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Becker A.A. — The Boundary Element Method in Engineering. A complete course
Becker A.A. — The Boundary Element Method in Engineering. A complete course



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Название: The Boundary Element Method in Engineering. A complete course

Автор: Becker A.A.

Язык: en

Рубрика: Технология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1992

Количество страниц: 337

Добавлена в каталог: 15.10.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Abdul-Mihsein, M.J.      122 162 170 223 226
Abramowitz, M.      37
Albers, L.U.      206
Allan-Persson, B.G.      162
Andersson, T.      162
Arbitrary boundary conditions      230—234
Banerjee, P.K.      23 206 207 214 223
Barsoum, R.S.      182 189
Bathe, K.J.      162
Bauschinger effect      201
BEACON: examples      256—271
BEACON: full listing      294—323
BEACON: integration schemes      249—252
BEACON: list of variables      288—293
BEACON: main feature      246—248
BEACON: structure      248—249 250
BEACON: subroutines      252—256
BEACON: users' manual      281—287
Becker, A.A.      125 136 150 153 162 182 188 189
Beer, G.      217 235
Benham, P.P.      87 176 193
Bergkvist, H.      189
Bessel function      240
Betti's theorem      4 29 31 70 103 208
BIE: axisymmetric elastostatic      131 132
BIE: axisymmetric potential      126 127
BIE: axisymmetric with arbitrary b.c.      232
BIE: three-dimensional elastostatic      32 103 144 145
BIE: three-dimensional potential      96
BIE: two-dimensional elastostatic      70
BIE: two-dimensional potential      44
Biharmonic equations      28 68 101
Blazynski, T.Z.      202
Body force      27 64 98 144 207 223 224 230
Bolteus, S.      222
Boundary conditions: three-dimensional      112
Boundary conditions: two-dimensional      52 79
Boundary stresses: axisymmetric      137
Boundary stresses: three-dimensional      114
Boundary stresses: two-dimensional      82
Boundary value problems      21
Brebbia, C.A.      206 207 217 221 238
Broberg, B.      189
Bui, H.D.      206
Butterfield, R.      23 238
Byrd, P.F.      38
Byskov, E.      182 189
Carslaw, H.S.      57 58 60 242
Cartwright, D.J.      186 193
Cathie, D.N.      206 207
Centrifugal kernels: axisymmetric      225
Centrifugal kernels: three-dimensional      223
Centrifugal kernels: two-dimensional      224
Chan, S.K.      182 187 189
Chang, Y.P.      238
Chaudhary, A.      162
Cody, W.J.      38
Combescure, A.      240 241
Common block      247 294
Complementary function      227
Conductivity      57 58 60 163 239
Conry, T.F.      162
Contact: angle      165
Contact: interference      165 176
Contact: receding      178
Contact: slip      164
Contact: stick      163
Contact: thermal      162
Contact: variables      165
Convective heat transfer      58
Coulomb friction      162 164 168
Coupling BE and FE      216—223
Crack tip expressions      183
Cracks: axisymmetric      185 189 194
Cracks:Cramer's rule      34 35
Cracks:edge      193
Cracks:flat toroidal      194
Cracks:semi-elliptic      195
Cross product      16 75 107
Cruse, T.A.      7 8 23 29 31 63 182 205 223 224
Cylindrical coordinates      19 128 131 226
Danson, D.J.      223 224 225
Davies, T.G.      207 214
Day, B.V.      123
density      239
Deviatoric stress      202
Diagonal terms: axisymmetric      135—137 255
Diagonal terms: potential      52
Diagonal terms: three-dimensional      112
Diagonal terms: two-dimensional      78 255
Direct formulation      7 14 23 63
Direction cosines      26 27 84
Displacement kernels: axisymmetric      132—134
Displacement kernels: three-dimensional      102
Displacement kernels: two-dimensional      68 252
Divergence of a vector      18
Divergence theorem      24 146 224 225 230
Dot product      114
Drichlet condition      22
Dummy index      20
Edges and corners      85
Elastoplasticity      199—215
Elliptic integrals      38 129 130 152 226 233 255 276
Energy methods      188
Erdelyi, A.      38
Erdogan, F.      194
Erdol, R.      194
Examples: axisymmetric elastostatic      137
Examples: contact      171
Examples: fracture      192
Examples: thermoelastic      154
Examples: three-dimensional elastostatic      118
Examples: two-dimensional elastostatic      87
Examples: two-dimensional potential      57
Extrapolation methods      186—187 193 195 197
Extruder screw      120
Falby, W.      217
Faria, L.M.O.      206
Fenner, R.T.      8 26 37 122 136 153 182 189 206
Field point: axisymmetric      126
Field point: three-dimensional      95 101
Field point: two-dimensional      42 67
Finite difference in time      241
Finite difference method      2 216
FORTRAN      12 246 247 281
Fourier series      231
Fracture modes      183 185
Fracture toughness      181 185
Francavilla, A.      162
Friedman, M.D.      38
Full pivoting      37
Fundamental solution: axisymmetric potential      128 129
Fundamental solution: three-dimensional elastostic      27—29 101
Fundamental solution: three-dimensional potential      95 128
Fundamental solution: time-dependent      242
Fundamental solution: two-dimensional elastostatic      67
Fundamental solution: two-dimensional potential      42
Galerkin vector      28 67 101 224
