Unit 1.5 Flashcards
Hooke’s Law
The tension in a spring or wire is proportional to its extension from its natural length, provided the extension is not too great.
Spring Constant, k
is the force per unit extension
Hooke’s Law
The graph is a force-distance graph
Calculation- F=k*x
Gradient = an estimate of spring constant
Area under graph= the work done
Hooke’s Law investigation
force-extension graph is used, points should go through origin.
Spring extension experiment, load weights on the spring record the extension.
Strain, ε
is the extension per unit length
Stress, σ
is the force per unit cross-sectional area
Young Modulus, E
tensile stress divided over tensile strain
Young Modulus Lab Book
Attach a known load to the end of the wire, measure the extension of the wire with a meter ruler.
Elastic
describes a material that regains shape after stress is removed
Ductile
Can be easily stretched or drawn into a wire
Tough
Can absorb a great deal of energy before breaking
Brittle
A material that would snap without yield
Malleable
A material that can be hammered into shape
Stiff
Small strains for large stresses
Plastic
A material that undergoes permanent deformation under large stress rather than cracking
Strong
Large stress needed to break it
Hard
Resist indentation on impact
Crystalline/Polycrystalline solids (metals)
Atoms arranged in ordered rows/layers. Can cause them to be ductile if bonds are weaker(dislocations occur)
Why is a crystalline metal ductile?
Atoms are arranged in neat rows inside each crystal.
The crystals are not always in perfect rows, there are imperfections called edge dislocations.
When stressed the dislocations move, this is how plastic flow occurs.
This lowers stress needed to break the bonds, which causes them to be ductile.
Strengthening Metals
1) Introducing foreign atoms, these hinder the movement of dislocations.
2) More grain boundaries, acts as an obstacle to dislocation movement. (Quench Hardening)
3) Other dislocations, additional dislocations move meet and obstruct each other’s progress.
Ductile Fracture