier's method for transient heat flow      203—205
Fraunhofer diffraction      315ff.
Free electrons in quantum theory      531—535
Free energy      458ff.
Free energy of crystals      476
Fresnel diffraction      315ff.
Fresnel equations for reflection      262—264
Fresnel integrals      320 328
Fresnel zones      308ff.
Function space      137ff.
Functions, odd and even      126
Functions, representation by power series      2ff.
Functions, scalar product in function space      153
Gases, dispersion in      275—278
Gases, equation of state and general properties      454ff.
Gauss error curve      372
Gauss's theorem      187—188
General solution of differential equation      15
Generalized coordinates, curl in      229
Generalized coordinates, equations of motion in      59ff. 69ff.
Generalized coordinates, gradient, divergence, Laplacian in      199—201
Generalized force      69—70
Generalized force in vibrating string problem      141
Generalized momentum      61 69ff.
Geophysical problems with elastic waves      179—180
Gibbs — Helmholtz equation      460
Gradient of a scalar      54 56
Gradient, in curvilinear coordinates      200
Green's distribution      221—222
Green's method for differential equations      222—223
Green's theorem      217
Half-breadth of resonance band      37
Hamilton's equations of motion      71—76
Hamilton's principle      342
Hamiltonian function      71—72
Hartree's method of self-consistent fields      430—431
Heat flow      197—209
Heitler — London method for molecular energy      523—527
Hertz, electric waves      238
Hertz, vector      291ff.
Homogeneous quadratic functions      73—74
Homopolar valence      443 523—527
Hooke's law      177—182
Hooke's law, modified for viscous fluids      193
Huygens' principle      302—311
Hydrogen atom      406ff.
hydrogen molecule      523—527
Hydrostatic pressure      174
Ideal fluid      190
Images, method of      215—216
Impedance      33
Imperfect gases      462ff.
Index of refraction      253 270—283 see
Induced emission, probability of      394
Induction vector, magnetic      239
Induction, electromagnetic      235—236
Induction, electrostatic      215
Inelastic electronic collisions      403
Inertia, moment and products of      95—96
Infinite series      see "Series"
Initial conditions, for circular membrane      168
Initial conditions, for quantum-mechanical motion      377ff.
Initial conditions, for rectangular membrane      162
Initial conditions, for string      122
Initial conditions, for transient vibrations of particle      29
Inner shielding      437
Instantaneous axis      99
Integral method for transient heat flow      205—208
Integral of state, in kinetic theory      458—459
Integral, line      52—53
Integral, phase or quantum      358—359
Intensity, of electric field      210
Intensity, of magnetic field      225
Intensity, of radiation, and correspondence principle      363
Intensity, of radiation, and selection principles      417
Interaction, of electrons      501ff.
Interaction, of nuclei, perturbation method      497—499
Interatomic forces and molecular structure      439ff.
Internal energy of a system      460
Ionic compounds      449—451
Ionic crystals      473
Ionic forces      439
Ionization potentials      435—437
Iron group of elements      430
Iron group of elements, paramagnetism of      557
Irreversibility of heat flow      208
Irrotational flow      188—192
Iso-electronic sequences      438
Isotopes      407
kinetic energy      41
Kinetic energy of rigid bodies      95
L-S coupling      519
Lagrange's equations      58—67 75
Lagrange's equations for weighted string      131
Lagrangian function      59
Lagrangian function in relativity      78
Lagrangian function with magnetic field      77
Laplace's equation, for electrostatics      212
Laplace's equation, for heat flow      198
Laplace's equation, for velocity potential      190
Laplace's equation, for vibrating membrane      164
Laplace's equation, solution as surface integral      220
Laplacian      56
Laplacian in curvilinear coordinates      201
Laplacian in polar coordinates      164—165
Larmor precession      106
Legendre polynomials      158
Legendre polynomials, associated      171 409
Legendre's equation      171
Lenz's law      235
Level, energy      331
Lewis, electron pair bond      443
Line integrals      52—53
Linear differential equation, properties      36
Linear oscillator, phase space      81
linear polarization      266
Linear restoring force      19
Linear transformation      115
Lines of flow      186—188
Liouville's theorem      365—366
Liquids, dispersion in      278—280
Liquids, flow of      185—195
Liquids, gases, and solids, comparison      454
Lissajous figures      85
Longitudinal waves in elastic solid      178—179
Lorentz force      240
Lorenz — Lorentz Law      280
Magnetic properties, quantum theory      555—558
magnetic quantum number      410
Magnetism      225—234
Many-body problem in wave mechanics      432—433
Matrices in quantum mechanics      374—384
Maxwell — Boltzmann distribution law      369
Maxwell's distribution of velocities      372
Maxwell's equations      235ff.
Mean values      see "Average values"
Mechanical energy      39—46 52
Mechanics, statistical      364—371 454—470
Mechanics, wave nature of      335—336
Membrane, vibrations of      160ff.
