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McComb W. D. — The Physics of Fluid Turbulence
McComb W. D. — The Physics of Fluid Turbulence



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Название: The Physics of Fluid Turbulence

Автор: McComb W. D.

Аннотация:

This book provides an in-depth look at fluid turbulence: the archetypal non-linear, non-equilibrium problem of statistical physics which has witnessed significant progress in recent years, facilitated by advances in laser anemometry, computer technology, and theoretical methods from quantum physics. A fully integrated work, The Physics of Fluid Turbulence approaches its subject as a universal phenomenon with a universal behavior. It includes a concise summary of the theory and practice of turbulence science up to 1960, followed by a detailed analysis of more recent developments in this area, including a rigorous formulation of the turbulence problem as an example of a non-equilibrium statistical system with strong coupling, along with the application of renormalized perturbation theory. Designed for those new to the subject, the book will also be useful to those who are familiar with the study of turbulence but have not yet approached the subject utilizing the theoretical methods from quantum physics that are covered here.


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1992

Количество страниц: 572

Добавлена в каталог: 30.05.2010

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Edwards-Fokker-Planck theory, comparison with DIA      253—255
Edwards-Fokker-Planck theory, Edwards-Fokker-Planck equation      245—248
Edwards-Fokker-Planck theory, energy-balance equation      252
Edwards-Fokker-Planck theory, expansion for the probability distribution of velocities      248—250
Edwards-Fokker-Planck theory, exponential time-dependencies      254
Edwards-Fokker-Planck theory, infinite value of Kolmogorov spectral constant      269
Edwards-Fokker-Planck theory, limit of infinite Reynolds number      255—257
Edwards-Fokker-Planck theory, Liouville equation      242
Edwards-Fokker-Planck theory, main hypothesis      248
Edwards-Fokker-Planck theory, response equation      253
Edwards-Fokker-Planck theory, turbulent ensemble      243
Effective coefficient of viscosity      8 295
Eidson, T.M.      387
Ek, R.      513
Elder, J.W.      413 414
Ellis, H.D.      133 140
Emmons, H.W.      413 414
Energy balance equation for fluctuating velocities      9—11
Energy balance equation for fluctuating velocities in wavenumber space      65—67
Energy balance for velocity fluctuations, as computed for isotropic turbulence in wavenumber space      84—86
Energy balance for velocity fluctuations, as measured in flow through a pipe      28—31
Energy cascade in wavenumber space      65 69—70
Energy spectrum, governing equation      66
Energy spectrum, measured one-dimensional spectra      81—83
Energy spectrum, one-dimensional form      61—63
Energy spectrum, Pao's empirical correlation      84
Energy spectrum, with respect to wavenumber      61
Energy transfer spectrum      84
Engelund, F.      490
Enochson, L.D.      98 99
Entropy, elimination of infra-red divergence      294
Entropy, Eulerian coordinate frame      436
Entropy, maximum entropy principle for the intermittency exponent      109
Entropy, maximum entropy principle for the turbulence distribution function      290—294
Eskinazi, S.      489
Evans, D.J.      402
Fabula, A.G.      133 138
Farmer, W.M.      490
Fasel, H.      430
Ferziger, J.H.      125 388
Fiedler, H.E.      24 413 432
Fine-structure intermittency      100 see intermittent intermittency
Fine-structure intermittency, cross over from intermittent scaling to Kolmogorov scaling      331
Fine-structure intermittency, Kolmogorov energy spectrum with intermittency correction      328
Fisher, M.J.      95
Flatness factor, of a distribution      530
Flatness factor, of the probability distribution of the longitudinal velocity difference      103
Flint, D.L.      458 470
Foias, C.      330
Forame, P.C.      501
Forsey, C.R.      126
Forster, D.      350 357 361
Fourier series      536
Fourier transform pair      537
Fournier, J-D.      351
Francis, G.C.      81
Free-surface intermittency, conditional average      413
Free-surface intermittency, zone average      411—422
Freed, K.F.      497
Frenkiel, F.N.      78 106 165
Freymuth, P.      408
Friction drag, calculation for a boundary layer      17
Friction drag, empirical formulae      18 see
Friction drag, friction factor (internal flows)      19
Friction velocity      15
Friedlander, S.K.      456
Friedman, D.      414 415
Frisch, U.      107 108 241 328 337 351 403
Fristrom, R.M.      490
Fruman, D.H.      519
