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Hookes law
stress= young modulus * strain
Significance of Hooke’s Law?
Stress in proportional to strain in the elastic region
Yield strength
stress where plastic deformation begins
Tensile strength
Maximum strength before necking
Ductility
% elongation
Resilience
Energy absorbed in elastic region
Toughness
total energy absorbed before fracture (entire area under curve)
Hardness
resistance to localized plastic deformation (indention, scratching)
How plastic deformation occurs
dislocation motion through slip systems
Slip system
Slip plane + slip direction
Strengthening mechanisms
grain size reduction, strain hardening (cold working), alloying
Grain size reduction
smaller grains = more boundaries = stronger
Cold working (strain hardening)
dislocation density increases, dislocation interactions are repulsive in nature, dislocation motion hindered by the presence of other dislocations
Effect of CW
Yield strength increases, tensile strength increases, ductility decreases
alloying
impurity atoms interfere with dislocations by pinning them
what are the two modes of failure
ductile and brittle
Ductile (mode of failure)
high energy absorption, slow crack propagation, predictable
Brittle (mode of failure)
low energy absorption, fast crack propagation, sudden failure
Ductile to brittle transition (DBTT)
seen in BCC metals, toughness drops sharply below a certain temperature
Fatigue
failure under cyclic loading
S-N curve for Ferrous alloys
no fatigue failure if below asymptotic value
S-N curve for non ferrous alloys
will always have a fatigue failure
fracture toughness
ability of a material to withstand fracture in the prescence of a crack
cracks do not act as a stress amplifier
false
Ways to mitigate fatigue
reduce mean stress, surface treatments, avoid stress concentrators, galvanizing
sharp corners are a stress concentration point
true
Creep
failure mode that occurs in specimens at high temp (T> 0.4T)
Stages of creep
Primary (decreasing rate), secondary (linear, steady rate), tertiary (accelerating rate)
alloys melt over a range of temperatures
true
pure components tend to melt over a range of temperatures
false
Eutectic point
unique composition and temperature where the liquid transforms into two solid phases simultaneously
binary eutectic system
involves two components (like pb and sn) that have limited solubility in each others solid state, and form a eutectic point