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van der Giessen E., Wu T. Y. — Advances in Applied Mechanics, Volume 34
van der Giessen E., Wu  T. Y. — Advances in Applied Mechanics, Volume 34

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Название: Advances in Applied Mechanics, Volume 34

Авторы: van der Giessen E., Wu T. Y.

Аннотация:

This highly acclaimed series provides survey articles on the present state and future direction of research in important branches of applied mechanics

Advances in Applied Mechanics has a history of publishing comprehensive,
state-of-the-art articles in numerous subfields of applied mechanics.
But in no way does this imply that this particular area has been fully
excavated. The articles in the present volume give convincing evidence that
the developments often continue, requiring an update of previous advances.
Eduard Riks' article gives an up-to-date overview of the advancements
made in the area of (post)buckling analysis since the often-quoted article
in this series by B. Budiansky in 1974 (Vol. 14, pp. 2-65). In addition to
providing a thorough outline of modern, computational techniques for
buckling and postbuckling analysis of structures, this article also discusses
recent methods of carrying out transient analyses after loss of stability.
The latter offers new interesting insights into the notorious phenomenon
of mode jumping.


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 1st

Год издания: 1998

Количество страниц: 439

Добавлена в каталог: 01.11.2010

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
$J_{2}$ deformation theory of plasticity      177
Ablowitz, M.J.      323 338 348 361 381 385 409 413 414
Abramowitz, M.      351 381—383 413
Absence of stability      25
Absolute bound      308
Acrivos, A.      321 338 474
Adams, B.L.      87 168
Adaptive parametrization      9
Adjustment sublayer      323 341 378—380
Admissible velocity functions      314
Aernoudt, E.      80 169
Affine displacement      182
Affine transformation      348 378 385 387 405
Aggregate size      134
Ahzi, S.      108—110 163 167 168 222 299
Akylas, T.R.      323 386 413
Algebraic soliton      346 347 410 411
Aligned disks      248
Aligned ellipsoidal inclusions      274
Aligned fibers      204
Aligned spheroidal pores      245
Almroth, B.O.      62 68 72
Alpha-shaped separatrix      406
Altmann, S.L.      163
Amplitude of forcing      386
Anand, L.      79 80 166
Angle/axis representation      84 93
Anisotropic behavior      80
Anisotropic composites      205 247
Anisotropic constituents      193
Anisotropic linear composites      292
Anisotropic material      178
Anisotropic material with special symmetry      288
Anisotropic matrix modulus tensor      241
Anisotropic matrix phase      237
Anisotropic phase      293
Anisotropic plastic response      123
Anisotropic single-crystal grains      193
Anisotropic tangent moduli      273
Anisotropy      106 107 154 293
Aravas, N.      174 271 295
Arbitrarily weak disturbing obstacle      351
Arbitrary phase contrast      220
Arbocz, J.      3 43 72
Arc-length continuation      15
Argyris, J.      5 57 58 72
Artificial diffusion      94
Artificial diffusion, modification      94
Asai, M.      319 416
Asaro, R.J.      78—80 82 89 90 102 108 163 165 167 168
Ashby, M.F.      88 163 165
Associated optimality conditions      208
Asymptotic analysis      350 352 354 380
Asymptotic expansion      350 352
Asymptotic method      43
Asymptotic theory      341
Atluri, S.N.      142 143 163 164
Atmospheric phenomena      348 386
Atmospheric processes      324
Atmospheric science      356
Attraction      25
Avellaneda, M.      234 295
Average strain      286
Avery, D.H.      150 166
Axial compression      68
Axial stress      260
Axis of transverse isotropy      288
Axisymmetric cell      271 272
Axisymmetric deformation      288
Axisymmetric deformation mode      244
Azrar, L.      3 72
Background perturbations      345 383 410
