Grain Boundaries Ni-Base Superalloy Waspalloy 50µm high-angle grain boundary ( >15°) low-angle grain boundary
Properties of Materials Mechanical Properties Elastic Plastic Viscoelastic Creep Testing methods
The Tensile Test stress =F/A strain =l-l 0 /l 0
The Tensile Test
Elastic Deformation distance r r0r0 Force=dE/dr
Elastic constants (isotropic case) Stress – strain / shear stress – shear strain Young’s modulus Shear modulus Poisson ratio In order to completely describe the elastic behavior of a solid 2 of these constants need to be known!
Yield Strength Y strain offset yield-point phenomenon (C steels, dislocations are pinned by C) YY YY
The Stress-Strain Curve stress strain necking engineering stress true stress
Materials Selection Charts Strength [MPa] Density [1000kg/m³]
Plastic Deformation – Dislocation Glide shear stress
Plastic Deformation – Dislocation Glide =>macroscopic deformation
Plastic Deformation – Dislocation Glide dislocation motion
Plastic Deformation shear stress
Some concluding words on dislocations Strengthening mechanisms Grain size reduction (Hall-Petch equation) Solid solution strengthening Strain hardening
Mechanical testing Hardness Vickers Rockwell … Nanoindentation Ductility Toughness Creep Fatigue
Vickers Microhardness Testing length of the diagonals d 1 and d 2
Rockwell Hardness Testing (HRC) scale indenter (120° diamond pyramid) specimen
Ductility stress strain %EL, percent elongation %RA, percent reduction in area brittle ductile
Charpy Impact Testing hammer impact energy A v =mg(h-h´) specific a k =A v /A 0 (DIN 50115)
T-Dependence of Av BDTT
Cleavage Fracture at Low Temperatures
Deformation at Elevated Temperatures: Creep
Creep Testing d dt
Fatigue Loading during Service
Fatigue Testing
push-pull rotating-bending counter load servohydraulic actuator
Fatigue-Testing: The S/N Diagram stress amplitude [MPa] cycles to failure N fatigue limit total life design
Fracture Mechanics K Ic represents resistance to brittle fracture [MPam 0.5 ]
Determination of K Ic using Compact Tension (CT specimens) extensometer force displacement