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Sedov L. — Similarity and Dimensional Methods in Mechanics
Sedov L. — Similarity and Dimensional Methods in Mechanics



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Íàçâàíèå: Similarity and Dimensional Methods in Mechanics

Àâòîð: Sedov L.

Àííîòàöèÿ:

Similiarity and Dimensional Methods in Mechanics, 10th Edition is an English language translation of this classic volume examining the general theory of dimensions of physical quantities, the theory of mechanical and physical similarity, and the theory of modeling. Several examples illustrate the use of the theories of similarity and dimensions for establishing fundamental mechanical regularities in aviation, explosions, and astrophysics, as well as in the hydrodynamics of ships. Other interesting areas covered include the general theory of automodel motions of continuum media, the theory of propagation of explosion waves in gases, the theory of one-dimensional nonestablished motion in gases, the fundamentals of the gas-dynamics theory of atom-bomb explosion in the atmosphere and the theory of averaging of gaseous flows in channels. Aspects of modeling include the dimensionless characteristics of compressor operation, the theories of engine thrust, and efficiency of an ideal propeller for subsonic and supersonic speeds. Similiarity and Dimensional Methods in Mechanics, 10th Edition is an ideal volume for researchers and students involved in physics and mechanics.


ßçûê: en

Ðóáðèêà: Ôèçèêà/Êëàññè÷åñêàÿ ôèçèêà/Ìåõàíèêà æèäêîñòè è ãàçà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Èçäàíèå: 10th edition