Background subharmonic modes      318
Background-perturbation level      382
Backofen, W.A.      126 163 167
Bacroix, B.      151 165
Baecklund transformations      381
Bahei-El-Din, Y.A.      260 297
Baines, P.G.      324 380 413
Balance laws      141
Bammann, D.J.      104 165
Band-shaped domain      400
Bao, G.      173 268 273 295
Barlat, F.      121 165
Basal strength      131
Basal systems      91
Bathe, K.J.      62 72 73
Bauschinger effect      280
BCC (body-centered cubic) metals      81
BDA (Benjamin — Davis — Acrivos) equation      321 328 340 409
BDA (Benjamin — Davis — Acrivos) equation, forced      350
BDA model      321 323 326 344 345 380 407
BDA model, forced      366 388
BDA one-periodic solution      343 344
BDA solitary waves      410
BDA soliton      355 357 360 383 395
BDA soliton-emission process      324
BDA system      324 403 409
BDA system, forced      3 325 385 389—393 396 397 399 400 402 408 413
BDA-KdV solitons      413
Beaudoin, A.J.      79 80 87 111 119—121 127 135 136 138 141 142 144 163 164
Becker, R.      79 163
Belytschko, T.      5 57 58 72
Benjamin solution      339 345
Benjamin, T.B.      321 322 338 339 346 408 409 410 413
Bennett, K.      80 107 120 164 169
Benney, D.J.      319 415
Bensoussan, A.      185 295
Beran third-order bounds      240 249
Beran, M.      174 235 296
Bercovier, M.      119 164
Berveiller, M.      173 212 262 296
Betchov, R.      319 413
Bhattacharya, K.      215 296
Bicanic, N.      45 72
Bifurcation      5 13 14 357 361 372 390 392 393 395—397 413
Bifurcation, branch      17
Bifurcation, point      2 4 5 11 15 17 21 24 41 42 50 52—54 63 65
Bifurcation, prediction method      70
Bifurcation, problems      61
Bimodal surface      260 261
Biondo, A.C.      88 166
Birkhoff, G.      305 307 308 316
Birth of solitons from erratically distributed signals      413
Bishop, J.F.W.      173 185 296
Blasius boundary      362
Blasius boundary, layer      321 322 326 332 333 335 345 366 388 407
Body-centered cubic (BCC) metals      81
Bogdanova-Ryzhova, E.V.      325 326 346 348 349 351 352 357 361 366 371 385 389 393 397 404 406 409 410 411 474
Bolourchi, S.      62 72
Bonnet, G.      192 269 270 297
Bornert, M.      232 233 235 247 296
Borodulin, V.I.      319 322 327 335 340—346 407 414
Bouchitte, G.      185 296
Boundary conditions and averages      182
Boundary layer      319 320 348 366 377
Boundary layer, 2D      404
Boundary layer, 2D, equations      379
Boundary layer, 2D, flows      409
Boundary layer, 2D, motion      410
Boundary layer, 2D, oscillations      408
Boundary layer, 3D      328 331 376—378 380 384—387 404 407
Boundary layer, 3D, stability      379
Boundary layer, cross-flow      331
Boundary layer, environments      389
Boundary layer, equations      389
Boundary layer, equations of Prandtl      337
Boundary layer, flow      323 325 326 328 345 348 371 388 409 410 413
Boundary layer, nonlinear stability theory      324
Boundary layer, oscillations      381
Boundary layer, problem      224
Boundary layer, solitons      319 335
Boundary layer, study      356
Boundary layer, theory      320 325 329
Bounded stress      304
bounds      214 294
Bounds, absolute      308
Bounds, classical bounds of Voigt and Reus type      185
Bounds, classical Hashin — Shtrikman bounds      191
Bounds, via piecewise constant moduli      205
Bounds, via piecewise constant polarizations      189
Bout, A.      62 72
Boyce, M.C.      102 164
Branch switch      52—54
Branching diagrams      17 67
Brandi, P.      314 315
Brass component      141
Bratianu, C.      142 143 164
Britt, V.      4 74
Brockenborough, J.      173 296
Brogan, F.A.      5 15 53 54 56 62 64—67 72 75
Bronkhorst, C.A.      79 80 166
Brown, T.J.      90 166
Brush, D.O.      72
Bryant, J.D.      121 164
Bubnov — Galerkin approach      95
Buckling      2 53
Buckling, analysis      1 52
Buckling, experiments      6 35
Buckling, load      51 64
Buckling, mode      39 63 65 66 70
Buckling, motion      6 58 60
