Mindmap
Materials
Inhalt der Mindmap
Materials
Hooke's Law
- The extension of a stretched object is proportional to the load or force applied to it, up to the limit of proportionality
- The graph of a material which obeys Hooke's law will start with a straight line through the origin
- F=kΔL
- K=stiffness constant. An objects stiffness constant is the force needed tot extend it by 1m
- The limit of proportional/Hooke's law limit is the point beyond which force is no longer proportional to extension
- The elastic limit is the force beyond which a material will be permanently stretched
- An elastic material returns to its original shape/length once the forces acting on it are removed
- A plastic material is permanently stretched once the forces acting on it are removed
- The extension of a stretched object is proportional to the load or force applied to it, up to the limit of proportionality
Density
- The mass per unit volume of a material or object
- ρ=m/v
- A solid object will float on a fluid if it has a lower density than the fluid
Stress and Strain
- Tensile stress
- stress=F/A
- Unit for stress=Nm^-2 or Pa
- stress=F/A
- Tensile strain
- strain=ΔL/L
- Strain has no unit
- strain=ΔL/L
- Breaking stress is the lowest stress that's big enough to break a material
- Ultimate tensile stress(UTS) is the maximum stress that a material can withstand
- Elastic strain energy is the energy stored in a stretched material
- E=1/2FΔL
- E=1/2k(ΔL)^2
- E=1/2FΔL
- Work done=1/2F x ΔL
- Area of triangle orarea underneath the straight line on a force-extension graph
- Yield point (or yield stress) is the stress at which a large amount of plastic deformation takes place with a constant or reduced load
- Tensile stress
Young Modulus
- Young modulus, E, = tensile stress/tensile strain
- E=F/A/ΔL/L
- E=FL/AΔL
- E=F/A/ΔL/L
- The stress-strain graph is a straight line provided that Hooke's law is obeyed
- The gradient will give you the Young Modulus
- The area underneath = strain energy per unit volume
- Energy per unit volume=1/2 x stress x strain
- Young modulus, E, = tensile stress/tensile strain
Brittle Materials
- A brittle material doesn't deform plastically, but snaps when the stress on it reaches a certain point
- Brittle fracture is when a stress applied to a brittle material causes tiny cracks at the material's surface to get bigger until the material breaks completely
- Examples: chocolate bar, ceramics (glass, pottery)
Informationen
- Beschreibung
- Mindmap am Materials, erstellt von sarahstoddart am 25/05/2015.
- Erstellt von
- sarahstoddart
- Aufrufe
- 1
- Bewertung
Mehr zu Hooke's Law and Springs