Handbook of elasticity solutions:
Gespeichert in:
| Hauptverfasser: | , , |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
Dordrecht [u.a.]
Kluwer Academic Publ.
2003
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| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XIII, 324 S. graph. Darst. |
| ISBN: | 1402014724 |
Internformat
MARC
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| 100 | 1 | |a Kachanov, Mark |e Verfasser |4 aut | |
| 245 | 1 | 0 | |a Handbook of elasticity solutions |c by Mark Kachanov, Boris Shafiro and Igor Tsukrov |
| 264 | 1 | |a Dordrecht [u.a.] |b Kluwer Academic Publ. |c 2003 | |
| 300 | |a XIII, 324 S. |b graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 650 | 4 | |a Élasticité - Guides, manuels, etc | |
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| 700 | 1 | |a Shafiro, Boris |e Verfasser |4 aut | |
| 700 | 1 | |a Tsukrov, Igor |e Verfasser |4 aut | |
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Datensatz im Suchindex
| _version_ | 1804130180926537728 |
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| adam_text | HANDBOOK OF ELASTICITY SOLUTIONS BY MARK KACHANOV TUFTS UNIVERSITY,
BOSTON, MA, USA BORIS SHAFIRO AUTODESK INC., BOSTON, MA, USA AND IGOR
TSUKROV UNIVERSITY OF NEW HAMPSHIRE, DURHAM, NH, USA KLUWER ACADEMIC
PUBLISHERS DORDRECHT / BOSTON / LONDON CONTENTS PREFACE XIII 1 BASIC
EQUATIONS OF ELASTICITY 1 1.1 CARTESIAN COORDINATES 1 1.2 CYLINDRICAL
COORDINATES 5 1.2.1 GENERAL CASE 5 1.2.2 AXISYMMETRIC CASE 8 1.3
SPHERICAL COORDINATES 10 1.3.1 GENERAL CASE 10 1.3.2 AXISYMMETRIC CASE
15 1.3.3 CASE OF ANGULAR INDEPENDENCE OF DISPLACEMENTS 18 1.3.4
CENTRALLY SYMMETRIC CASE 21 1.4 HOOKE S LAW FOR ANISOTROPIC MATERIALS 22
1.4.1 GENERAL ANISOTROPY 22 1.4.2 PLANE OF ELASTIC SYMMETRY 23 1.4.3
ORTHOTROPY 23 1.4.4 CUBIC SYMMETRY 24 1.4.5 TRANSVERSE ISOTROPY 25 I 2
POINT FORCES AND SYSTEMS OF POINT FORCES IN THE THREE-DIMENSIONAL SPACE
AND HALF-SPACE 27 2.1 POINT FORCE IN AN INFINITE ISOTROPIC SOLID 27 2.2
SYSTEM OF FORCES DISTRIBUTED IN A SMALL VOLUME OF AN INFINITE ISOTROPIC
SOLID 28 2.2.1 FORCE COUPLE 29 2.2.2 ROTATION CENTER 30 2.2.3 DIPOLE 32
2.2.4 DILATATION CENTER 32 2.3 DYNAMIC PROBLEMS OF SUDDENLY INTRODUCED
POINT FORCES, COUPLES AND DIPOLES IN AN INFINITE ISOTROPIC SOLID 34
2.3.1 POINT FORCE : 34 2.3.2 FORCE COUPLES AND DIPOLES 34 2.4 POINT
FORCE IN THE ISOTROPIC HALF-SPACE (MINDLIN S PROBLEM) 36 2.5 POINT FORCE
APPLIED AT THE BOUNDARY OF THE ISOTROPIC HALF-SPACE . . . . 40 2.5.1
FORCE NORMAL TO THE BOUNDARY (BOUSSINESQ S PROBLEM) ... 40 VI HANDBOOK
OF ELASTICITY SOLUTIONS 2.5.2 FORCE TANGENTIAL TO THE BOUNDARY
