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Hayes W.D., Probstein R.F. — Hypersonic Flow Theory
Hayes W.D., Probstein R.F. — Hypersonic Flow Theory



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Название: Hypersonic Flow Theory

Авторы: Hayes W.D., Probstein R.F.

Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 1st edition

Год издания: 1959

Количество страниц: 464

Добавлена в каталог: 18.10.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Effective body, with strong interaction      356
Effective body, with strong interaction 356      
Eggers A.J., Jr.      72 93—95 265—276
Eggers, A.J., Jr.      72 93—95 265—276
Eggers, A.J., Jr. 72, 93—95, 265—276      
Ehret D.M.      30
Ehret, D.M.      30
Ehret, D.M. 30      
Ekistence of solution to inverse problem      230
Elliott D.      353 364 367
Elliott, D.      353 364 367
Elliott, D. 353, 364, 367      
Ellipsoidal shock wave, solution with      251 252
Ellipsoidal shock wave, solution with 251, 252      
Energy dissipation by drag      405
Energy dissipation by drag 405      
Energy equation for boundary layer      289 291
Energy equation for boundary layer 289, 291      
Energy equation for boundary layer, integrated form of      317 321 322
Energy equation for boundary layer, integrated form of 317, 321, 322      
Energy transfer in free molecule flow      402 403
Energy transfer, in free molecule flow      402 403
Energy transfer, in free molecule flow 402, 403      
Energy transfer, total      286 287 301
Energy transfer, total 286, 287, 301      
Enthalpy at absolute zero temperature      19 261
Enthalpy at absolute zero temperature 19, 261      
Enthalpy gradient, role of in energy transfer      287
Enthalpy gradient, role of in energy transfer 287      
Enthalpy-defect thickness      317
Enthalpy-defect thickness 317      
Enthalpy-defect thickness, dimensionless      317 320—322
Enthalpy-defect thickness, dimensionless 317, 320—322      
Entropy gradient      4 23
Entropy gradient 4, 23      
Entropy gradient, at body surface      204
Entropy gradient, at body surface 204      
Entropy layer      7 272
Entropy layer 7, 272      
Entropy wake      4 7
Entropy wake 4, 7      
Entropy, constancy of along streamlines      170 174
Entropy, constancy of along streamlines 170, 174      
Epstein P.S.      73 265 272
Epstein, P.S.      73 265 272
Epstein, P.S. 73, 265, 272      
Equation of state      11 37 38 174 262
Equation of state 11, 37, 38, 174, 262      
Equation of state, equilibrium      16 26
Equation of state, equilibrium 16, 26      
Equation of state, frozen      16
Equation of state, frozen 16      
Equations of motion for similar solutions      54
Equations of motion for thin shock layers      169
Equations of motion in intrinsic coordinates      255
Equations of motion in small-disturbance theory      32
Equations of motion, for similar solutions      54
Equations of motion, for similar solutions 54      
Equations of motion, for thin shock layers      169
Equations of motion, for thin shock layers 169      
Equations of motion, in intrinsic coordinates      255
Equations of motion, in intrinsic coordinates 255      
Equations of motion, in small-disturbance theory      32
Equations of motion, in small-disturbance theory 32      
Equilibrium air, thermodynamic properties of      17—19 298
Equilibrium air, thermodynamic properties of 17—19, 298      
Equilibrium air, variation of $\rho\mu$ in      298
Equilibrium air, variation of $\rho\mu$ in 298
Equilibrium air, viscosity of      297 298
Equilibrium air, viscosity of 297, 298      
Equilibrium equation of state      16 26
Equilibrium equation of state 16, 26      
Equivalence principle      30 32—35
Equivalence principle 30, 32—35      
Equivalence principle in steady flow      35
Equivalence principle in strip theory      46
Equivalence principle in unsteady flow      67—69
Equivalence principle with similar solutions      53 61
Equivalence principle, in steady flow      35
Equivalence principle, in steady flow 35      
Equivalence principle, in strip theory      46
Equivalence principle, in strip theory 46      
Equivalence principle, in unsteady flow      67—69
Equivalence principle, in unsteady flow 67—69      
Equivalence principle, Russian work with      36
Equivalence principle, Russian work with 36      
Equivalence principle, with similar solutions      53 61
Equivalence principle, with similar solutions 53, 61      
Equivalent body      Effective body
Equivalent body see “Effective body”      
