Mechanical Properties of Engineered MaterialsFeaturing in-depth discussions on tensile and compressive properties, shear properties, strength, hardness, environmental effects, and creep crack growth, "Mechanical Properties of Engineered Materials" considers computation of principal stresses and strains, mechanical testing, plasticity in ceramics, metals, intermetallics, and polymers, materials selection for thermal shock resistance, the analysis of failure mechanisms such as fatigue, fracture, and creep, and fatigue life prediction. It is a top-shelf reference for professionals and students in materials, chemical, mechanical, corrosion, industrial, civil, and maintenance engineering; and surface chemistry. |
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Page x
... Grain Boundary Strengthening 231 8.6 Precipitation Strengthening 234 8.7 Dispersion Strengthening 244 8.8 Overall Superposition 245 8.9 Summary Bibliography 246 246 9 Introduction to Composites 248 9.1 Introduction 248 9.2 Types of ...
... Grain Boundary Strengthening 231 8.6 Precipitation Strengthening 234 8.7 Dispersion Strengthening 244 8.8 Overall Superposition 245 8.9 Summary Bibliography 246 246 9 Introduction to Composites 248 9.1 Introduction 248 9.2 Types of ...
Page 31
... grain boundaries , stacking faults , or twin boundaries . These are surface boundaries across which the perfect stacking of atoms within a crystalline lattice changes . High- or low - angle tilt or twist boundaries may involve changes ...
... grain boundaries , stacking faults , or twin boundaries . These are surface boundaries across which the perfect stacking of atoms within a crystalline lattice changes . High- or low - angle tilt or twist boundaries may involve changes ...
Page 32
Wole Soboyejo. = 1/5 boundary is one in which 1 in 5 of the grain boundary atoms match , as shown in Fig . 2.8 ( c ) . Twin boundaries may form within crystals . Such boundaries lie across deformation twin planes , as shown in Fig . 2.8 ...
Wole Soboyejo. = 1/5 boundary is one in which 1 in 5 of the grain boundary atoms match , as shown in Fig . 2.8 ( c ) . Twin boundaries may form within crystals . Such boundaries lie across deformation twin planes , as shown in Fig . 2.8 ...
Page 36
... Grain boundary = fast diffusion corridor Channel width 8 = 2 atom diameters Dislocation core = fast diffusion tube , area ( 2b ) 2 FIGURE 2.12 Fast diffusion mechanisms : ( a ) dislocation pipe diffusion along dislocation core ; ( b ) grain ...
... Grain boundary = fast diffusion corridor Channel width 8 = 2 atom diameters Dislocation core = fast diffusion tube , area ( 2b ) 2 FIGURE 2.12 Fast diffusion mechanisms : ( a ) dislocation pipe diffusion along dislocation core ; ( b ) grain ...
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Contents
XC | 287 |
XCII | 289 |
XCIII | 290 |
XCIV | 292 |
XCV | 295 |
XCVI | 300 |
XCVII | 302 |
XCVIII | 304 |
33 | |
XI | 51 |
XII | 57 |
XIV | 59 |
XVII | 64 |
XVIII | 70 |
XIX | 72 |
XX | 75 |
XXI | 78 |
XXII | 81 |
XXIII | 84 |
XXV | 85 |
XXVI | 86 |
XXVII | 89 |
XXVIII | 93 |
XXIX | 103 |
XXX | 107 |
XXXI | 109 |
XXXII | 110 |
XXXIII | 111 |
XXXIV | 112 |
XXXV | 113 |
XXXVI | 121 |
XXXVII | 128 |
XXXVIII | 131 |
XXXIX | 133 |
XL | 136 |
XLI | 138 |
XLII | 139 |
XLIV | 141 |
XLV | 142 |
XLVI | 144 |
XLVII | 148 |
XLVIII | 156 |
XLIX | 157 |
L | 163 |
LI | 165 |
LII | 169 |
LIII | 173 |
LIV | 175 |
LVI | 177 |
LVII | 178 |
LVIII | 181 |
LIX | 183 |
LX | 187 |
LXI | 188 |
LXII | 191 |
LXIII | 193 |
LXIV | 202 |
LXV | 206 |
LXVI | 209 |
LXVII | 216 |
LXVIII | 218 |
LXIX | 221 |
LXXI | 224 |
LXXII | 225 |
LXXIII | 226 |
LXXIV | 229 |
LXXV | 231 |
LXXVI | 234 |
LXXVII | 244 |
LXXVIII | 245 |
LXXIX | 246 |
LXXXI | 248 |
LXXXII | 249 |
LXXXIII | 257 |
LXXXIV | 262 |
LXXXV | 265 |
LXXXVI | 267 |
LXXXVII | 271 |
LXXXVIII | 275 |
LXXXIX | 282 |
XCIX | 308 |
C | 313 |
CII | 315 |
CIII | 317 |
CV | 318 |
CVI | 320 |
CVII | 324 |
CVIII | 342 |
CIX | 351 |
CX | 355 |
CXI | 359 |
CXII | 361 |
CXIV | 366 |
CXV | 367 |
CXVI | 369 |
CXVII | 371 |
CXVIII | 385 |
CXIX | 387 |
CXX | 389 |
CXXI | 393 |
CXXII | 396 |
CXXIII | 397 |
CXXIV | 410 |
CXXV | 411 |
CXXVI | 414 |
CXXVII | 416 |
CXXVIII | 418 |
CXXIX | 419 |
CXXX | 426 |
CXXXI | 436 |
CXXXII | 440 |
CXXXIII | 442 |
CXXXIV | 443 |
CXXXV | 445 |
CXXXVII | 446 |
CXXXVIII | 449 |
CXXXIX | 451 |
CXL | 452 |
CXLI | 456 |
CXLII | 460 |
CXLIII | 462 |
CXLIV | 467 |
CXLV | 473 |
CXLVI | 474 |
CXLVII | 477 |
CXLVIII | 480 |
CXLIX | 486 |
CL | 493 |
CLI | 496 |
CLII | 499 |
CLIII | 504 |
CLIV | 505 |
CLV | 511 |
CLVI | 513 |
CLVII | 520 |
CLVIII | 523 |
CLIX | 525 |
CLX | 528 |
CLXI | 531 |
CLXII | 533 |
CLXIII | 542 |
CLXIV | 544 |
CLXV | 546 |
CLXVI | 547 |
CLXVII | 548 |
CLXVIII | 556 |
CLXIX | 562 |
CLXX | 567 |
CLXXI | 568 |
CLXXII | 573 |
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Common terms and phrases
Acta Metall alloys atoms axial bonds brittle Burgers vector ceramics closure components composite materials constant corresponds crack tip creep deformation crystal curve debonding defects density dependence diffusion dislocation motion displacement ductile edge dislocation effects engineering equations Evans expressions failure fatigue crack growth fiber FIGURE fracture mechanics fracture toughness Furthermore given grain boundary hardening Hence important to note increasing initial interactions interfaces intermetallics lattice linear elastic martensite matrix composites Mech Metall Mater microcracks microstructure modulus nucleation obtained occur parameter particles Pergamon Press permission from Pergamon phase plane strain plastic deformation polymers precipitates processes properties ratio regime reinforcement Reprinted with permission result Schematic illustration schematically in Fig screw dislocation shear stress shown in Fig slip plane Soboyejo solid solution specimen steel strain rate strength strengthening stress intensity factor stress-strain structures temperature tensile tensor thermal shock tion titanium toughening transformation volume fraction Young's modulus zone