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Meirovitch L. — Methods of analytical dynamics
Meirovitch L. — Methods of analytical dynamics



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Название: Methods of analytical dynamics

Автор: Meirovitch L.

Язык: en

Рубрика: Физика/Классическая физика/Теоретическая механика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1970

Количество страниц: 524

Добавлена в каталог: 29.06.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Newton, laws of      4 9
Newton, laws of, first law      4 9
Newton, laws of, gravitation law      4 11 12.
Newton, laws of, second law      9 11
Newton, laws of, third law or law of action and reaction      10 22
Nodal axis      140 412
Node in orbital motion, ascending      412 438
Node in orbital motion, ascending, longitude of      412
Node in orbital motion, descending      412
Node, as singular point, degenerate      183
Node, as singular point, degenerate, stable      182 183 185
Node, as singular point, degenerate, unstable      182 185
Nonautonomous system      174 263
Nonautonomous system, linear with periodic coefficients      264—270 309—313
Nonautonomous system, linear with periodic coefficients, asymptotically stable      268
Nonautonomous system, linear with periodic coefficients, perturbation solution of      309—313
Nonautonomous system, linear with periodic coefficients, reducible      270
Nonautonomous system, linear with periodic coefficients, stable      269
Nonautonomous system, nonlinear      313—327
Nonautonomous system, unstable      269
Nonautonomous system, weakly      294
Nonconservative systems      17 80
Nonconservative systems, Hamilton's equations for      95
Nonconservative systems, Hamilton's equations for, stability of      247—249
Nonconservative systems, Lagrange's equations for      76 88—91
Nonholonomic constraint      51 54
Nonholonomic system      51 162—164
Nonhomogeneous system      216 221
Noninertial system of reference      101 104 112
Nonlinear spring, hard      207
Nonlinear spring, soft      207 260
Nonlinear systems or equations      170—171 190 198 209 293 300
Nonlinear systems or equations, behavior of      187 227
Nonlinear systems or equations, nonautonomous      313—327
Nonlinear systems or equations, perturbation solution of      294—297 299—309 313—327
Nonlinear systems or equations, weakly      294
Nonnatural system      77 87
Nonnatural system, stability theorem for      247
Nonpotential forces      17
Norm, Euclidean      175 502
Null solution      176. See also Trivial solution
Nutation      142 152
Nutation of earth's polar axis      438—442
Oblate planet, effect of gravitational field of      457—463
Open domain      175
Open interval      502
Open set      503
Open set, connected      176
Open sphere      502
Orbit, circular      33 36
Orbit, determination of      409—413
Orbit, eccentricity of      33
Orbit, elliptic      33 35 409
Orbit, equation of      32
Orbit, hyperbolic      33 34 38
Orbit, inclination of      412
Orbit, Keplerian      409 442 453 457
Orbit, modification of      453
Orbit, of planet      30—37
Orbit, of satellite      30—37
Orbit, open      34
Orbit, osculating      444
Orbit, parabolic      33 34
Orbit, perturbation of      457—466
Orbit, rendezvous      455
Orbit, transfer      453—457
Orbital elements      41 442—446 454
Orbital elements, change of      453—457
Orbital elements, osculating      444
Orbital elements, variation of      442—446
Orbital reference frame      467
Orbital stability      177 272—273
Orbital stability, asymptotic      273
Ordinary point      174. See also Regular point
Orthogonal axes      104
Orthogonal transformation      124. See also Orthonormal transformation
Orthonormal transformation      103 109 134 344
Oscillator, harmonic      17 360—361 370—371
Oscillator, harmonic, anisotropic      379
Oscillator, harmonic, natural frequency of      19
Oscillator, harmonic, period of      19
Osculating elements      444
Osculating orbit      444
Path in the configuration space      67
Pendulous weight      394
Pendulum, double      78—79
Pendulum, of Foucault      101 116—119
Pendulum, simple      187—189 365
Pendulum, spherical      84—85 87—88 96—97
Pendulum, with moving support      287—288
Pendulum, with moving support, damped      325—327
Pericentron      33
Perigee      33
Perigee, height      35
Perihelion      33
Periodic matrix      264 270
Periodic solution      269 365
Periodic solution of Duffing's equation      313—322
Periodic solution of Hamilton's equations      273—277
Periodic solution of Hill's equation      279
Periodic solution of Mathieu's equation      282—287
Periodic solution, stability of      271—273
Periodicity conditions      301 314
Perturbation      175 225 293 294
Perturbation method      293
Perturbation method, averaging method      322—326
Perturbation method, based on Hamilton — Jacobi theory      372—377
Perturbation method, based on Hill's determinants      309—313
Perturbation method, fundamental technique      294—297
Perturbation method, Krylov — Bogoliubov — Mitropolsky      302—309
Perturbation method, of Lindstedt      299—302
Perturbative function      See Disturbing function
Perturbed motion, differential equations of      175 225
Pervasive damping      248
Pfaffianform      48 51
Phase plane      178
Phase portrait      173
Phase space      173
Picard — Lindelof theorem      216
Poincare stability      177. See also Orbital stability
Poincare — Bendixson theorem      199—204
Poincare's relative integral invariant      348
Poinsot's geometric description      147—149
Point of a set      501
Point of a set, boundary      503 504
Point of a set, interior      503
Point of a set, isolated      505
Point of a set, limit or accumulation      503 504
Point of a set, neighborhood of      503
Poisson brackets      349—352
Polhode      149
Positive definite function      232 289
Positive definite matrix      232
Positive semidefinite function      232 289
Postfactor      495
potential energy      15 32 61
Potential energy, augmented      61
Potential energy, gravitational      32 416 430—438 460
Potential energy, modified or equivalent      32 88 247 418 422