(CERRUTI S PROBLEM) .... 41 2.6 POINT FORCE IN AN INFINITE TRANSVERSELY
ISOTROPIC SOLID 42 2.7 POINT FORCE APPLIED AT THE BOUNDARY OF THE
TRANSVERSELY ISOTROPIC HALF- SPACE 47 2.7.1 FORCE NORMAL TO THE BOUNDARY
. ; 48 2.7.2 FORCE TANGENTIAL TO THE BOUNDARY 49 2.8 TWO JOINED
ISOTROPIC HALF-SPACES WITH DIFFERENT MODULI: SOLUTION FOR A POINT FORCE
50 2.8.1 FORCE NORMAL TO THE INTERFACE 50 2.8.2 FORCE PARALLEL TO THE
INTERFACE 51 3 SELECTED TWO-DIMENSIONAL PROBLEMS 53 3.1 INTRODUCTORY
MATERIAL 53 3.1.1 PLANE STRAIN, PLANE STRESS AND TWO-DIMENSIONAL ELASTIC
CON- STANTS 53 3.1.2 COMPLEX VARIABLES REPRESENTATIONS 54 3.1.3 PLANE
PROBLEMS FOR ANISOTROPIC MATERIALS 54 3.2 INFINITE 2-D SOLID. ISOTROPIC
AND ORTHOTROPIC MATERIALS 55 3.2.1 POINT FORCE IN AN INFINITE ISOTROPIC
2-D SOLID 55 3.2.2 CONCENTRATED COUPLE IN THE ISOTROPIC PLANE 56 3.2.3
POINT FORCE IN AN INFINITE ORTHOTROPIC 2-D SOLID 57 3.3 2-D ISOTROPIC
HALF-PLANE 58 3.3.1 POINT FORCE NORMAL TO THE BOUNDARY 58 3.3.2 POINT
FORCE TANGENTIAL TO THE BOUNDARY 58 3.3.3 CONCENTRATED COUPLE APPLIED ON
THE BOUNDARY 59 3.3.4 POINT FORCE APPLIED AT AN INTERIOR POINT OF A
HALF-PLANE . ... 59 3.4 STRESS CONCENTRATIONS NEAR HOLES AND INCLUSIONS
60 3.4.1 CONFORMAL MAPPING 60 3.4.2 CIRCULAR HOLE 61 3.4.3 ELLIPTICAL
HOLE 63 3.4.4 TRIANGULAR TYPE HOLE 64 3.4.5 SQUARE TYPE HOLE 65 3.4.6
POLYGONAL HOLE 66 3.4.7 CIRCULAR ELASTIC INCLUSION 67 3.4.8 ELLIPTIC
ELASTIC INCLUSION 68 3.5 EQUILIBRIUM OF AN ELASTIC WEDGE 70 3.5.1
ELASTIC WEDGE LOADED BY A POINT FORCE 70 3.5.2 ELASTIC WEDGE WITH FIXED
EDGE SUBJECTED TO A POINT LOAD . . . 72 3.5.3 A WEDGE UNIFORMLY LOADED
ALONG THE FACE 74 3.6 CIRCULAR RING LOADED BY EXTERNAL AND INTERNAL
PRESSURES 75 4 THREE-DIMENSIONAL CRACK PROBLEMS FOR THE ISOTROPIC OR
TRANSVERSELY ISOTROPIC INFINITE SOLID 77 4.1 CIRCULAR (PENNY-SHAPED)
CRACK 78 CONTENTS VII 4.1.1 A PAIR OF NORMAL POINT FORCES APPLIED AT AN
ARBITRARY POINT OF A CRACK: DISPLACEMENT AND STRESS FIELDS 78 4.1.2 A
PAIR OF TANGENTIAL POINT FORCES APPLIED AT AN ARBITRARY POINT OF A
CRACK: DISPLACEMENT AND STRESS FIELDS 82 4.1.3 UNIFORM NORMAL LOADING ON
A CRACK: DISPLACEMENT AND STRESS FIELDS 91 4.1.4 UNIFORM SHEAR LOADING
ON A CRACK: DISPLACEMENT AND STRESS FIELDS 93 4.1.5 STRESS INTENSITY
FACTORS AND CRACK OPENING DISPLACEMENTS DUE TO A PAIR OF POINT FORCES
AND DUE TO UNIFORM LOADING . . 95 4.1.6 STRESS INTENSITY FACTORS AND
CRACK OPENING DISPLACEMENTS DUE TO A POINT FORCE APPLIED AT AN ARBITRARY
POINT OF THE SOLID 98 4.2 HALF-PLANE CRACK 107 4.2.1 A PAIR OF NORMAL
POINT FORCES APPLIED AT AN ARBITRARY POINT OF A CRACK: DISPLACEMENT AND