Ãîä èçäàíèÿ: 1993

Êîëè÷åñòâî ñòðàíèö: 479

Äîáàâëåíà â êàòàëîã: 30.06.2005

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Adiabatic integral      214—216 223
Adiabatic motions asymmetric unsteady      367—378
Altitude h      405
Aquilae nova      423 425
Arbitrary discontinuity      192
Astrophysics      209 417—474
Asymptomatic decay laws      147
Asymptotic laws for shock wave velocity      368
Atomic bomb      264—268 276 285
Batchelor and Townsend      166
Berthelot      206
Biot — Savart law      15
Blasius equation      177—178
Boltzmann's constant      55
Boundary conditions equations of      448—453
Boundary layer      127
Boundary layer, turbulent      177
Boussinesq      114
bucky      62
Canonical gas flows      384
Cartesian coordinate system      18 103 112
Cauchy problem      188—189 302
Cauchy — Poisson problem      103
Center of symmetry one-dimensional unsteady gas motions near      351—363
Center of symmetry unsteady gas motions      337—351
Centrifugal compressor impeller      389
Centrifuge schematic diagram      62
Cepheids      422—424
Cepheids, brightness variation and mean mass relations      445—447
Cepheids, characteristic      424t
Cepheids, photovisual curve      423
Channel cross-section      380 389
Chapman — Jouguet condition      205 210—211 243—251 249—251
Chushkin      318
Circulation      117—120
Circulation, vortex      390
Clapeyron equation      33 288
Combustion      191 251
Combustion products      204
Compression shocks      198—202
Compressors      395—407
Compressors, diagram      397 398
Cone submergence      100—102
Constitutive equation      385
Continuity equation      120
Copernicus      18—19
Coulomb's friction law      15
Curve of brightness variation      425
Cylindrical mixing chamber      386
Cylindrical symmetry      337
Cylindrical waves      185—189
D'Alembert principle      24
Davidenkov      62
Decay of arbitrary discontinuity      256—261
Decay of turbulence      153—170
Denned units of measurement      4—10
Detonation      191
Detonation front      202—207
Detonation wave      191—192 243
Detonation, spherical      242—251
Dimensional formulas      10—12
Dimensional quantities      3—4
Dimensional theory      35—81
Dimensionless quantities      3—4
Dirigible model      66
Doyere's graph      80—81
Dust concentration      288
Dynamic length      306
Energy integral      216—221
Engine test beds      395
Entropy flux      381
Equation of state      290
Equilibrium and motion equations gas mass simulating a star      427—433
Equilibrium and motion equations general dimensional theory      1—34
Equilibrium and motion equations of stars      438—445
Equilibrium explosion of in zero temperature gradient      470—474
Euler      329
Euler's gamma function      163
Explosion      240—242
Explosion, diagram      242
Explosion, intense      261—296
Explosion, intense, medium with variable density      322—337
Explosion, maximum pressure and impulse in      311—322
Explosion, strong      192
Fineness coefficient      78
Flame front      202—207 251—256
Flame propagation      251—256
Flare-ups theory of      448—474
Flight efficiency      408—416
Flow entropy      385
Fluid heavy flow through spillway      39—40
Fluid incompressible small waves on surface of      103—112
Fluid motion in pipes      40—46
Fluid motion of a body in      46—52 67—72
Fluid motion of a body in, heat transfer from      52—57
Fluid unsteady motion      72—77
Flux of momentum      381
Focusing      190—191
Friction coefficient cf      132
Friction velocity      170
Fritsch      174
Froude number      78—85 87—91 94
Froude's law of similarity      80
Froude's pendulum      23
Fundamental units of measurement      4-10
Galileo      19
Gas large molecular weight      404
Gas machines theory      379—416
Gas mass simulating a star      427—433
Gas motion averaging for parameters of      380
Gas particles total energy of      217—221
General theory of relativity      188
Goldstine      308
Grigoryan      318
Hamel      123
Heat conduction      288—290
Hooke's law      15—16
Ideal media      194—195
Impact on water      91—100
Implosion      240—242
Implosion, diagram      242
Integral curves in z, V plane      226—236
Internal gas energy      290
Inverse adiabatic process      384
Isotropic turbulence decay      142—147
Isotropic turbulent motion      136
Jet engines      379
Jet engines, flight efficiency      408—416
Jet engines, ideal, diagram      409
Jouguet point      207
Karlikov      295 336 367
Karman      174
Karman — Howarth assumption      153 159
Karman — Howarth equation      141 144 150—152 167
Karman, arbitrary constant induced by      144
Karman, main hypothesis      181
Kepler's laws      12—15 19
Kinematic viscosity      118
Kochin      103—107
Kochina      295
Kolmogorov      152
Korobeinikov      295 308 318
Lagrange      329
Lagrange's coordinate      214 339
Lagrange's integral      293
Laminar regime      43
Landau      308
Large-scale fluctuations      149
Law of conservation of energy      217—219
Le Chatelier      206
Ling and Wang      165—169
Loitsyanskiy      142
Luminosity-mass relations formula      433—438
Mallard      206
Mass flow      380
Mass integral      213—214 223
Mass-luminosity diagram      421
Mass-radius diagram      422
Melnikova      295
Mikhelson      206—207
Mira Cetus      425
Momentum integral      221—222
Momentum, angular, flux of      381
Momentum, flux of      381
Motion, equations of      448—453
Motion, ship      77—85
Motion, three-dimensional self-similar      112—115
Motion, unsteady      72—77
Navier — Stokes equation      120 123 140
NCG 1003      426
Neumann      308
Newton's second law      12—25
Newtonian gravitational forces      338
NGG 5232      425
Nikuradse      174
Nonuniform flows      384
Nova theory of flare-ups      448—474
One-dimensional gas motions characteristic moving points of      363—367
One-dimensional gas motions general theory of      351—378
One-dimensional unsteady motions      185
Peclet number      401
Pendulum motion of      35—38
Phenomena, dynamic similarity and modeling of      57—67
Phenomena, parameters determining      30—33
Physical quantities functional relations      25—30
Piston      189—190
Piston, problem of      236—240
Plane symmetry      337
Plane waves      185—189
Planing water surface      85—91
Point explosion, counter pressure      296—311
Point explosion, ideal incompressible fluid      292—296
Point explosion, ideal media      290—292
Poiseuille flow      178
Poisson's coefficient      203
Poisson's dimensionless ratio      61 114
Pokrovsky      62
Polymer additives      184
Prandtl      174
Prandtl, boundary-layer equation      128
Ptolemaeus' point of view      18
R Silver Crown star      425 426
Radius-mass relations formula      433—438
Rayleigh      52—57
Relativity theory general      188—189
Relativity theory special      188—189
Reynolds numbers      41—43 53—57 59 78—85 88—91 94 132 135 151 164 171—172 174—177 400 404
Riabouchinsky      54—57
Riccati equation      126
Riemann traveling wave      370
Rotor flight efficiency      408—416
Roughness      174
Ryazanov      295
Scattering      190—191
Self-similar motions      194—211
Self-similar motions, algebraic integrals for      211—222
Self-similar motions, limiting cases of      222—226
Self-similarity concept      114 185—189
Self-similarity concept, point explosion in ideal media      290—292
Shock front      209—211
Shock tube scheme of motion in      260
Shock waves, decay of      368
Shock waves, motion      263
Shock waves, velocity, asymptotic laws for      368
Shurshalov      318
Special theory of relativity      188
Spherical detonation      242—251
Spherical symmetry      337
Spherical waves      185—189
Spillway flow of heavy fluid through      39—40
Stanton      174
Stewart and Townsend      168
Stream tube      381
Strouhal number      74
Submergence fluid with constant velocity      100—102
Supernova theory of flare-ups      448—474
Sutherland      68
Taylor      264
Taylor, formula      149 159
Taylor, series      141
Temperature, distribution      247
Temperature, velocity relations      208—209
Topfer      131
Total energy of gas particles      217—221
Total enthalpy flux      385
Total heat content flow      381
Tungus meteorite      318—319
Turbulent flow, isotropic      136
Turbulent flow, steady      170—184
Turbulent flow, uniform      136
Turbulent motion      132—170
Turbulent motion, averaging      132—134
Turbulent motion, circular cylindrical tube      179
Turbulent motion, homogeneity and isotropy      134—137
Turbulent motion, large-scale fluctuations      150
Turbulent motion, wind tunnel      148—152
U Twins type, Dwarf novae stars      425 426
Uniform turbulent motion      136
Units of measurement fundamental and defined      4—10
Universal gas constant      396
Universal law of velocity distribution      172 173
Velocity, correlation tensors      137—142
Velocity, defect      171
Velocity, distribution      24t
Velocity, temperature relations      208—209
Vieille      206
Viscous fluid, boundary layer in flow of      127—132
Viscous fluid, diffusion of vortices in      117—120
Viscous fluid, equations of motion      120—127
Viscous fluid, zero intensity and finite movement in      125
Vortex circulation      390
Vortices diffusion in viscous fluid      117—120
Weber's law      15
Wedge submergence      100—102
Wind tunnel      60
Wind tunnel, turbulent motion behind the grid      148—152
Young's modulus      114
Zero temperature gradient explosion of equilibrium in      470—474
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