Antes H., Panagiotopoulos P.D. — The boundary integral approach to static and dynamic contact problem :: Электронная библиотека попечительского совета мехмата МГУ

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Antes H., Panagiotopoulos P.D. — The boundary integral approach to static and dynamic contact problem

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Название: The boundary integral approach to static and dynamic contact problem

Авторы: Antes H., Panagiotopoulos P.D.

Аннотация:

The present book is a result of more than two decades of research and teaching activity of the first author on boundary integral equations and, of the second author, on inequality problems, as well as the outgrowth of seminars and courses for a variety of audiences in the Technical University of Aachen, the Aristotle University of Thessaloniki, the Universities of Bochum, of Hamburg and Braunschweig, the Pontificia Univ. Catolica in Rio de Janeiro etc.

Язык:

Рубрика: Технология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1992

Количество страниц: 307

Добавлена в каталог: 14.10.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

$\partial$ -regular      16 34 229
Adhesionless friction law      230
Adhesive contact      234 237
Adhesive interface      30
Adhesive material      230
Adhesively      250
Affine hull      6
Ambiguous degrees of freedom      209
Attractor      252
Augmented Lagrangian      247
Bending of beams      65
Besov space      256
Bessel functions      80 95
Betti’s theorem      160 188 198 204 225 226 228
Bilateral contact      20
Bilateral coupling      119
Bilateral problem      34
Bonded crack      250
Bone crack      251
Boundary corner      51
Boundary integral equation      251
Brittle fracture      230
Cauchy principal value      50 75 106 248
Collocation approach      85
Combinatorial character      232
Composite materials      230
Conjugate functional      11 195
Contact law with unloading      33
Convergence studies      96
Convex analysis      5
Convex hull      6
Convex problems      193
Convex programming      232
Coulomb friction      189 198 237
Coulomb friction problem      188
Coulomb slip mode      134
Coulomb’s law of friction      23
Crack      247
Crack singularity      247
Cut-off errors      96
Damping coefficient      210
Debonding      21 132 237
delamination      250
Delamination effect      230
Detachment      21
Differential inclusion approach      189
Diffusion front      251
Direct method      48
Disclinations      59 82
Discretized equation      85
Dislocation      249
Dislocation layer      249
Dislocations      59 82
Double layer potentials      63
Dynamic problems      91
Edge dislocations      60
Epigraph      6
Equilibrium path tracing method      232
Fenchel transformation      11
Fibers      230
Fixed point      189 237
Fluid structure interaction      127
Force couple      56
Force dipole      56
Force dipole layers      62
Force layer      249
Fractal interface      251
Fractal interpolation      252
Fractal set      251
Friction boundary conditions      22
Frictional unilateral contact, B.V.P.      177
Fundamental solution      46 47 74
Galerkin approach      85
Galerkin method      178
Gateaux differential      8
Gelerkin, B.E.M.      89
Generalized gradient      13 15 223
Graffi’s theorem      110
Green - Gauss theorem      34
Green’s operator      151 159 181 196 225
Hadamard integrals      62
Hahn - Banach theorem      199 205
Hausdorff dimension      251
Heavyside step - function      106
Hemivariational inequality      36 37 40 226 229 231 235
Hildreth D’Esopo’s, Q.P. algorithm      214
Hooke’s elasticity tensor      43
Hu - Washizu functional      48
Hypersingular influence functions      62
Hypersingular integral equations      63
Indicator      6
Indirect B.I.E.M.      247
Indirect method      48
Inequality problem      34
Influence functions      55
Integrals in the sense of Hardamard      58
Iterated function system      252
Jacobi polynomial      249
Jacobian      86
Kirchhoff plate      71
Kirchhoff plate theory      218
Kirchhoff shearing force      23
Korn’s inequality      184
L.C.P.      189
Lagrange multiplier      149 178 180
Lagrangian      156 201
Lagrangian formulation      209
Lagrangian function      149 178 209
Layers of dislocations      62
Layers of forces      62
Learning rule      261 262
Liapunov function      259

Linear complementary problems      160
Linear elastic material      43
Lipschitz function      15
Local maximum      226
Local minimum      226 232
Locking effect      31
Loss of transmission      103
Lower semicontinous      6
m-step linear difference operators      210
Matrix      230
Maximal monotone operators      12
Maximum - type function      16
Meteoritic rain      251
Minimization point      6
Mixed variational formulation      149 178
Monotonicity      227
Multifunction      11
Multistep decomposition technique      24
Multivalued B.I.E.      165 182 196 198 199 204 212 226 230 258
Multivalued boundary integral equation      159 171
Multivalued contact law      31
Multivalued integral equation      153 212
Multivalued operator      11
Neural network      258
Neurocomputing      258
neuron      258
Noise level distribution      104
Nonconvex optimization algorithm      232
Nonconvex programming      233
Nonconvex superpotentials      223
Nonconvex unilateral contact problems      223
Nonlocal friction approach      189
Nonmonotone multivalued boundary conditions      223
Nonmonotone multivalued contact laws      230
Nonsmooth - nonconvex analysis      13
Nonsmooth analysis      5
Normal algorithm      237
Normal cone      14
Orthtropic friction law      23
Paramater identification      261
Penalty method      247
Perceptron      262
Perceptron learning algorithm      262
Percolation pattern      251
Perturbed Lagrangian      247
Plastic hinge boundary conditions      24
Poisson’s equation      49
Principle of complementary virtual work      37
Principle of virtual work      37
Progressive damage model      232
Propagation      63
Proper      6
Pseudomonotone operator      40
Quadratic programming problem      160 258
Quasidifferentiability approach      232
Quasivariational      189
Rebonding mode      135
Reciprocal theorem      49 72
Refraction      63
Regularized Hadamard integrals      62
Reissner plates      76
Relative interior point      6
Ritz - Galerkin approximations      45
Saddle point      149 156 167 178 179 199 226
Saddle point problem      171
Sandblasting      251
Sawtooth stress - strain laws      230
Scanlon’s law      30
Semicoercive multivalued, B.I.E.      205
Seperation mode      134
Shape functions      86 89 128
Shear deformation      71
Shocks      211
Signorini boundary conditions      21 35 147 198
Signorini problem      178 189
Signorini problem with given friction      177
Signorini-Fichera problem      147
Signorini-Fichera, B.V.P.      165 172
Singularity method (indirect method)      53
Somigliana identities      68
Stable state      259
Stick mode      134
Stretching of bars      65
Subdifferential      7
Subdifferential law      19
Subgradient      7
Substationarity      230 231
Substationarity problem      226
Superpotential      18 23 210 229
Supervised learning      261
Tangential algorithm      237
Theorem of Betti - Maxwell      50
Time - difference multivalued, B.I.Es      209
Torso state variables      56
Trial and error method      132
Twist disclinations      83
Unilateral boundary conditions      36
Unilateral contact      20 161
Unilateral problem      34
Uplifting      145
Uzawa’s method      180
Variational - hemivariational inequality      36
Variational equality      36
Variational equality formulations      34
Variational inequalities      36 37 38 39 198 201 204 212 261
Variational inequality problem      171
Wave focussing      91
Wave propagation      91
Wavelet      250
Wedge disclinations      60
Weighted residual time discretization algorithm      213
Weighted residuals      44
Winkler law      20

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