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| van der Giessen E., Wu Theodore Y.-T. — Advances in Applied Mechanics, Volume 37 |
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| Предметный указатель |
Pereira, J. G. 182 183 232
Periodic waves, dispersive effects on Carrier — Greenspan’s solution for 138 141
Periodical bifurcating regime 75
Perrin, B. 266 275
Petviashvili, V. I. 80 84 212
Pfaff, S. 174 233
Phillips, A. 286 363
Phillips, O. M 253 274
Piechna, J. 268 276
Pismen, L. 203 204 205 231 234
Plastic behavior, nonlinear constitutive equations for 284—287
Plastic potential theory 286
Plastic prestrain 350—351
Polar decomposition theorem 281
Polynomial representation of tensor functions 296—297 318—323
Pomeau, Y 170 179 209 213 234
Ponter, A. R. S. 292 362
Pontes, J. 205 234 235
Porubov, A. V. 182 214 235
Power, H 51 52 86
Poynting effect 283 290
Prakash, A. 201 235
Prandtl number 172 182 192 194 198 200 202 204—205 216 240—241 245
Prandtl, L. 37 86
Principle of material frame indifference/objectivity 279
Procaccia, I. 251 253 273 274
Pumir, A. 214 232
Putterman, S. 76 83 85
Qu, W 25 26 46 47 86
Quack, H. H. 256 275
Quarter-plane problem 69—70
Rabotnov, Y. N. 287 291 292 294 303 344 363
Raichlen, F. 91 92 93 165
Ramberg — Osgood relation 308—309 357 359
Ramberg, W. 308 309 357 359 363
Rasenat, S. 180 186 187 235
Ray theory 110—116 158
Rayleigh number 174 181 182 186—187 188—190 200 240-241
Rayleigh number, in aerospace and navy applications 247
Rayleigh number, in geophysical flows 246
Rayleigh number, in solar convection 246
Rayleigh — Taylor instability 186 187 191 192—193
Rayleigh, Lord 5 41 76 86 168 212 235
Recurrence formula 100 137
Rednikov, A. Ye 192 208 209 210 212 213 214 216 220 221 222 233 235 237
Refrigeration applications 255—256
Regev, O. 214 230
Regnier, V. C 203 234
Rehberg, I 180 186 187 235
Reichenbach, J. 188 190 192 208 235
Reid, W. H. 170 230
Renardy 187 235
Renardy, Y. 187 188 235
Reynolds number 172 240—241
Reynolds number, in aerospace and navy applications 247
Reynolds number, in geophysical flows 246
Reynolds number, in solar convection 246
Reynolds number, turbulence, basic problems in high 251— 254
Reynolds, W. C 183 184 186 188 200 238
Rice, J. R. 289 363
Richardson number 246
Richter, H. 214 232
Richtmyer two-step Lax — Wendroff scheme 121
Riecke, H 204 231
Riedel, H 293 294 363
Rivlin, R. S. 285 363
Roberts, P. H. 245 275
Robertson, C. R. 180 231
Rorschach, H. E., Jr 263 274
Rosenau, Ph 204 214 234
Roshko, A. 252 275
Roux, B 201 233
Roz , C. 181 231
Ruckenstein, E. 201 202 233
Rudakov, R. N. 188 228
Rudnick, J. 76 87
Rusas, P. O. 67 84
Russell, J. S. 2 5 37 62 67 86 93 215 216 222 235
Ryazantsev, Yu. S. 213 214 235
Saddoughi, S. 252 275
Safar, J 204 231
Saitoh, R. 290 363
Salan, J 203 234
Samsonov, A. 182 214 235
Samuels, D. C 262 263 272
Sanfeld, A. 175 197 201 202 231 235 236
Sanomura, Y. 290 363
Santiago — Rosanne 221 224 235
Sarnia, G. S. R. 200 235
Sawczuk, A. 289 290 313 317 361 363
Scalar-valued tensor function 284—285
Scanlon, J. W. 179 194 202 235
Sch ffer, H. A. 18 85 86
Schatz, M. F. 177 191 193 202 204 236 237
Schell 204 231
Schember, H. R. 67 86
Schlichting, H. 251 275
Schmidt number 172
Schroedinger equation 73
Schwartz, P. 188 233
Schwarz, K. W. 262 275
Schwarz’s principle of symmetry 24
Scriven, L. E. 168 174 175 183 187 188 190 192 194 195 197 202 208 227 236
Second sound 245
Sedov, L. I. 297 363
Segel, L. A. 179 194 202 230 235
Shffer, H. A. 18 85 86
Shallow-water equations 119 157—158
Sharma, S. D. 67 83
Shen, S. S. 71 78 84 86
Shi, A. 80 86
Shkadov, V. 214 236
Shraiman, B. 253 275
Shtilman, L. 205 236
Shuto, N 78 86
Sibul, O. J. 66 84
Siggia, E 253 275
Simanovsky, I. B 188 198 201 205 230 234 236
Simplified theory based on mapped stress tensors 346—359
Sinai, Y. G. 253 275
Sivashinsky, G. 204 205 214 235 236
Sklepus, S. 285 361
Skrbek, L. 265 275
Skrzypek, J. 355 363
Slavchev, S. 177 232
Sloping plane beaches, normal run-up 102—103
Sloping plane beaches, oblique run-up 101—102
Sloping plane beaches, periodic run-up on 122—125