STRESS FIELDS 107 4.2.2 A PAIR OF TANGENTIAL POINT FORCES APPLIED AT AN
ARBITRARY POINT OF A CRACK: DISPLACEMENT AND STRESS FIELDS ILL 4.2.3
STRESS INTENSITY FACTORS ALONG THE CRACK EDGE DUE TO A PAIR OF POINT
FORCES ON THE CRACK 117 4.2.4 STRESS INTENSITY FACTORS AND CRACK OPENING
DISPLACEMENTS DUE TO A POINT FORCE APPLIED AT AN ARBITRARY POINT OF THE
SOLID 118 4.3 EXTERNAL CIRCULAR CRACK 125 4.4 ELLIPTICAL CRACK 127 5 A
CRACK IN AN INFINITE ISOTROPIC TWO-DIMENSIONAL SOLID 131 5.1 A PAIR OF
EQUAL AND OPPOSITE POINT FORCES APPLIED AT AN ARBITRARY POINT OF THE
CRACK 131 5.1.1 FULL STRESS FIELDS 132 5.1.2 CRACK OPENING DISPLACEMENTS
134 5.1.3 AVERAGE CRACK OPENING DISPLACEMENTS 135 5.2 UNIFORM LOADING ON
CRACK FACES 135 5.2.1 STRESS FIELDS 135 5.2.2 CRACK OPENING
DISPLACEMENTS 136 5.2.3 AVERAGE CRACK OPENING DISPLACEMENTS 136 5.3
CRACK TIP FIELDS 136 5.4 FAR FIELD ASYMPTOTICS 139 6 A CRACK IN AN
INFINITE ANISOTROPIC TWO-DIMENSIONAL SOLID 141 6.1 NOTATIONS AND GENERAL
REPRESENTATIONS FOR A 2-D ANISOTROPIC ELASTIC SOLID 141 6.2 A PAIR OF
EQUAL AND OPPOSITE POINT FORCES APPLIED AT AN ARBITRARY POINT OF THE
CRACK 143 6.2.1 FULL STRESS FIELDS 143 6.2.2 STRESS INTENSITY FACTORS
145 6.3 UNIFORM LOADING AT CRACK FACES 145 VIII HANDBOOK OF ELASTICITY
SOLUTIONS 6.3.1 FULL STRESS FIELDS 145 6.3.2 CRACK OPENING DISPLACEMENTS
147 6.3.3 AVERAGE CRACK OPENING DISPLACEMENTS 148 6.3.4 STRESS INTENSITY
FACTORS 148 6.4 CRACK TIP FIELDS 148 6.5 FAR FIELD ASYMPTOTICS 150 6.6
CRACK COMPLIANCE TENSOR 151 6.7 APPENDIX 153 7 THERMOELASTICITY 155 7.1
BASIC EQUATIONS 155 7.1.1 EQUATION OF HEAT CONDUCTION 155 7.1.2
EQUATIONS OF MOTION AND EQUILIBRIUM 156 7.1.3 EQUATIONS IN DISPLACEMENTS
156 7.1.4 EQUATIONS IN STRESSES 158 7.1.5 COUPLING OF TEMPERATURE AND
STRAIN FIELDS 158 7.2 STATIONARY 3-D PROBLEMS 159 7.2.1 DISCONTINUOUS
TEMPERATURE FIELD: PARALLELEPIPED OF UNIFORM TEMPERATURE T IN INFINITE
ELASTIC SPACE OF ZERO TEMPERATURE . 159 7.2.2 DISCONTINUOUS TEMPERATURE
FIELD: SPHEROID OF UNIFORM TEM- PERATURE T IN INFINITE ELASTIC SPACE OF
ZERO TEMPERATURE ... 161 7.2.3 DISCONTINUOUS TEMPERATURE FIELD: SPHERE
OF UNIFORM TEMPER- ATURE T IN ELASTIC HALF- SPACE OF ZERO TEMPERATURE
164 7.2.4 HEAT EXPOSURE AT A POINT OF THE BOUNDARY OF ELASTIC HALF-SPACE
165 7.2.5 CONCENTRATED HEAT SOURCE IN INFINITE ELASTIC SPACE 167 7.2.6
CONCENTRATED HEAT SOURCE IN ELASTIC HALF-SPACE 167 7.3 NON-STATIONARY
3-D PROBLEMS 169 7.3.1 INSTANTANEOUS CONCENTRATED HEAT SOURCE 170 7.3.2
CONCENTRATED HEAT SOURCE VARYING HARMONICALLY WITH TIME . 170 7.3.3
MOVING CONCENTRATED HEAT SOURCE 171 7.4 STATIONARY 2-D PROBLEMS 172
7.4.1 DISCONTINUOUS TEMPERATURE FIELD: RECTANGULAR REGION OF UNI- FORM