Buckling, pattern      55
Buckling, process      58 68
Budiansky      2
Budiansky, B.      2 43 61 72 222 234 240 244 249 276 296
Buechter, N.      62 72
Bufler, H.      62 75
Bulk      287
Bulk, modulus      226 236
Bulk, modulus $k^{(r)}$      208
Bunge, H.J.      81 87 106 164
Burggraf, O.R.      321 323 336—338 346 350 380 414 417
Burov, A.A.      403 406 408 414
Buryachenko, V.A.      213 239 296
Camassa, R.      323 324 387—389 392 414
Canova, G.R.      90 107 108 163 164 166 167 169 222 299
Cantwell, B.J.      413 414
Carbon composite cylindrical shells      67
Carnoy, E.      43 72
Carter, T.D.      318 417
Casciaro, R.      3 73
Case, K.M.      361 414
Cauchy stress      100 105 106 114 175
Cauchy — Schwarz inequality      304 305
Cavities      371
Centrifugal forces      331 332
Cesari, L.      314 375
Chan, K.S.      121 124 125 164
Characteristic time      386
Chastel, Y.B.      80 108 112 120 127 164 168
Cheng, C.      174 271 295
Cherkaev, A.      215 233 299
Chin, G.Y.      94 164
Choi, S.K.      79 169
Chopped fibers      274
Christensen, R.M.      214 235 296
Christie, D.R.      324 356 405 414
Christman, T.      173 274 296
Chu, T.      262 296
Clarke, F.H.      308 311 375
Clarkson, P.A.      323 338 348 361 381 385 409 475
Classical minimum energy principles      174
Classical secant method      262 264 266 273 291 294
Classical variational principles and effective potentials      183
Clement, A.      93 164
Clustered bifurcations      63 69
Cnoidal oscillations      401
Cnoidal waves      381—383 405 407
Cochelin, B.      3 72
Cold working      121
Cole, J.D.      328 337 414
Cole, S.L.      323 386 414
Colinearity condition      305
Collapse      4 68
Collin, T.J.      4 74
Complementary energy representation      195
Compliance tensor      210
Composite ellipsoids      233
Composite materials      172
Composite sphere      233 247 254 258
Composite-sphere (CS) types of microstructures      244
COMPOSITES      271
Composites with elastic ideally plastic phases      186
Composites with isotropic phases      206
Compound BDA-KdV systems      326 412 413
Compression (ND) axis      112 136 145 150
Computational optimization techniques      313
Concave dual function      198 281 282
Concave function      193 281
Concavity hypothesis      193 195 214 215
Conductivity      227
Conjugate gradient method      144
Conservation laws      338 348 381 385 409
Constituent phases      172 220
Constrained hybrid      109—112 120 127 129 130 133 136 145 147 150 156
Continuation method      3 5 48
Contrast between constituent properties      216
Controlling similarity parameter      357
Conventional stability theory      345
Convergence characteristic      46
Convex dual function      280 283
Convex function      200 280—282 308 310
Convex potential      178
Convex surface      26
Convex yield functions      304
Corke, T.C.      318 414
Coulomb, P.      164
Cowley, S.J.      318 474
Cracked solids      240
Cracks      287
Cracks, aligned      240
Cracks, randomly oriented      240
Craik, A.D.D.      321 474
creep      172 178 194 214 227
Creep, exponent      270
Creeping solids      245
Crisfield, M.A.      3 75
Critical equilibrium state      24
Critical load      2 69
Critical point      5 34
Critical point, unstable      59 65
Critical state      24 33 36—39 50—52 65 70
Crocker, A.G.      91 167
Crossflow      329 377
Crossflow, disturbance      380 407
Crossflow, instability      376
Crossflow, jetlike behavior      376
Crossflow, motion      404
Crossflow-disturbance generation      385 386
Crystal      90
Crystal anisotropy      144
Crystal orientation      78 80 81 93
Crystal orientation, distributions      86
Crystal orientation, velocities      96
Crystal symmetries      84
Crystal viscoplastic stiffness      90
Crystal, deformation rate      90 109
Crystal, stress      90 105 109
Crystalline materials      78 178 283
1 2 3 4 5 6
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