Sloping plane beaches, water run-down on 125—126
Smelt, R 242 275
Smith, J. 269 276
Smith, K. A. 175 176 181 182 183 184 191 192 194 202 204 236
Smith, M. R. 263 264 270 275
Smits, A. J. 241 252 275 276
Smyth, N. F. 66 67 84
Snyder, H. A. 266 274
Sobotka, Z. 297 363
Solitary waves 41—47
Solitary waves, nonlinear effects on run-up of solitary waves on parabolic beaches 127—134
Solitary waves, run-up of, on an arbitrary beach 147—153
Soliton generation by boundary forcing 69—71
Soliton generation by resonant forcing 62—78
Soliton generation in Faraday resonance 76—78
Soliton generation numerical and experimental discoveries 62—69
Soliton generation stability and bifurcation of 71—76
Solitons 3 5
Solitons, binary head-on collisions of bidirectional 51—54
Solitons, binary overtaking collisions of unidirectional 54—57
Solitons, mass and energy transfer between overtaking 57—61
Solitons, nonlinear waves and dissipative 212—226
| Sondericker, J. H. 256 275
Sorensen, O. R 18 19 82 85
Spencer, A. J. M 285 286 363 364
Spherical tensor 340
Spiegel, E. A. 214 230
Spielvogel, L. Q. 91 126 164
Sreenivasan, K. R. 241 242 253 254 265 266 273 275
Stable supercritical regime 75
Stalp, S. R. 263 264 265 270 275 276
Stamm, G. 268 272 276
Stegun, L. A. 102 107 109 164
Steinberg, V. 241 272
Steinchen, A 197 201 202 235 236
Stephan, S. C. 32 33 83
Sternling, C. V. 168 174 175 183 187 188 190 192 194 195 197 202 208 227 236
Stewart, R. W. 252 273
Stokes gravity waves 26—30
Stokes, G. G. 26 86
Strain measure 282
Strain-energy function 283
Strain-hardening hypothesis 287
Street, R. L. 51 83
Strength-differential effect 314
Su, C. H. 51 54 57 86
Subramanya, R. 18 87 92 164
Sun, M. G. 66 86
Surface deformation 176
Surface deformation, Boussinesq approximation and 179—183
Surface-projected momentum equation 9
Suzuki, Y. 174 177 231
Svendsen, I. A. 92 164
Swanson 265 266 276
Swift, J. B. 177 191 193 202 204 236 237
Swinney, H. D. 177 191 193 202 204 236 237
Swinney, H. L 205 231
Synolakis, C. E. 91 92 160 163 164 165
Tabeling, P. 263 269 273 274 276
Takashima, M 181 183 188 190—192 194 195 208 236
Tanford, Ch 170 236
Tang, C. J. 67 86
Taylor — Couette flow 258 266 268
Temperville, A. 52 86
Teng, M. H 32 78 79 80 86 106 144 164
Teng, Z. 23 84
Tennekes, H. 253 275
Tensor function theory 287
Tensor functions in continuum mechanics, applications 278
Tensor functions in continuum mechanics, constitutive equations 278
Tensor functions in continuum mechanics, continuity tensors 331—340
Tensor functions in continuum mechanics, damage tensors 294 295 331—340
Tensor functions in continuum mechanics, ideal material response 278
Tensor functions in continuum mechanics, interpolation methods for 297—299
Tensor functions in continuum mechanics, material tensors of rank two 289
Tensor functions in continuum mechanics, polynomial representation of 296—297
Tensor functions in continuum mechanics, simplified theory based on mapped stress tensors 346—359
Tensor functions in continuum mechanics, stresses in damaged 340—346
Tensor functions, nonlinear constitutive equations, for creep behavior 287—296
Tensor functions, nonlinear constitutive equations, for elastic behavior 281—284
Tensor functions, nonlinear constitutive equations, for plastic behavior 284—287
Tensor generators 325—326
Tensor-valued function 288
Tensorial generalizations, of creep law including damage 303—306
Tensorial generalizations, of elastic-plastic transition 306—308
Tensorial generalizations, of Norton’s creep law 299—303
Tensorial generalizations, of Ramberg Osgood relation 308—309
Tensors of rank four, material 289—313
Tensors of rank four, material, characteristic polynomial for fourth-order tensor 318—323
Tensors of rank four, material, combinatorial method 324—327
Tensors of rank four, material, formulations of constitutive equations and yield criteria 313—315
Tensors of rank four, material, incompressibility and volume change 315—318
Tensors of rank four, material, Lagrange multiplier method 323—324
