4 Materials Flashcards

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1
Q

Equation for density

A

p=m/v

Density=mass/volume

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2
Q

Equation for pressure in a fluid (learn)

A

P=hpg

Pressure=height x density x gravity

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3
Q

What is upthrust equal to?

A

The weight of the fluid displaced

U= mg of fluid displaced

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4
Q

Cohesive

A

Forces of neighbouring molecules in the fluid

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5
Q

Adhesive

A

Forces of the surfaces of solids (obstacles/walls of pipe)

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6
Q

Laminar

A

When particles don’t cross over each other (streamlined)

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7
Q

Turbulent

A

When particles do cross over each other

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8
Q

Eddy currents/ vortices

A

When the fluid swirls around and is turbulent

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9
Q

When can Stokes law be used?

A

When a small spherical ball is falling through a fluid in which the flow of the fluid is laminar

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10
Q

Stokes law

A

F=6 x pi x n x r x v

F=viscous drag
n=the coefficient of viscosity
r=radius of sphere
v= velocity

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11
Q

Hookes law

A

k= F/x

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12
Q

Limit of proportionality

A

The point where hookes law ceases to be obeyed

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13
Q

Elastic limit

A

When the load is removed, spring will no longer take original shape

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14
Q

Yield point

A

The onset of plastic flow

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15
Q

Elastic behaviour

A

When a force is exerted the bonds holding the atoms together are stretched

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16
Q

Plastic flow

A

When a force is exerted the layers of atoms slide over each other and can’t return

17
Q

What happens to polymers when a force is applied?

A

Polymers have long chain molecules which are tangled. When a force is applied they untangle and there is a large extension. Then the bond becomes harder to stretch once they are untangled

18
Q

Young’s modulus

A

E=stress/strain

19
Q

Equation for stress

A

Stress= force/area

20
Q

Equation for strain

A

Strain= extension/ original length

21
Q

What is true when stress strain graphs are proportional?

A

The gradient is proportional

22
Q

Strong

A

High breaking stress

23
Q

Hardness

A

How difficult it is to indent the surface

24
Q

Stiffness

A

The gradient of a force extension graph

25
Q

Toughness

A

The energy density up to fracturing

26
Q

Elastic

A

Regains original shape when force is removed

27
Q

Ductile

A

Can be drawn into wires

28
Q

Malleable

A

Can be hammered into thin sheets

29
Q

Elastic strain energy

A

Elastic strain energy= force x extension

30
Q

How can elastic strain energy be found on a force extension graph

A

Area under graph

A=1/2Fx

A=1/2kx^2

31
Q

What is the gap between the loading and unloading curve in a hysteresis in rubber?

A

Energy lost as thermal energy

32
Q

Strength

A

Stress needed to break

33
Q

With reference to the stress strain graph, why are ductile materials suitable for the production of wires

A

They have a large region of plastic deformation