Materials Flashcards
Hookes law
‘Extension is directly proportional to the force applied’
Given that environmental factors are kept constant
Limit of proportionality
Point after which Hooke’s law is no longer obeyed
Elastic limit
Just after limit of proportionality and if you increase the force applied beyond this, the material will deform plastically
Hooke’s law equation
F =k△L
Tensile stress
Force applied per unit cross-sectional area
Tensile strain
Caused by tensile stress, and is defined as the extension over original length
Elastic strain energy
When work is done on a material to stretch or compress it
Found by calculating area under force-extension graphs
ESE = 1/2F△L
Breaking stress
Value of stress at which the material will break apart, value depends on conditions
Plastic
Where a material will experience a large amount of extension as the load is increased, especially beyond the elastic limit
Brittle
This is where a material will extend very little and therefore likely to fracture at a low extension
Stress-strain graphs
Describe the behaviour of a material
They show a materials ultimate tensile stress which is the highest point on the graph as it shows the max stress the material can withstand
Shape shows whether ductile, brittle or plastic
Young’s modulus
Value that describes the stiffness of a material
Tensile stress / Tensile strain
E = FL/△LA
Finding YM
Gradient of straight part of the graph