TEMPERATURE T IN THE INFINITE PLANE OF ZERO TEMPERATURE 173 7.4.2
DISCONTINUOUS TEMPERATURE FIELD: RECTANGULAR REGION OF UNI- FORM
TEMPERATURE T IN THE SEMI-INFINITE PLANE OF ZERO TEM- PERATURE 174 7.4.3
CONCENTRATED HEAT SOURCE IN THE INFINITE THIN LAYER 175 7.4.4
CONCENTRATED HEAT SOURCE IN THE SEMI-INFINITE THIN LAYER . . . 176 7.4.5
CONCENTRATED HEAT SOURCE AT THE CENTER OF A THIN CIRCULAR DISC 176 7.5
NON-STATIONARY 2-D PROBLEMS 177 7.5.1 PLANE STRAIN PROBLEM FOR AN
INFINITE BODY WITH AN INSTANTA- NEOUS LINE HEAT SOURCE 177 7.5.2
INSTANTANEOUS CONCENTRATED HEAT SOURCE IN THE INFINITE THIN LAYER 178
CONTENTS IX 7.5.3 PLANE STRAIN PROBLEM OF A LINE HEAT SOURCE- WITH
INTENSITY VARYING HARMONICALLY WITH TIME 178 7.5.4 MOVING CONCENTRATED
HEAT SOURCE ON THE SURFACE OF THIN LAYER 179 7.6 THERMAL STRESSES IN
HEATED INFINITE SOLID CONTAINING AN INHOMOGENEITY OR A CAVITY 180 7.6.1
HEATED INFINITE SOLID WITH AN ELLIPSOIDAL INHOMOGENEITY . . . 180 7.6.2
STRESS CONCENTRATIONS AROUND 3-D SPHERICAL CAVITY IN A STEADY HEAT FLOW
181 7.6.3 STRESS CONCENTRATIONS AROUND 2-D CIRCULAR HOLE IN A STEADY
HEAT FLOW . . 182 8 CONTACT PROBLEMS 185 8.1 2-D PROBLEMS FOR A RIGID
PUNCH ON THE ISOTROPIC AND ANISOTROPIC ELAS- TIC HALF-PLANE 185 8.1.1
PUNCH WITH RECTILINEAR BASE LOADED BY CENTRAL NORMAL FORCE (FRICTIONLESS
CONTACT). ISOTROPIC AND ANISOTROPIC HALF-PLANE . 185 8.1.2 PUNCH WITH
RECTILINEAR BASE LOADED BY CENTRAL NORMAL FORCE AND MOMENT (FRICTIONLESS
CONTACT). ISOTROPIC HALF-PLANE ... 186 8.1.3 PUNCH WITH CIRCULAR BASE
LOADED BY CENTRAL NORMAL FORCE (FRICTIONLESS CONTACT). ISOTROPIC
HALF-PLANE 187 8.1.4 PUNCH WITH RECTILINEAR BASE BONDED TO THE ISOTROPIC
HALF- PLANE AND LOADED BY NORMAL AND TANGENTIAL FORCES 189 8.1.5 PUNCH
WITH RECTILINEAR BASE BONDED TO THE ISOTROPIC HALF- PLANE AND LOADED BY
MOMENT 190 8.1.6 PUNCH WITH RECTILINEAR BASE LOADED BY NORMAL AND
TANGENTIAL FORCES AND A MOMENT WITH COULOMB S FRICTIONAL CONDITION ALONG
THE BASE. ISOTROPIC AND ANISOTROPIC HALF-PLANE 190 8.1.7 PUNCH WITH
RECTILINEAR HORIZONTAL BASE MOVING WITH PRE- SCRIBED SPEED AND LOADED BY
NORMAL FORCE AND MOMENT (COULOMB S FRICTIONAL CONDITION). ISOTROPIC
HALF-PLANE . . . . 193 8.2 3-D PROBLEMS FOR A RIGID PUNCH ON THE
ISOTROPIC AND TRANSVERSELY ISOTROPIC ELASTIC HALF-SPACE 194 8.2.1
CENTRALLY LOADED FLAT CIRCULAR PUNCH (FRICTIONLESS CONTACT). ISOTROPIC
AND TRANSVERSELY ISOTROPIC HALF-SPACE 194 8.2.2 FLAT CIRCULAR PUNCH
LOADED BY MOMENT (FRICTIONLESS CONTACT). ISOTROPIC AND TRANSVERSELY
ISOTROPIC HALF-SPACE 197 8.2.3 CENTRALLY LOADED PUNCH WITH CURVED BASE
(FRICTIONLESS CON- TACT). ISOTROPIC HALF-SPACE 200 8.2.4 CENTRALLY