Metals, classical theory, electron theory      280—283
Metals, classical theory, plane waves of light in      255—256
Metals, classical theory, reflection of light from      267—268
Metals, quantum theory, electrons in      531—543
Metals, quantum theory, nature of conduction process      494—497
Metals, quantum theory, relation to molecular orbitals      529—530
Metals, quantum theory, relation to valence compounds      449
Method of images      215—216
microcanonical ensemble      367—368
Microcanonical ensemble and quantum statistics      466—467
Molecular refractivity      284
Molecules, electronic energy      518 522—530
Molecules, general structure and interatomic forces      439—451
Molecules, nuclear motions      480—486
Moment of inertia      95
Momentum operator in wave mechanics      380
Momentum space      83—84
Momentum, generalized      61 69ff.
Morse potential curve for molecules      445—446
Moseley's law      437
Motion of rigid bodies      92ff.
Motion of rigid bodies in several dimensions      46
Motion of rigid bodies of several particles      117
Multiplets      390 509—527
Multiply periodic motion      63—64 84—86
Multiply periodic motion, in quantum theory      362—364
Multivalued potential      228
Mutual induction, coefficient of      245
Negative dispersion      558
Neutrons      407
Newton's law of motion      11 70—71
Nodal line, Euler's angles      101
Nodes in vibrating membrane      162 167
Non-central two-dimensional motion      83
Nonconservative systems      41
Nonuniform string      146—158
Normal coordinates      107—114
Normal coordinates, general theory      134—142
Normal coordinates, thermal vibrations of crystals      474—475
Normal dispersion      277
Normal functions, for vibrating string      139 151—153 see
Normal incidence, reflection coefficient      260—262 267
Normal stresses      174
Normalization, coupled systems      112 116
Normalization, nonuniform string      152
Normalization, quantum theory      374—375 382—383
Normalization, weighted string      136
Nuclear atom      406—407
Nuclear charge, effective      425 431—432
Nuclear motions in molecules and solids      471—499
Nutation      104
Odd functions      126
Ohm's law in differential form      241
One-electron energies and wave functions      433—437
Open circuits      237
Operators in wave mechanics      380—382
Optics      258—333
Orbital degeneracy      416 520—521
Orbits, central motion      62—63
Orbits, hydrogen      412
Orthogonality, Bessel's functions      169—170
Orthogonality, coupled systems      116
Orthogonality, nonuniform string      151
Orthogonality, quantum theory      378
Orthogonality, sine and cosine      125
Orthogonality, weighted string      136
Oscillating dipole, radiation from      288ff.
Oscillations, of electric circuit      20
Oscillations, simple harmonic      19ff.
Oscillator strength      280
Oscillator, anharmonic      38
Oscillator, coupled      107ff.
Oscillator, linear, classical theory      19ff.
Oscillator, linear, quantum theory      354—357 384
Oscillator, two-dimensional      84—86
Outer shielding      437
Overtone      120
Palladium group of elements      430
Parallel plate condenser      214—215
Paramagnetism      555—557
Partial derivative      54
Partial differential equation      121
Particular solution of differential equation      15
Penetrating orbits      419—422
Penetration force between atoms      442
Penetration interaction for $H_{2}$      525
Penetration of potential barriers      351—353
Perfect gas, classical theory      461
Perfect gas, quantum theory      468ff.
Perihelion      62
Periodic force in vibrating string problem      142
Periodic motion      44
Periodic system of the elements      426ff.
Permeability, magnetic      239
Perturbation theory, nonuniform string      154ff.
Perturbation theory, quantum mechanics      386—404
Phase change in total reflection      266
Phase change, on reflection, waves on string      158
Phase integral      88—91 359—360
Phase space      79ff. 358ff.
Phase space for free electrons      532
Photoelectric emission      330 343 540
photons      330 332
Planck's constant      330
Planck's law of black-body radiation      395
Plane waves, elastic      176—178
Plane waves, optical      253—256 258—268
Planetary motion      60
Point transformation      87
Poiseuille's law      194—195
Poisson's equation      212 217ff.
Poisson's ratio      182
Polarizability of atoms and ions      275 439—441 549—555
Polarization, of dielectric      270—275
Polarization, of light      264—268 295
Pole of function      5
Polyatomic molecules      485—486
Polynomials, Legendre      158
Potential barriers, penetration      351—353
potential energy      41ff. 52—55
Potential vector      231
Potential velocity      188ff.
Potential, electrostatic      211—212
Potential, magnetostatic      225
Potential, retarded      303—305
Power series      1—8
Power-series solution, for differential equations      10—20
Power-series solution, for secular equation of perturbation theory      387—390
Poynting's vector      249—251
Precession      92—93 104—106
Predissociation      494
Pressure of solid      472
Pressure, elasticity      175ff.
Pressure, hydrodynamics      191ff.
Pressure, kinetic theory      459ff.
Principal axes of inertia      96
Principal axes of stress      175
Principal axes, coupled systems      117
principal quantum number      410
Principle of least action      342
Probability relations in wave mechanics      333—337
Probability, a priori      370—371
Products, of inertia      95
Products, of vectors      49—51
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