Fujisaka, H.      109
Fulachier, L.      464
Fulford, G.D.      133 520
Full simulation (of turbulence)      see also “Large-eddy simulation (LES)”
Full simulation (of turbulence), isotropic turbulence      382
Full simulation (of turbulence), Kolmogorov spectrum      384
Full simulation (of turbulence), Monte Carlo methods      401
Full simulation (of turbulence), shear flows      384—387
Functional formalisms      167—176
Functional formalisms, comparison with quantum field theory      176
Functional formalisms, of Hopf      174—176
Functional formalisms, of Lewis and Kraichnan      167 169—174
Functionals, characteristic      168—170
Functionals, probability distribution      167
Functionals, standard notation for      156
Gad-el-hak, M.      414 416 423 432
Gadd, G.E.      133 509
Gagne, Y.      109 329
Galilean invariance      534
Galilean invariance, invariance of single-time moments      275
Galilean invariance, noninvariance of two-time moments      275—276
Galilean invariance, postulate of random Galilean invariance      274—276 340—342
Garabedian, P.R.      378
Garner, R.G.      515
Gaster, M.      430
Gaussian distribution      529
Gauvin, W.H.      514 519
Gel'fand, I.M.      182
George, W.K.      98 138
Germano, M.      389
Gibson, C.H.      106
Glass, D.H.      509
Goldschmidt, V.      489
Goldstein, S.      17 18 19 24 25 26 49 118 132 157 462 464
Goto, S.      497
Gottlieb, D.      114
Gousbet, G.      456
Graebel, W.P.      505 506
Grant, H.L.      83 104 269 325 327 330 410
Grant, I.      430
Grass, A.J.      423
Greated, C.A.      98 500 503 506
Green's function      539
Green, A.E.      400
Grid-generated turbulence      49
Griskey, R.G.      518
Groenhof, H.C.      458 470
Grossman, S.      351 452
Grotzbach, G.      387
Gurvich, A.S.      106 107
Hanjalic, K.      336
Hanratty, T.J.      458 470 518
Hansen, R.J.      501
Hao, Bai-Lin.      429
Haritonidis, J.H.      419 421
Harrington, L.J.      136
Hawkridge, H.R.J.      133
Hay, J.S.      445 447
Hayakawa, M.      410
Hayes, S.T.      416
Head, M.R.      421
Heat and mass transfer      460—471
Heat and mass transfer, application of DIA      469
Heat and mass transfer, experimental measurements in pipes and jets      470—471
Heat and mass transfer, experimental values of turbulent diffusities      471
Heat and mass transfer, Fick's law      461
Heat and mass transfer, Fourier's law      461
Heat and mass transfer, single-point balance equations      465—467
Heat and mass transfer, statistical formulation      463—464
Heat and mass transfer, two-point balance equations      467—470 see also “Turbulent diffusion diffusion by continuous movements”
Hedley, T.B.      412
Hefner, J.N.      498
Heisenberg effective viscosity theory      76—77
Heisenberg effective viscosity theory, basic hypothesis      76
Heisenberg effective viscosity theory, eddy viscosity      77
Heisenberg, W.      75 119 120
Hele-Shaw, H.S.      133
Helland, K.N.      84 416
Hemmings, J.A.G.      521
Hernan, M.A.      428
Herring, H.J.      128
Herring, J.R.      184 225 245 258 260 262 263 265 289 311 317 318 320 324 325 326 334 335 384 479
Hetsroni, G.      490
Hewitt, G.F.      484
Hibberd, M.      512
Hill, J.C.      491
Hill, R.J.      478
Hinze, J.O.      11 16 20 26 33 50 63 86 91 102 128 178 424 441 442 452 454 455 470 471 481 483 487
Hirschfelder, J.O.      192
Hjelmfelt, A.T.      456
Hobson, C.A.      490
Holmes, P.      428
Homogeneous turbulence      47
Homogeneous turbulence, local homogeneity      101
Homogeneous turbulence, velocity-field moments      56—59
Hon, T-L.      427
Hong, N.S.      490
Hoover, W.G.      402
Hopf, E.      167 169 174 175 176 242 330
Hopfinger, E.J.      109 329
Horner, H.      290
Hosokawa, I.      337 401
Hot-wire anemometer      89
Hot-wire anemometer, constant-current operation      90
Hot-wire anemometer, King's law      90
Hottel, H.C.      490
Howells, I.D.      475
Hoyt, J.W.      133 134 139 140 501 521
Huang, T.T.      499
Huckel, E.      143 201 202
Huffman, D.G.      27
Hunt, J.C.R.      458
Hussain, A.K.M.F.      24 62 109 329 410 425
Hussaini, M.Y.      114
Hutchinson, P.      342 484 485 486
Hydrodynamic stability      406 433
Inertial subrange of wavenumbers      71
Inertial transfer coefficients      541
Infra-red divergence      269
Infra-red divergence, freedom from of LET      325
Input term      see “Work done by external forces”
Integral length scales, for decaying turbulence      313—324
Integral length scales, general tensor form      45
Integral length scales, longitudinal scale      52
Integral time scale, Eulerian form      45
Integral time scale, Lagrangian form      438—439 453
Intermittency      see “Coherent structures” “Fine-structure “Free-surface A and