Equivalent, body      see "Effective body"
Estermann I.      396 398
Estermann, I.      396 398
Estermann, I. 396, 398      
Evans M.E.      234 236
Evans, M.E.      234 236
Evans, M.E. 234, 236      
Existence of solution to inverse problem      230
Existence of solution to inverse problem 230      
Falkner — Skan parameter in hypersonic solutions      305
Falkner — Skan parameter in integral methods      321 322
Falkner — Skan parameter in locally similar solutions      307 315
Falkner — Skan parameter in stagnation point solutions      299 307
Falkner — Skan parameter in strong interaction      357 363
Falkner — Skan parameter with empirical density fitting      306 307
Falkner — Skan parameter with perfect gas      306
Falkner — Skan parameter, in hypersonic solutions      305
Falkner — Skan parameter, in hypersonic solutions 305      
Falkner — Skan parameter, in integral methods      321 322
Falkner — Skan parameter, in integral methods 321, 322      
Falkner — Skan parameter, in locally similar solutions      307 315
Falkner — Skan parameter, in locally similar solutions 307, 315      
Falkner — Skan parameter, in stagnation point solutions      299 307
Falkner — Skan parameter, in stagnation point solutions 299, 307      
Falkner — Skan parameter, in strong interaction      357 363
Falkner — Skan parameter, in strong interaction 357, 363      
Falkner — Skan parameter, with empirical density fitting      306 307
Falkner — Skan parameter, with empirical density fitting 306, 307      
Falkner — Skan parameter, with perfect gas      306
Falkner — Skan parameter, with perfect gas 306      
Falkner — Skan solutions      290 359 364
Falkner — Skan solutions 290, 359, 364      
Falkner-Skan solutions      290 359 364
Fall line direction      114
Fall line direction 114      
Fay J.A.      285—289 297 301—303 310 311 372
Fay, J.A.      285—289 297 301—303 310 311 372
Fay, J.A. 285—289, 297, 301—303, 310, 311, 372      
Feldman L.      91
Feldman S.      15 17 18 147 259 264 297
Feldman, L.      91
Feldman, L. 91      
Feldman, S.      15 17 18 147 259 264 297
Feldman, S. 15, 17, 18, 147, 259, 264, 297      
Ferrari C.      277 365 366
Ferrari, C.      277 365 366
Ferrari, C. 277, 365, 366      
Ferri A.      191 234 253 339
Ferri, A.      191 234 253 339
Ferri, A. 191, 234, 253, 339      
Finite counterpressure, with similar solutions      64 65
Finite counterpressure, with similar solutions 64, 65      
Finite difference scheme      223 228
Finite difference scheme 223, 228      
First-order collision theory regime, in flow classification      27 386
First-order collision theory regime, in flow classification 27, 386      
Flat plate in free molecule flow      411—413
Flat plate in free molecule flow 411—413      
Flat-nosed body      178
Flat-nosed body 178      
Flat-nosed body with constant-streamtube-area approximation      186 187
Flat-nosed body with Garabedian — Lieberstein method      251 252
Flat-nosed body with inverse method      251 252
Flat-nosed body with relaxation techniques      226
Flat-nosed body with variable-streamtube-area approximation      199—201
Flat-nosed body, with constant-streamtube-area approximation      186 187
Flat-nosed body, with constant-streamtube-area approximation 186, 187      
Flat-nosed body, with Garabedian — Liebersteiri method 251, 252      
Flat-nosed body, with Garabedian-Liebersteiri method      251 252
Flat-nosed body, with inverse method      251 252
Flat-nosed body, with inverse method 251, 252      
Flat-nosed body, with relaxation techniques      226
Flat-nosed body, with relaxation techniques 226      
Flat-nosed body, with variable-streamtube-area approximation      199—201
Flat-nosed body, with variable-streamtube-area approximation 199—201      
Form factor for boundary layers      319—322
Form factor for boundary layers 319—322      
Fourier heat conduction equation      385 386
Fourier heat conduction equation 385, 386      
Fowler J.E.      281
Fowler, J.E.      281
Fowler, J.E. 281      
Fraction of molecules dissociated      262
Fraction of molecules dissociated 262      
Fraenkel L.E.      173 174 179
Fraenkel, L.E.      173 174 179
Fraenkel, L.E. 173, 174, 179      
Free boundary      202 218 219 228 229
Free boundary 202, 218, 219, 228, 229      
Free boundary, influence of      172 178
Free boundary, influence of 172, 178      
Free molecule cold wall paradox      384 404
Free molecule cold wall paradox 384, 404      
Free molecule flow      27 375 395—415
