Chapter 6 - Materials, newtons laws and momentum Flashcards

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1
Q

Hooke’s Law with equation.

A

for a material within it’s elastic limit, the force applied is directly proportional to the extension of the material.
- F = kx where k is the force constant of the material

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2
Q

How to determine force constant

A
  • Plot a force extension graph

- gradient is the constant

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3
Q

Elastic deformation

A

When the force applied is removed, the material will return to it’s original shape/length, so the loading and unloading curves are the same (apart from rubber)

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4
Q

Plastic deformation

A

When the force applied is removed, the material will not return to it’s original shape/length, so the loading and unloading curves are different

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5
Q

Why is rubber special

A
  • Does not experience plastic deformation but does not obey Hooke’s law, loading and unloading curves form hysteresis loop.
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6
Q

Why is polythene special

A
  • Does not obey Hooke’s law and experiences plastic deformation whenever any force is applied, so blue tac.
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7
Q

How to calculate energy required to stretch the material out

A

Area between loading and unloading curves, or if loading = unloading E = 1/2kx^2

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8
Q

Force constant of wires in series —|—

A

1/k1 + 1/k2 = 1/ktotal

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9
Q

Force constant of springs in parallel |===|

A

k1 + k2 = ktotal

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10
Q

What happens to work done if there is plastic deformation

A

instead of the work done being the energy stored as elastic potential, when plastic deformation occurs, the work is done in rearranging the atoms to form the new shape.

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11
Q

Define tensile stress

A

Force applied to a material per cross sectional area, stress = F/A

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12
Q

Define tensile strain

A

Extension or compression of a material per unit length, x/L

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13
Q

Define youngs modulus

A

Ratio of stress to strain, and measures the stiffness of a material

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14
Q

Define ultimate tensile strength

A

the maximum breaking stress that can be applied to a material

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15
Q

Outline limit of proportionality

A

Up until this point Hooke’s law is obeyed

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16
Q

Outline elastic limit

A

Beyond this point the material will experience plastic deformation

17
Q

Newtons First Law

A

an object will remain at rest or continue to travel with constant velocity unless acted upon by a resultant force

18
Q

Newtons second Law

A

F=ma

19
Q

Newtons third law

A

For every force on an object, there is an force equal in magnitude and opposite in direction

20
Q

What are the four fundamental forces

A

gravitational, electromagnetic, strong nuclear and weak nuclear

21
Q

Linear momentum

A

p = mv

22
Q

momentum a scalar or vector?

A

Vector

23
Q

Impulse of a force

A

measures the change in momentum, I = Ft

24
Q

area under force time graph

A

impulse

25
Q

Conservation of momentum

A

for a system of interacting objects, the total momentum in a specified direction remains constant, as long as no external forces act on the system

26
Q

Elastic collision

A

Kinetic energy is conserved

27
Q

Inelastic collision

A

Some of the kinetic energy is lost to other forms, such as heat or sound.

28
Q

One dimensional collision equation

A

m1u1 + m2u2 = m1v1 + m2v2

29
Q

Two dimensional collision

A

x direction: m1v0 = m1v1cosθ1 + m2v2cosθ2

y direction: 0 = mqv1sinθ1 + m2v2sinθ2