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Greiner W. — Classical mechanics. Systems of particles and hamiltonian dynamics
Greiner W. — Classical mechanics. Systems of particles and hamiltonian dynamics



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Название: Classical mechanics. Systems of particles and hamiltonian dynamics

Автор: Greiner W.

Аннотация:

The series of texts on Classical Theoretical Physics is based on the highly successful series of courses given by Walter Greiner at the Johann Wolfgang Goethe University in Frankfurt am Main, Germany. Intended for advanced undergraduates and beginning graduate students, the volumes in the series provide not only a complete survey of classical theoretical physics but also an enormous number of worked examples and problems to show students clearly how to apply the abstract principles to realistic problems.


Язык: en

Рубрика: Физика/Общие курсы/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2003

Количество страниц: 537

Добавлена в каталог: 09.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
phase diagram      364
Phase flow      420 423
Phase integral      391
Phase space      364
Phase trajectory      364
phase velocity      110
Phase-space density      368
Physical pendulum      171
Pirouette      69
Pitchfork branching      454 477
Pivot forces      230
Planck's constant      411
Plane, invariable      218
Poincare      417 462
Poincare cut      445 501 508
Poincare mapping      446 460 475 496
Poincare recurrence time      155
Poincare — Bendixson, theorem      437
Poinsot ellipsoid      217
Point attractor      477
Poisson bracket      413
Pole cone      220
Pole curve      49
Pole path      49
Pole trajectory      219
Polhodie      219
Potential, generalized      325
Potential, scalar      327
Potential, vector      327
Potential, velocity-dependent      324
Precession      235
Precession velocity      259
Precession, stationary      259
Principal axes of inertia      194
Principal axis      211
Projectile      52 330
Quantum hypothesis      410
Quantum number      109
Quasiperiodic      491 494 508
Rayleigh oscillator      433
Recurrence time, Poincare      155
Reduced mass      74
Relaxation vibration      437 439
Resonances      508
Rheonomic      271 293
River, superelevation of bank      19
Rolling pendulum      175
Rosette path      28
Rotating coordinate system      3 7
Rotating ellipsoid      227
Rotating tube      35
Rotation      41
Rotation about a fixed axis      165
Rotation about a point      190
Rotation energy      193
Rotation matrix      201 251
Rotational Velocity      7
Rotator, periodically kicked      489
Rotor      428
Rutherford scattering      56
Saddle point      428 454
Saddle-node branching      453
Saros cycle      241
Saturn      503
Scattering cross section, Rutherford      56
Scattering cross section, square well potential      60
Scattering experiment      52
Scattering of two atoms      64
Scattering, in a central field      51
Scleronomic      271
Sea level      20
Secular equation      426
Self-exciting vibration      437
Self-similarity      468 484 485 494
Sierpinski gasket      469
Similarity transformation      202
Slant throw      398
Sleeping top      259
Solar system      78
Sound velocity      110
Spin      255
Spiral      428 430
Stability      425
Stability of paths      446
Stability, asymptotic      427 442
Stability, orbital      443
Stability, time-dependent paths      442 446
Staggering motion      503 510
Standard mapping      491
Steiner's Theorem      169
Stochastic cooling      369
Straight line, invariable      218
Strange Attractor      425 467 501
Stretching and folding      466 486
String pendulum      308
String tension      24 105 274 280
String, vibrating      105 112
Stroboscopic mapping      444
Subcritical branching      455
Subharmonic bifurcation      459
Subharmonic cascade      499
Supercritical branching      455
Superposition principle      109
Superstability      483 484 494
Surface density      47
Symmetry axis      211
Symmetry-breaking bifurcation      500
Synchronization      492
System of mass points      66
System of principal axes      194
TARGET      52
Tautochrone problem      133
Tensor      201
Tensor of inertia      192
Tensor of inertia, square      198
Tensor of inertia, three mass points      212
Theorem of Chasles      41
Theorem of Liouville      364
Theorem of Steiner      169
Theory of chaos      462
Theory of stability, Floquet      447
Theory of top, analytical      220
Theory of top, geometrical      217
Tidal forces      241
Tidal friction      507 508
Top moment      236
Top, asymmetric      267 311
Top, free      216
Top, heavy      233 261
Top, oblate      216
Top, prolate      216
Top, rolling circular      207
Top, sleeping      260
Top, spherical      197 216
Top, symmetric      197
torque      165
Torque of rotating plate      228
Torque, elliptic disk      232
Torus      464
Total time derivative      415
Trace cone      219
Trace trajectory      219
Trajectory      420 497
Transcritical branching      455
Transformation of kinetic energy      73
Transformation, canonical      380
Transformation, to center-of-mass coordinates      72
Transients      423 484
Translation      41
Transverse cut      445
Tube, rotating      293
Turbulence      417
van der Pol oscillator      433 438
Variational problem      351 354
Vector field      419
Vector product      5
Velocity field      419 422
Velocity, angular      7
Velocity, generalized      277
Velocity, true      7
Velocity, virtual      7
Velocity-dependent potential      324
Vibrating chain      90
Vibrating membrane      136
Vibrating string      105 112
Vibration antinode      100
Vibration, self-exciting      437
Vibrations of coupled mass points      83
Virtual displacement      279 516
Virtual forces      8
Virtual work      280 281 332 516
Volume density      44
Voyager      503 510
Wave equation      107
wave number      110
Wavelength      110
Winding number      492
Work, virtual      279 281 332 516
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