LOADED CONICAL PUNCH (FRICTIONLESS CONTACT). ISO- TROPIC AND
TRANSVERSELY ISOTROPIC HALF-SPACE 201 8.2.5 CENTRALLY LOADED FLAT
ELLIPTICAL PUNCH (FRICTIONLESS CONTACT). ISOTROPIC HALF-SPACE 204 8.2.6
CENTRALLY LOADED FLAT CIRCULAR PUNCH BONDED TO THE ISOTROPIC OR
TRANSVERSELY ISOTROPIC HALF-SPACE 205 HANDBOOK OF ELASTICITY SOLUTIONS
8.2.7 FLAT CIRCULAR PUNCH BONDED TO THE ISOTROPIC OR TRANSVERSELY
ISOTROPIC HALF-SPACE AND LOADED BY TANGENTIAL FORCE AND MO- MENT 211
8.2.8 FLAT CIRCULAR PUNCH BONDED TO THE ISOTROPIC OR TRANSVERSELY
ISOTROPIC HALF-SPACE AND LOADED BY TWISTING MOMENT .... 219 8.3 CONTACT
OF TWO ELASTIC BODIES (HERTZ PROBLEM) 221 8.3.1 2-D PROBLEM 221 8.3.2
3-D HERTZIAN CONTACT OF TWO (LOCALLY SPHEROIDAL) BODIES HAV- ING
DIFFERENT ELASTIC CONSTANTS. ISOTROPIC AND TRANSVERSELY ISOTROPIC BODIES
225 8.3.3 DYNAMIC CONTACT OF TWO COLLIDING ELASTIC SPHERES 229 9
ESHELBY S PROBLEM AND RELATED RESULTS 231 9.1 INCLUSION PROBLEM 231
*9.1.1 ELLIPSOIDAL INCLUSION WITH UNIFORM EIGENSTRAIN IN THE INFINITE
ISOTROPIC LINEAR ELASTIC SOLID 232 9.2 ELLIPSOIDAL INHOMOGENEITY 235
9.2.1 ELLIPSOIDAL CAVITY 236 9.2.2 ELLIPSOIDAL CAVITY FILLED WITH
COMPRESSIBLE FLUID 239 9.3 ESHELBY S TENSOR FOR VARIOUS ELLIPSOIDAL
SHAPES 241 9.3.1 GENERAL ELLIPSOID 241 9.3.2 OBLATE AND PROLATE
SPHEROIDS 242 9.3.3 SPHERE ....*. 244 9.3.4 SOMEWHAT DEFORMED SPHERE 244
9.3.5 NEEDLE 244 9.3.6 ELLIPTIC CYLINDER 245 9.3.7 THIN ELLIPSOID 246
9.3.8 THIN SPHEROID 247 9.4 ALTERNATIVE FORM OF SOLUTION FOR ELLIPSOIDAL
INHOMOGENEITY 248 9.4.1 STRAINS AND STRESSES INSIDE ELLIPSOIDAL
INHOMOGENEITY .... 248 9.4.2 STRAIN CONCENTRATIONS AT THE BOUNDARY OF
ELLIPSOIDAL INHOMO- GENEITY 250 9.5 EXPRESSIONS FOR TENSORS P, Q, A AND
B 250 9.5.1 GENERAL SPHEROID 251 9.5.2 THIN SPHEROID 254 9.5.3 NEEDLE
254 9.5.4 SPHERE 255 9.5.5 TRANSVERSELY ISOTROPIC INFINITE CYLINDER IN
THE TRANSVERSELY ISOTROPIC MATRIX 256 9.6 QUANTITIES RELEVANT FOR THE
EFFECTIVE ELASTIC PROPERTIES 257 9.6.1 INTRODUCTION 257 9.6.2
COMPLIANCE/STIFFNESS CONTRIBUTION TENSORS OF AN INHOMO- GENEITY 258
CONTENTS XI 9.6.3 GENERAL REPRESENTATIONS FOR ELLIPSOIDAL
INHOMOGENEITIES . . 259 9.6.4 COMPLIANCE TENSORS OF ELLIPSOIDAL
INHOMOGENEITIES AND CAV- ITIES IN THE ISOTROPIC MATRIX 260 9.6.5
COMPLIANCE TENSORS OF LIQUID ELLIPSOIDAL INHOMOGENEITIES IN THE
ISOTROPIC MATRIX 265 9.6.6 STIFFNESS TENSORS OF CAVITIES AND RIGID
SPHEROIDAL INHOMO- GENEITIES IN THE ISOTROPIC MATRIX 267 9.6.7 SOME
OTHER RESULTS RELATED TO THE EFFECTIVE ELASTIC PROPERTIES 270 10 ELASTIC
SPACE CONTAINING A RIGID ELLIPSOIDAL INCLUSION SUBJECTED TO TRANSLATION
AND ROTATION 271 10.1 GENERAL ELLIPSOID 271 10.1.1 FIELDS PRODUCED BY