Tensors of rank four, material, simplified representations 327—330
Thermal convection experiment 257—258
Thermoelasticity 283
Thess, A. 181 203 230 234 236 238
Thomae, A. 252 257 273
Three-dimensional waves, boundary integral equation 22—23
Threlfall, C. 257 275
Tisza — Landau two-fluid equations 245
Toh, S. 214 232 236
Topper, J. 214 236
Trampczynski, W. A. 289 292 301 362 363
Trifonov, Yu Ya 214 236
Tsai, W. 23 87
Tsuzuki 214 232
Tsvelodub, O. Yu 214 236
Tuba Ozkan — Haller, H. 92 164
Tuck, E. O. 91 125 164
Turbulence basic problems in high — Reynolds number 251—254
Turbulence summary of instrumentation development for helium 265—270
Two-dimensional waves, contour closure 20—22
Uhlenbeck, G. E. 214 232
Uniform channel analogy theorem 79
Ursell, F. 76 82 213 216 236
van der Geest 216 232
Van Hook, S. 177 191 193 204 236 237
Van Lamsweerde — Gallez, D. 197 235
Van Sciver, S. W. 263 265 275 276
Vector functions see Tensor functions in continuum mechanics
Veeramony, J. 92 164
Veeravalli, S. 252 275
Velarde, M. G. 179 181 183 188 194 195 197 198 201 203 204 205 207 208 212 213 214 215 216 220 221 222 228 229 230 231 233 234 235 237 238
Vengayil, P. 78 84
Vibro creep 299
Vidal, A. 192 208 237
Vign s — Adler 197 201 221 224 231 235
Vinen, W. F 262 263 275
Virtual vorticity 40
Volume change 315—318
Vortex-coupled superfluidity (VCS), superfluid helium and 260—265
Vrebalovich 252 274
Wahal, S. 188 237
Waldheim, W 221 222 233 237
Walstrom, P. L. 263 276
Wang, B. 78 87
Wang, Z. I. 269 273
Waniewski 289 290 346 348 349 350 351 361 363
Water waves, three primary parameters for modeling 3
Watts, J. W. 92 164
Wave run-up, comparison of theories 159—164
Wave run-up, conclusions 157—159
Wave run-up, dispersive effects on Carrier — Greenspan’s solution for periodic waves 138—141
Wave run-up, dispersive effects on linear dispersive model 135—138
Wave run-up, experimental studies on 92—93
Wave run-up, historical studies on 91
Wave run-up, Lagrangian — Eulerian numerical method for computing, nonlinear shallow-water model 118—119
Wave run-up, Lagrangian — Eulerian numerical method for computing, numerical scheme for fixed-region computation 120—122
Wave run-up, Lagrangian — Eulerian numerical method for computing, periodic run-up on sloping plane beaches example 122—125
Wave run-up, Lagrangian — Eulerian numerical method for computing, summary of 94
Wave run-up, Lagrangian — Eulerian numerical method for computing, water run-down on sloping plane beaches examples 125—126
Wave run-up, Lagrangian — Eulerian numerical method for computing, waterline equations 120
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, beach-wave function 94 98
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, bidirectional model for normal 116—118
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, edge waves on sloping plane beach 103 106
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, function and the ray theory 110—116
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, normal run-up on a family of beaches 109
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, normal run-up on parabolic beach 107 109
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, normal run-up on sloping plane beach 102—103
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, oblique run-up on sloping plane beach 101—102
Wave run-up, linear nondispersive theory of asymptotic expansion of beach-wave, summary of 94
Wave run-up, nonlinear effects 94
Wave run-up, numerical solution of, by gB model 142 147
Wave run-up, numerical studies on 91—92
Wave run-up, of solitary waves on an arbitrary beach 147—152
Wave run-up, relative 100
Wave run-up, summary of 94
Wave run-up, wave-induced longshore current 153—157
Weakly nonlinear fully dispersive (WNFD), wave theory, Stokes gravity waves Weakly nonlinear fully dispersive (WNFD), in arbitrary depth 26—30
Weakly nonlinear weakly dispersive (WNWD) wave models, equations 31—35
Weakly nonlinear weakly dispersive (WNWD) wave models, Hamiltonian structures 35—36
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