Gauss theorem      24
Gauss — Seidel      4 35
Gaussian elimination      4 6 34—37 53 56 82 113 249 255
Gaussian quadrature: logarithmic      34 51 77 248 249 254 274
Gaussian quadrature: standard      5 33 50 77 109 248 249 254 273
Georgiou, P.      217 221
Goodier, J.N.      88 90 139 141 155 157
Goree, J.G.      179
Gradient of a scalar      17
Green's second identity      24 43 147 149 230
Green's theorem      23—24 95
Grestle, W.H.      182
Griffith, A.A.      181 182
Gupta, A.F.      231
Hardening: isotropic      201
Hardening: kinematic      201
Hardening: mixed      201 204
Hardening: strain      201 209
Hardening: work      199
Harrington, R.F.      7
Hastings, C.      38
Hayes, D.J.      189
Heat transfer coefficient      60
Heise, U.      52 78
Hellen, T.K.      157 159
Henry, D.P.      207 223 228
Henshell, R.D.      182 189
Hertz solution      173
Hess, J.J.      7
Hooke's law      27 64 83 99
Hydrostatic stress      202
Ill-conditioning      37 56
Incompressible materials      9 70 203
Indirect formulation      6 14 23 63
Infinite boundary elements      234—238
Inglis, C.E.      181 182
Ingraffea, A.R.      182
Initial strain approach      209
Initial stress approach      208
Integral equation of the first kind      21
Integral equation of the second kind      21
Internal variables: three-dimensional      117
Internal variables: two-dimensional      56 84
Intrinsic coordinate      46 73 105 189 210 236
Ioakimidis, N.I.      52 78
Irwin, G.R.      181 182 183
Isoparametric quadratic elements: fracture      189
Isoparametric quadratic elements: three-dimensional      105
Isoparametric quadratic elements: two-dimensional      46 72
Iterations: contact      167—171
Iterations: elastoplasticity      213—214
J-integral      188
Jacobian of transformation      18 48 74 83 108 111 211 219 237 238 253
Jaeger, J.C.      57 58 60 242
Jaswon, M.A.      6 7 14 23
Johnson, K.L.      162
Juvinall, R.C      173
Karami, G.      162 170
Keer, L.M.      178
Kellogg, O.D.      6
Kelly, D.W.      217
Kelvin      28 29 31 67 101
Kobayashi, S.      206
Kronecker delta      21 66 100 145
Kumar, V.      206
Kupradze, O.D.      6
Lachat, J.C      8 23 113 235 240 241
Lame solution      89 119 122 138 176
Laplace transform      238 239
Laplace's equation      6 41 94 126 145 244
Laplacian operation      18 67 94
Lee, K.H.      204 206 208 212 214
Legendre functions      37
Levy — von Mises flow rule      203
Li, H.B.      222
Linear elastic fracture mechanics      182—186
Lipson, C      173
Load incrementation: contact      168 170
Load incrementation: elastoplasticity      213
Load point: axisymmetric      126
Load point: three-dimensional      95 101
Load point: two-dimensional      42 67
Lowengrub, M.      181
Margulies, M.      217
Mayr, M.      231
Meek, J.L.      217
Mendleson, A.      205 206
Mikhlin, S.G.      6
Mindlin, R.D.      162
Morjaria, M.      206
Mukherjee, S.      206 207
Muskhelishvili, N.I.      6
Mustoe, G.G.      86 206
Nadiri, F.      182
Nakazawa, M.      162
Navid, H.      197
Navier      4 27 28
Navier, axisymmetric      131
Navier, elastoplastic      205
Navier, three-dimensional      98—101 227
Navier, two-dimensional      63—67
Neumann condition      22
Newton's law      60
Nigam, R.K.      231 232 233
Nishimura, N.      206
Okamoto, N.      162
Oliviera, E.R.A.      23
Osias, J.R.      217
Outward normal      24 49 75 102
Parker, A.P.      186 188
Parson, B.      162
Partial pivoting      37 249 255
Particular integral approach      227—229
Perucchio, R.      182
Plane strain      63 65 84 136 185 205
Plane stress      63 65 84 136 205
Plant, R.C.A.      119 162 197
Poisson's equation      21 41
Poisson's ratio      9 28 64 69 99 203
Ponter, A.R.      7
Potential kernels: axisymmetric      128—130
Potential kernels: three-dimensional      96 97
Potential kernels: time-dependent      240
Potential kernels: two-dimensional      44
Prandtl — Reuss relations      203
Principal plane      202
Principal stress      202
Quadrilateral cells      210 243
Quadrilateral elements      105
Rangogni, R.      217
Reali, M.      217
Reciprocal work theorem      4 29—30
Remzi, E.M.      189
Riccardella, P.      205
Rice, J.R.      181 188
Rigid body motion      78 112 135 225 284
Rizzo, F.J.      7 14 223 231 238 240
Rooke, D.P.      186 193
Sarihan, V.      207
Scalar differential approach      229
Scalar product      16
Scalar, definition      15
Scaling factor      81 82 143 167
Secrest, A.H.      34
Seireg, A.      162
Semi-definite problems      234
Semi-direct formulation      7 14 23 63 206
Shape function: differentials, linear rectangular      111 278
Shape function: differentials, three-dimensional      107 277
Shape function: differentials, two-dimensional      49 75
Shape function: infinite      236 237
Shape function: linear rectangular      110
Shape function: quadratic, three-dimensional      106
Shape function: quadratic, triangular      211
Shape function: quadratic, two-dimensional      46 72
Shaw, K.G.      182 189
Shaw, R.P.      217 238
shear modulus      28 64 99
Shippy, D.J.      7 223 231 238 240
Shrink-fit      176
Sih, G.C      186
Simpson's rule      7 32
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