TRANSLATION 272 10.1.2 FIELDS PRODUCED BY ROTATION 273 10.2 OBLATE
SPHEROID 275 10.2.1 FIELDS PRODUCED BY TRANSLATION 276 10.2.2 FIELDS
PRODUCED BY ROTATION 277 10.3 PROLATE SPHEROID 278 10.3.1 FIELDS
PRODUCED BY TRANSLATION 278 10.3.2 FIELDS PRODUCED BY ROTATION 279 10.4
SPHERE 281 10.4.1 FIELDS PRODUCED BY TRANSLATION 281 10.4.2 FIELDS
PRODUCED BY ROTATION 282 11 BASIC STRESS INTENSITY FACTORS (SIFS) AND
STRESS CONCENTRATIONS (2-D CONFIGURATIONS) 283 11.1 SIFS FOR CRACKS IN
2-D ISOTROPIC MEDIUM 283 11.1.1 ONE FINITE CRACK IN AN INFINITE PLANE,
VARIOUS LOADING CONDI- TIONS 283 11.1.2 ONE SEMI-INFINITE CRACK IN AN
INFINITE PLANE, VARIOUS LOADING CONDITIONS . . . 285 11.1.3 TWO
COLLINEAR CRACKS OF EQUAL LENGTHS IN AN INFINITE PLANE UNDER REMOTE
LOADING 287 11.1.4 TWO COLLINEAR CRACKS OF DIFFERENT LENGTHS IN AN
INFINITE PLANE UNDER REMOTE LOADING 288 11.1.5 INFINITE PERIODIC SYSTEM
OF COLLINEAR CRACKS IN AN INFINITE PLANE UNDER REMOTE LOADING 289 11.1.6
TWO PARALLEL STACKED CRACKS OF EQUAL LENGTHS IN AN INFINITE PLANE UNDER
REMOTE LOADING 290 11.1.7 INFINITE PERIODIC SYSTEM OF PARALLEL STACKED
CRACKS IN AN INFI- NITE PLANE UNDER REMOTE LOADING 292 11.1.8 EDGE CRACK
IN A HALF-PLANE LOADED BY A POINT FORCE AT THE CORNER 295 11.1.9 EDGE
CRACK IN A HALF-PLANE LOADED BY A PAIR OF POINT FORCES AT THE CRACK
FACES 295 XII HANDBOOK OF ELASTICITY SOLUTIONS 11.1.10 INCLINED EDGE
CRACK IN A HALF-PLANE UNDER UNIFORM TENSION . 296 11.1.11 CIRCULAR HOLE
WITH TWO SYMMETRIC RADIAL CRACKS AT THE HOLE BOUNDARY IN AN INFINITE
PLANE 297 11.1.12 CIRCULAR HOLE WITH ONE RADIAL CRACK AT THE HOLE
BOUNDARY IN AN INFINITE PLANE 298 11.1.13 CIRCULAR ARC CRACK IN AN
INFINITE PLANE 299 11.1.14 SLIGHTLY CURVED CRACK OF AN ARBITRARY SHAPE
IN AN INFINITE PLANE 300 11.1.15 CRACK WITH A SMALL KINK IN AN INFINITE
PLANE 302 11.2 SIFS FOR A RIGID LINE INCLUSION 303 APPENDIX A:
CURVILINEAR COORDINATE SYSTEMS 305 APPENDIX B: DIFFERENTIAL OPERATORS IN
CURVILINEAR COORDINATE SYSTEMS 315 REFERENCES 319
|
| any_adam_object | 1 |
| author | Kachanov, Mark Shafiro, Boris Tsukrov, Igor |
| author_facet | Kachanov, Mark Shafiro, Boris Tsukrov, Igor |
| author_role | aut aut aut |
| author_sort | Kachanov, Mark |
| author_variant | m k mk b s bs i t it |
| building | Verbundindex |
| bvnumber | BV017347998 |
| callnumber-first | Q - Science |
| callnumber-label | QA931 |
| callnumber-raw | QA931 |
| callnumber-search | QA931 |
| callnumber-sort | QA 3931 |
| callnumber-subject | QA - Mathematics |
| classification_rvk | UF 3000 |
| ctrlnum | (OCoLC)52587631 (DE-599)BVBBV017347998 |
| dewey-full | 531/.382 |
