Электронная библиотека Попечительского совета механико-математического факультета Московского государственного университета   Главная    Ex Libris    Книги    Журналы    Статьи    Серии    Каталог    Wanted    Загрузка    ХудЛит    Справка    Поиск по индексам    Поиск    Форум    Авторизация         Поиск по указателям Lekhnickii S.G. — Theory of elasticity of an anisotropic body Обсудите книгу на научном форуме Нашли опечатку? Выделите ее мышкой и нажмите Ctrl+Enter Название: Theory of elasticity of an anisotropic body Автор: Lekhnickii S.G. Язык: Рубрика: Физика/ Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Год издания: 1981 Количество страниц: 430 Добавлена в каталог: 19.10.2005 Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID Предметный указатель Abramyan B. L.      263 282 360 416 418 Aleksandrov K. S.      59 418 Aleurolith, elastic constants of      59 Almansi E.      328 418 Ambartsumyan S. A.      416 Andreevskaya G. D.      65 416 Angle of twist      91 270 272 294 298 310 362 364 Anisotropic elastic materials, crystalline      58 Anisotropic elastic materials, modern      585 Anisotropic elastic materials, non-crystalline      60ff Anisotropy diagrams      56f Anisotropy, axis of      68 71 124 Anisotropy, centre of      71f Anisotropy, curvilinear      25 67f Anisotropy, cylindrical      685 215ff Anisotropy, measure of      171 Anisotropy, parameters of      191f Anisotropy, rectilinear      255 66 Anisotropy, spherical      71 Arutyunyan N. Kh.      263 292 360 416 Ashkenazi E. K.      43 4 57 62 64f 416 418 Auerbach F.      59 418 Axially symmetric deformation of body of revolution      376 387ff 393 401 411 Axially symmetric deformation, general equations      377 383 Axially symmetric deformation, theory of      376 Axially symmetric deformation, transversely isotropic      382 390 393 398 Babloyan A. A.      383 387 389f 418 Bar, bending of      90f 96 Bar, extension of      79f 96 Bar, homogeneous      79 Bar, non-homogeneous      210 Bar, torsion of      2635 Basic variational principles      735 Batugin S. A.      60 191 418 Beam      214 Beam, on two supports      92 Bekhterev P. V.      10 27 30 381 416 419 Bending of bar      905 96 Bending of beam      925 214 Bending of cantilever      314 3235 335 344 349 Bending of curved rod      256 Bending of rectangular section      331 341 Bert C. W.      243 419 Bessel’s function      254 302 373 387 393 Bhowmick S. K.      369 419 Body of revolution      3525 376ff Body, anisotropic      25 Body, curvilinearly      67 72 Body, cylindrically      124ff 215ff Body, homogeneous      25 Body, isotropic      25 Body, orthotoropic      30 32 35ff Body, rectilinearly      28 134f Body, transtropic      38 Body, transversel      30 32 37 Bolotin V. V.      65 419 Bomstein R.      417 Bor C. J.      416 Bose S. C.      368 419 Burov A. K.      65 416 cantilever      90 314 323 328 331 335 337 344 349 Castigliano’s variational formula      77 288 335 Cavity      159 363 404 Chattarji P. P.      369 419 Chen W. T.      384 405 410 419 Chentsov’s coefficients      31 Chontsov N. G.      30f 49 419 Complex parameters      51 117 Complex potential      118 274 Composite materials      645 Concentration of stress      363 Concentration of stress, factor of      367 Continuous medium, Co-ordinates in tree-dimentional space      16 Continuous medium, differential equations for      20 Continuous medium, states of stress and strain      15 Core, stresses in      1975 Couple stresses      15 Curved rod, bending by force      260ff Curved rod, pure bending by moments      258ff Cutout      137 Cylinder, bending of      965 144ff Cylinder, extension of      144ff