Potential function      17
Precession      142 152
Precession of earth's polar axis      438—442
Precession of the equinoxes      438 441
Precession, direct      146
Precession, fast      156
Precession, retrograde      146
Precession, slow      156
Precession, steady      155—156
Prefactor      494
Principal axes      134—137
Principal matrix      213
Principal minor determinants      233
Principal moments of inertia      136
Principle of d'Alembert      65—66
Principle of d'Alembert, generalized      65
Principle of Hamilton      66—72
Principle of Hamilton, extended      68
Principle of least action      69 330—334
Principle of virtual work      59—64
Products of inertia      129
Pseudovector      110
Quadratic form, homogeneous      74 137 232
Quadric surface      136
Quasi-coordinates      139 157
Quasi-coordinates, Lagrange's equations for      157—160
Quasi-harmonic system      298 301
Quasi-linear system      294
Rayleigh's dissipation function      88—91 95 248
Reducible system      270
Reference system or frame      2 3
Reference system or frame, heliocentric      412
Reference system or frame, inertial or Galilean      3 9
Reference system or frame, noninertial      112
Reference system or frame, orbital      467
Reference system or frame, rotating      104—119
Reference system or frame, rotating, motion relative to      110—119
Region      175 506
Region, cylindrical      175
Region, spherical      175 502
Regular point      174 179
Relative motion, equations of      428—430
Relativistic mass      8
Relativity principle of Galileo      3
Relativity theory of Einstein, general or gravitational      2 8 11
Relativity theory of Einstein, special      2 7
Representative point      46 172
Repulsive central force      See Scattering in inverse square field
Retrograde precession      146
Rheonomic system      51
Riemannian geometry      2
Riemannian space      8
Rigid body      122
Rigid body, angular momentum of      126—130
Rigid body, center of mass of      127
Rigid body, equations of motion for      137—138
Rigid body, equations of motion for, arbitrary axes      160—162
Rigid body, kinematics of      123—126
Rigid body, kinetic energy of      132—134
Rigid body, kinetic energy of, rotational      133
Rigid body, kinetic energy of, translational      133
Rigid body, linear momentum of      123—126
Rocket dynamics      487—491
Rolling of a coin      162—164
Rotating reference system      104—110
Rotation, finite      106
Rotation, improper      110
Rotation, infinitesimal      107
Rotation, matrix      105 141
Rotation, proper      110
Routh — Hurwitz criterion      222—224
Routh's method for ignoration of coordinates      83 85—88
Routh's theorem      250
Routhian      86 151 249
Rutherford's scattering formula      39
Saddle point      182 186 191
Satellite orbit      30—37
Satellite orbit, perturbation of      457—466
Satellite orbit, perturbation of, by atmospheric drag      463—466
Satellite orbit, perturbation of, by gravitational field of oblate planet      457—463
Satellite orbit, perturbation of, long-period      461 462
Satellite orbit, perturbation of, secular      461 462
Satellite orbit, perturbation of, short-period      461 462
Satellite orbit, regression of the nodes      459
Satellite rotational motion      See Attitude motion of satellites
Scattering in inverse square field      37—40
Scattering in inverse square field, angle      38
Scattering in inverse square field, fixed center of force      37
Scattering in inverse square field, for total cross section of      40
Scattering in inverse square field, moving center of force      40
Scattering in inverse square field, Rutherford formula for      39
Schuler period      403
Schuler tuning      398—403
Scleronomic system      51
Second method of Liapunov      See Liapunov's direct or second method
Secular perturbation of satellite orbit      461 462
Secular terms      294 297—299
Segment      See Interval closed
Segment without contact      200
Self-adjoint system      215
Self-excited oscillation      199
Self-sustained oscillation      199
Semimajor axis of ellipse      36
Semiminor axis of ellipse      410
Separable systems      361—365
Separation of variables      361 372
Separatrix      193
Set(s), boundary of      503 504
Set(s), bounded      502
Set(s), cartesian product or direct product of      500
Set(s), closed      503 504
Set(s), closure of      504
Set(s), compact      505
Set(s), complement of      499
Set(s), connected      175 506
Set(s), connected, arcwise      498
Set(s), connected, simply      498
Set(s), dense      504
Set(s), diameter of      502
Set(s), difference of      499
Set(s), disjoint      499
Set(s), distance between      502
Set(s), empty, null, or void      499
Set(s), interior of      503
Set(s), intersection of      499
Set(s), isolated point of      505
Set(s), limit point of, or accumulation point of      503 504
Set(s), open      503 504
Set(s), partially ordered      500
Set(s), union of, or sum of      499
Short-period perturbation of satellite orbit      461 462
Significant behavior      222
Significant behavior of linear autonomous systems      222
Significant behavior of variational equations with periodic coefficients      272
Similarity transformation      125 181 218 266
simple pendulum      187—189 365
Simply periodic motion      366
Simultaneity      4
Simultaneity, absolute      7
Simultaneity, relative      8
Single-axis gyroscope      403
Singular point      174. See also Equilibrium point
Singular point, at the origin      175
Singular point, center, or vortex      184
Singular point, isolated      175
Singular point, node      182
Singular point, node, degenerate      183
Singular point, nonelementary      192
Singular point, saddle point      182
Singular point, spiral point, or focus      184
Sleeping top      156
Sleeping top, stability analysis by Liapunov's direct method      251—252
Solidification, principle of      487
Space      1 8
Space cone      144
Space, absolute      2 4
Space, configuration      46 172
Space, Euclidean      2 175 211 501
Space, inertial      3
Space, Minkowski, or world      7 8
Space, phase      173
1 2 3 4
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