Free molecule flow 27, 375, 395—415      
Free molecule flow regime, in flow classification      386
Free molecule flow regime, in flow classification 386      
Free molecule flow, assumptions underlying      383 384 395
Free molecule flow, assumptions underlying 383, 384, 395      
Free molecule similitude      408—413
Free molecule similitude 408—413      
Free surface      see "Free boundary"
Free surface see “Free boundary”      
Freeman N.C.      88 152 156 173 174 177—180 395
Freeman, N.C.      88 152 156 173 174 177—180 395
Freeman, N.C. 88, 152, 156, 173, 174, 177—180, 395      
French D.M.      281
French, D.M.      281
French, D.M. 281      
Fried B.D.      66
Fried, B.D.      66
Fried, B.D. 66      
Frozen boundary layer solutions      307 310 311
Frozen boundary layer solutions 307, 310, 311      
Frozen equation of state      16
Frozen equation of state 16      
Frozen equilibrium and frozen flow      16 254 262—264 286
Frozen equilibrium and frozen flow 16, 254, 262—264, 286      
Fully merged layer regime, in flow classification      386 387
Fully merged layer regime, in flow classification 386, 387      
Fundamental singularities of flow field      232 234 247 249
Fundamental singularities of flow field 232, 234, 247, 249      
Gadd G.E.      335
Gadd, G.E.      335
Gadd, G.E. 335      
Garabedian P.R.      234 245—252
Garabedian — Lieberste in method      245—252
Garabedian — Lieberstein method      245—252
Garabedian — Lieberstein method 245—252      
Garabedian, P.R.      234 245—252
Garabedian, P.R. 234, 245—252      
Gas constant, frozen      263
Gas constant, frozen 263      
Gas constant, undissociated      262
Gas constant, undissociated 262      
Geiger R.E.      156 161 394
Geiger, R.E.      156 161 394
Geiger, R.E. 156, 161, 394      
General fluid      13
General fluid 13      
General fluid in blunt-body flows      209
General fluid in hypersonic similitude      38—40
General fluid in Mach number independence principle      24
General fluid in small-disturbance theory      30
General fluid in theory of thin shock layers      166
General fluid, general scale similitude for      37
General fluid, general scale similitude for 37      
General fluid, in blunt-body flows      209
General fluid, in blunt-body flows 209      
General fluid, in hypersonic similitude      38—40
General fluid, in hypersonic similitude 38—40      
General fluid, in Mach number independence principle      24
General fluid, in Mach number independence principle 24      
General fluid, in small-disturbance theory      30
General fluid, in small-disturbance theory 30      
General fluid, in theory of thin shock layers      166
General fluid, in theory of thin shock layers 166      
General fluid, method of characteristics with      253 257
General fluid, method of characteristics with 253, 257      
General fluid, Prandtl — Meyer flow in      258—262
General fluid, Prandtl — Meyer flow in 258—262      
General fluid, similar boundary layers in      293
General fluid, similar boundary layers in 293      
General stagnation point in Newtonian flow      127—129
General stagnation point, constant-density solution for      163—165
General stagnation point, constant-density solution for 163—165      
General stagnation point, in Newtonian flow      127—129
General stagnation point, in Newtonian flow 127—129      
Geodesic trajectories      76 77 115
Geodesic trajectories 76, 77, 115      
Glauert M.B.      372
Glauert, M.B.      372
Glauert, M.B. 372      
Goertler, H.      323
Goldstein S., editor      300
Goldstein, S., editor      300
Goldstein, S., editor 300      
Goldsworthy F.A.      30
Goldsworthy, F.A.      30
Goldsworthy, F.A. 30      
Gonor A.L.      104
Gonor, A.L.      104
Gonor, A.L. 104      
Goodwin G.      406
Goodwin, G.      406
Goodwin, G. 406      
Gortler H.      323
Gortler, H. 323      
Green J.R.      228
Green, J.R.      228
Green, J.R. 228      
Grodzovskii G.L.      53 61 364
Grodzovskii, G.L.      53 61 364
Grodzovskii, G.L. 53, 61, 364      
Guderley G.      52 53 66 67
Guderley, G.      52 53 66 67
Guderley, G. 52, 53, 66, 67      
Guiraud J.P.      64 273
Guiraud, J.P.      64 273
Guiraud, J.P. 64, 273      
Hadamard J.      232 233 246
Hadamard J. 232, 233, 246      
Hadamard, J.      232 233 246
Hamaker F.M.      30 41 42 67
Hamaker, F.M.      30 41 42 67
Hamaker, F.M. 30, 41, 42, 67      
Hammerling P.      386
Hammerling, P.      386
Hammerling, P. 386      
Hammitt A.G.      206 368 370
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