Cylinder, torsion of      308ff Das S. C.      367 419 Dilatation      855 Dini — Bessel series      373 Direction curve      54 Direction surface      525 Double integrals      108 Doutsch E.      419 Dutt S. B.      364 419 Dzhanelidze G. Yu.      328 419 Elastic characteristics      27 Elastic constants      27ff 48 525 583 63f 70 Elastic constants for crystals      59 Elastic constants, reduced      49f 218 Elastic constants, variation of      525 Elastic equilibrium      74 Elastic half-plane      147 153 158 Elastic half-space      147 150 157f Elastic potential      27f 34 39f 58 116 380 Elastic properties of rocks      595 Elastic space      159 Elastic symmetry      335 58 Elastic symmetry, plane of      34 Elasticity of crystals      58 Elliott H. A.      383 386 420 Energy method      288 Engineering constants      30 32 36 38 170 Eshelby J. D.      407 420 Faverman E. A.      12 417 Flamant’s problem      157 Flexure function      336 Flint E. E.      416 Fundamental problem of elasto-first      74 106 120 144 162 Fundamental problem, mixed      75 Fundamental problem, second      74 107 120 150 162 169 Galerkin B. G.      13 Ganov E. V.      43 49 57 62 416 Geckeler J. W.      59 420 Generalized plane strain      134f 147 215 220 234 Generalized plane stress      62 139 143 145 154 207 226 230 Glass-fibre reinforced plastics      645 1815 Goodier J. N.      399 418 Gradshtein I. S.      416 Green A. E.      416 Half-plane      147 153 158 206 Half-plane, isotropic      156 Half-plane, non-orthotropic      158 Half-plane, orthotropic      158 Half-plane, radial stress distribution in      206ff Half-space      147 150ff 157f Hooke’s law, generalized      245 32 38 59 635 70ff Hu Hai-chan      3855 420 Huntington H. B.      410 420 Isobar      155 209 Khatiashvili G. M.      328 420 Khatkevich A. G.      420 Kilogram-force      58 Kintsls T. Ya      65 416 Kolchin G. B.      12 214 417 Kolosov G. V.      15 Korn G. A.      254 291 417 Korn Th. M.      254 291 417 Kosmodamianskii A. S.      179 328 417 420 Lagrange’s variational equation      76 335 Lame’s problem      251 Landau L. D.      417 Landolt H. H.      416 Least work principle      77 288 Leibenzon L. S.      16 19 76 78f 87 276 289f 292 Lekhnitskii S. G.      150 170 179 197 205 263 292 303 310 312 315 337 344 353 360 363 391 398 417 420f Lifshits E. M.      417 Lokshin A. Sh.      276 422 Love A. E. H.      16 33 39 58 276 359 379 382 404 Lur’e A. I.      405 412 417 Malmeister A. K.      27 32 417 Mapping      150 162 205 Matrix      406ff Measure of anisotropy      171 Michell J. H.      328 422 Mikhlin S. G.      143 422 Minasyan R. S.      287 422 Minchev I. T.      422 Mitinskii A. N.      234 422 Mixed problem of elastostatics      75 Morozov A. S.      65 418 Mossakowska Z.      422 Mossakowski J.      158 422 Muskhelishvili N. I.      13 107 140 147 150 158 204 417 Muskhelishvili's method      150 158 Neumann F.      33 417 Neumann’s function      254 Neumann’s principle      33 Nirenburg R. K.      60 191 418 Novozhilov V. V.      16 29 217 417 Nowacki W.      387 422 Operator, differential      108 380 Papkovich P. F.      13 Plane problem      47 140 143 149 150 164 169 179 Plane problem, solution of      204ff Plane strain      134f 139 143f 149 153 162 221 254 Plane strain, generalized      134 147 215 220 234 Plane stress      179 Plane stress, generalized      62 139 143 145 154 207 226 230 Plate with core      1935 Plate with hole      1703 1795 Plate, rectangular      2105 Plotnikov M. M.      243 258 422 Plywood, kinds of      63f Plywood, plate      623 173f 180 Poisson’s ratio      30f Prandtl’s analogy      292 Quartz, elastic