Intermittency exponent $\mu$      106 109 328—329
Intermittency factor      103 411 415
Intermittency function      411
Intermittent dissipation rate      104
Isotropic turbulence      48
Isotropic turbulence, isotropic spectrum tensor      59—61
Isotropic turbulence, isotropic two-point correlation      50
Isotropic turbulence, local isotropy      49 101
Isotropic turbulence, local isotropy and the application of Kolmogorov hypotheses to shear flows      73
Israeli, M.      114
Iterative averaging      see “Renormalization group”
Itsweire, E.C.      416
Jeandel, D.      335
Jeffrey, D.J.      497
Jimenez, J.      409 428 431
Johansson, A.V.      420 498
Johnson, R.W.      291
Jones, A.R.      490
Jones, B.G.      490
Jones, W.P.      127 491
Joseph, D.D.      433
Kada, H.      458 470
Kadanoff, L.P.      348
Kadomtsev, B.B.      402
Kale, D.D.      513 514
Kampe de Feriet, J.      441
Kaneda, Y.      290 389
Kaplan, R.E.      416
Karman-Howarth equation      502
Kato, H.      497
Kawall, J.G.      410
Keefe, L.      431
Keffer, J.F.      410 412
Kennedy, D.A.      103
Kennedy, L.A.      84
Kerekes, R.J.      515
Kerr, R.M.      105 118 382 383 384 386 479
Keyes, D.E.      501
Kibens, V.      411
Kida, S.      400
Kim, H.T.      419 424
Kim, J.      118 124 386 387 388 426 427
Kinetic energy of fluid motion, in general      9
Kinetic energy of fluid motion, in turbulence      10
Kinetic energy of fluid motion, of fluctuating velocities      11
King, L.V.      90
Klebanoff, P.S.      27 78 106 165
Kleiser, L.      387
Kline, S.J.      110 111 112 417 418 419 420
Knight, D.D.      428 432
Kobets, G.F.      133
Kofoed-Hansen, O.      445 447
Kogut, J.      346
Kolmogorov constant (in the energy spectrum)      70
Kolmogorov constant (in the energy spectrum), ALHDI prediction      325
Kolmogorov constant (in the energy spectrum), measured values      83—84
Kolmogorov constant (in the energy spectrum), relationship between three-dimensional and one-dimensional forms      83
Kolmogorov constant (in the energy spectrum), SBALHDI prediction      327
Kolmogorov constant (in the energy spectrum), values from numerical simulation      384 387 401
Kolmogorov constant (in the energy spectrum), variation from one class of flow to another      330
Kolmogorov dissipation length scale      68
Kolmogorov dissipation velocity scale      68
Kolmogorov dissipation wavenumber      69
Kolmogorov energy spectrum      70
Kolmogorov energy spectrum, intermittency corrections      328
Kolmogorov energy spectrum, spectral density      71
Kolmogorov's first and second hypotheses      70
Kolmogorov's first and second hypotheses, application to scalar transport      474—478
Kolmogorov's first and second hypotheses, investigation by Champagne      329
Kolmogorov's first and second hypotheses, weaker forms      330
Kolmogorov's third hypothesis      105—106
Kolmogorov, A.N.      70 71 101 102 104 105 106 107 108 138 181 225 267 268 269 276 278 297 298 311 314 329 331 340
Kolmogorov-Obukhov log-normality hypothesis      105—107 328
Konrad, J.H.      432
Kostomarov, D.P.      402
Kotsovinos, N.E.      33
Kovasznay, L.S.G.      411 412 424
Kraichnan, R.H.      83 108 144 166 167 169 171 172 176 184 206 221 222 223 225 226 233 234 235 236 237 239 240 241 254 265 269 270 271 273 274 275 276 277 278 283 285 286 287 288 289 290 296 309 311 312 313 314 316 317 318 319 320 324 325 326 327 331 333 335 338 339 340 351 378 391 392 394 396 446 447 452 467 468 476 478 479
Kreplin, H-P.      24
Krishna Prasad, K.      431
Krist, S.E.      427
Kruskal, M.D.      65
Kubo, R.      viii
Kuo, A.Y.      75 103 105
Kuo, Y.      502 503
Kwade, M.      512
La Rue, J.C.      412
Laats, M.K.      489
Lading, L.      490
Lagrangian autocorrelation      438
Lagrangian autocorrelation of discrete particles      453
Lagrangian coordinates, for scalar diffusion      436—437
Lagrangian coordinates, in LHDI theory      278
Lagrangian correlation coefficient      438—439
Lagrangian correlation coefficient, conjecture of Hay and Pasquill      444—446
Lagrangian correlation coefficient, conjecture of Hay and Pasquill, Corrsin's independence hypothesis      446—447
Lagrangian correlation coefficient, of discrete particles      453
Lagrangian correlation coefficient, problem of relation to Eulerian coordinates      441—447
Lagrangian integral time scale      438—439
Lagrangian integral time scale of discrete particles      453
Lagrangian statistical quantities, experimental measurements      447—448
Lagrangian statistical quantities, from numerical simulations      448—449
Lagrangian-history direct-interaction (LHDI) theories      277—290
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