Mechanical MetallurgyI Mechanical Fundamentals 1 Introduction 2 Stress and Strain Relationships for Elastic Behavior 3 Elements of the Theory of Plasticity II Metallurgical Fundamentals 4 Plastic Deformation of Single Crystals 5 Dislocation Theory 6 Strengthening Mechanisms 7 Fracture III Applications to Materials Testing 8 The Tension Test 9 The Hardness Test 10 The Torsion Test 11 Fracture Mechanics 12 Fatigue of Metals 13 Creep and Stress Rupture 14 Brittle Fracture and Impact Testing IV Plastic Forming of Metals 15 Fundamentals of Metalworking 16 Forging 17 Rolling of Metals 18 Extrusion 19 Drawing of Rods, Wires and Tubes 20 Sheet-Metal Forming 21 Maching of Metals Appendixes |
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Page 112
... figure corresponds to a ( 100 ) plane in a simple cubic lattice and is equivalent to any plane parallel to the front face of Fig . 4-7 . Note that the lattice is distorted in the region of the dislocation . There is one more vertical ...
... figure corresponds to a ( 100 ) plane in a simple cubic lattice and is equivalent to any plane parallel to the front face of Fig . 4-7 . Note that the lattice is distorted in the region of the dislocation . There is one more vertical ...
Page 134
... Figure 4-26 shows some metallographic features of twins in several different systems . Figure 4-26a is an example of mechanical twins in iron ( Neumann bands ) . Note that the width of the twins can be readily resolved at rather low ...
... Figure 4-26 shows some metallographic features of twins in several different systems . Figure 4-26a is an example of mechanical twins in iron ( Neumann bands ) . Note that the width of the twins can be readily resolved at rather low ...
Page 541
George Dieter. 0/0 2 Therefore , Pmax Friction hill Figure 15-22 Friction hill for homogeneous compres- sion of a disk with Coulomb friction . or P In = 2μ h p = ooe 2μ ( a − r ) π ( a - r ) ( 15-44 ) ( 15-45 ) Figure 15-22 shows the ...
George Dieter. 0/0 2 Therefore , Pmax Friction hill Figure 15-22 Friction hill for homogeneous compres- sion of a disk with Coulomb friction . or P In = 2μ h p = ooe 2μ ( a − r ) π ( a - r ) ( 15-44 ) ( 15-45 ) Figure 15-22 shows the ...
Contents
Introduction | 3 |
Stress and Strain Relationships for Elastic Behavior | 18 |
Metallurgical Fundamentals | 101 |
Copyright | |
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alloy aluminum angle annealed ASME ASTM atoms axis behavior billet brittle fracture Burgers vector cold-worked components compression constant crack creep cycles decrease determined diameter direction dislocation line ductile edge dislocation elastic elongation embrittlement energy engineering equation extrusion factor failure fatigue limit fibers Figure flow curve flow stress force forging friction given grain boundaries hot-working hydrostatic increase indentation lattice length load machining martensite material matrix maximum measured mechanical metallurgical Metals Park modulus necking notch occurs particles percent plane-strain plastic deformation plastic strain pressure produce properties ratio recrystallization reduction region residual stresses rolling screw dislocation shear stress sheet shown in Fig slip plane slip systems Society for Metals specimen steel strain hardening strain rate stress-strain curve structure surface temperature tensile strength tensile stress tension test tensor thickness tool torsion Trans usually velocity workpiece yield strength yield stress