constants of      58 Rabinovich A. L.      30f 43 54 61 79 422 Reduced strain coefficients      104 347 Relation between strain components and displacement projections      185 Rigid-body displacements      80 97 Rigidity      95 272 278 290f 298 306 309 312f 321 Rigidity, generalized      267 270 278 Rigidity, torsional      267 270 279 285 291 Rocks, elastic constants of      60 Rose A. V.      65 416 Rostovtsev N. A.      210 423 Ryzhik I. M.      416 Ryzhova T. V.      59 418 Saint — Venant’s principle      79 82 138 142 220 222 230 Saint — Venent B.      10 53 55 68 79 82 138 142 220 230 234 263 276f 288 324 327 329 331 334 412 Sarkisyan V. S.      337 418 423 Savin G. N.      143 418 423 Scale factor      53 Second-degree surface      83 Sekerzh — Zen’kovich Ya. I.      30 423 Sharmazanashvili A. Kh.      423 Shear      30 835 Small parameter method      337 Soldatov V. V.      170 421 Somigliana C.      100 423 Soos E.      243 245 423 Spherical co-ordinates      358 State of stress      15 73 264 271 Strain, coefficients      26f 250 Strain, components      18 26f Strain, energy      76f 114 Strain, reduced      104 347 Stress distribution      795 875 Stress distribution axially symmetric      230ff Stress distribution in bar      815 965 363 Stress distribution in cantilever      903 328ff 349 Stress distribution in cone      401ff Stress distribution in cylinder      965 995 Stress distribution in half-space      400 Stress distribution in inclusion      1935 4043 Stress distribution in non-homogeneous bod      121ff 131ff Stress distribution in plate, with core      1935 Stress distribution in space      159f Stress distribution with hole      170f 179f Stress function      105 1125 117 123 128 273 324 355 Stress(es)      165 Stress(es), components      165 26 Stress(es), normal      165 Stress(es), shearing      165 Stress(es), tensor      16f Stress(es), transformation to new axes      215 Stress-strain relations      15 Structural symmetry      65 Subramaniam R.      369 423 Tamazh V. P.      32 417 Tensile stress concentration factor      186 Tension coefficient surface      55 Teters G. A.      32 417 Theory of axially symmetric deformation      376 Theory of bending      334f Theory of elliptical (circular) section      2808 Theory of torsion      352 Theory, cylindrical (prismatic)      304 312f Timoshenko S. P.      399 418 Torsion of cylinder      3725 Torsion with inclusion (cavity)      363ff Torsion, curvilinearly anisotropic      359 Torsion, generalized      263f 267 277 357 Torsion, hollo      3085 Torsion, homogeneous      3575 375 Torsion, non-homogeneous      352ff Torsion, of bodies of revolution      352ff Torsion, of rectangular section      283 295 300 Torsion, problem      263ff 357 359 363 367 369 Torsion, pure (simple)      263 27ff 280 288 Torsion, solution of      288 354ff 369 Torsion, stress function in      273 Torsion, theory of      3525 Transformation of complex parameters      51f Transformation of elastic constants      39ff Transformation of reduced elastic constants      49f Transformation of stress components      21ff Twisting      91 Uniform compression      855 Uzdalev A. I.      328 424 Vasil’ev V. Z.      392 424 Virtual displacements      76 Virtual work principle      76 291 Voigt W.      27 58 69 79 110 234 263 277 310 315 418 424 Watson G. N.      374 418 Weber’s function      387 Wolf K.      398 424 Wood, elastic constants of      61f Wood, simplified model of      61 Young’s modulus      30f 42 57 Zerna W.      416 Zhigun I. G.      65 416 Zhitkov P. N.      243 424 Реклама        © Электронная библиотека попечительского совета мехмата МГУ, 2004-2024 | | О проекте