| dewey-hundreds | 500 - Natural sciences and mathematics |
| dewey-ones | 531 - Classical mechanics |
| dewey-raw | 531/.382 |
| dewey-search | 531/.382 |
| dewey-sort | 3531 3382 |
| dewey-tens | 530 - Physics |
| discipline | Physik |
| format | Book |
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| id | DE-604.BV017347998 |
| illustrated | Illustrated |
| indexdate | 2024-07-09T19:16:56Z |
| institution | BVB |
| isbn | 1402014724 |
| language | English |
| lccn | 2003059280 |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-010456421 |
| oclc_num | 52587631 |
| open_access_boolean | |
| owner | DE-703 DE-706 DE-11 |
| owner_facet | DE-703 DE-706 DE-11 |
| physical | XIII, 324 S. graph. Darst. |
| publishDate | 2003 |
| publishDateSearch | 2003 |
| publishDateSort | 2003 |
| publisher | Kluwer Academic Publ. |
| record_format | marc |
| spelling | Kachanov, Mark Verfasser aut Handbook of elasticity solutions by Mark Kachanov, Boris Shafiro and Igor Tsukrov Dordrecht [u.a.] Kluwer Academic Publ. 2003 XIII, 324 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Élasticité - Guides, manuels, etc Elasticity Handbooks, manuals, etc Elastizitätstheorie (DE-588)4123124-7 gnd rswk-swf Elastizitätstheorie (DE-588)4123124-7 s DE-604 Shafiro, Boris Verfasser aut Tsukrov, Igor Verfasser aut HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=010456421&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Kachanov, Mark Shafiro, Boris Tsukrov, Igor Handbook of elasticity solutions Élasticité - Guides, manuels, etc Elasticity Handbooks, manuals, etc Elastizitätstheorie (DE-588)4123124-7 gnd |
| subject_GND | (DE-588)4123124-7 |
| title | Handbook of elasticity solutions |
| title_auth | Handbook of elasticity solutions |
| title_exact_search | Handbook of elasticity solutions |
| title_full | Handbook of elasticity solutions by Mark Kachanov, Boris Shafiro and Igor Tsukrov |
| title_fullStr | Handbook of elasticity solutions by Mark Kachanov, Boris Shafiro and Igor Tsukrov |
| title_full_unstemmed | Handbook of elasticity solutions by Mark Kachanov, Boris Shafiro and Igor Tsukrov |
| title_short | Handbook of elasticity solutions |
| title_sort | handbook of elasticity solutions |
| topic | Élasticité - Guides, manuels, etc Elasticity Handbooks, manuals, etc Elastizitätstheorie (DE-588)4123124-7 gnd |
| topic_facet | Élasticité - Guides, manuels, etc Elasticity Handbooks, manuals, etc Elastizitätstheorie |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=010456421&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
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