Save
Physics unit 1
solids under stress 1.5
Save
Share
Learn
Content
Leaderboard
Learn
Created by
Toby Davies
Visit profile
Cards (13)
edge dislocation
where there is an
extra plane in the crystals
how to work out the energy stored in a spring
area
under
a
f-x
graph
stress
tension per unit
cross sectional
area
strain
extension
per unit
length
due to applied stress
how to calculate extension up to the elastic
limit
f=kx
hookes law
tension in a spring or wire is proportional to its
extension
from its natural length provided the
extension
is not too great
polymeric
have very long
molecules
consisting of a large number of repeated
monomers
making a polymer
amorphous
have no long
range
order
ductile
fractures
where the number of edge dislocations
increases
and causes the elongation of the metal which increases the stress at the
neck
crystalline
solids with long
range
order, the particles are arranged in a
lattice
plastic deformation
occurs when the
dislocations
move due to the
large stress
Youngs modulus
ratio
of stress to strain for a material in the
Hooke's
law region
work done in stretching a material
0.5kx2