Mechanics and Materials Flashcards

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1
Q

Examples of scalar quantities

A

Direction, speed, mass, work, energy, time

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2
Q

Examples of vector quantities

A

Displacement, velocity, acceleration, force

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3
Q

Conditions for equilibrium

A

Resultant force= 0N

Principle of moments applies about any point on the body ( no resultant moment)

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4
Q

Torque/ total moment of a couple

A

T = F s

F= magnitude of one of the forces 
s = perpendicular distance between the forces
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5
Q

Stable

A

Low centre of mass

Wide base

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6
Q

Unstable

A

High centre of mass

Small base

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7
Q

Distance time graphs

A

Gradient = speed

Straight line, constant gradient = constant speed

Flat line = stopped

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8
Q

Velocity time graph

A

Gradient = acceleration

Flat line = constant speed

Area under graph = distance travelled

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9
Q

Suvat equations

A

V = u + at

S = 1/2 (u + v) t

S = ut + 1/2a t^2

V^2= u^2 +2as

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10
Q

Projectile motion ignoring drag

A

Parabola
Constant horizontal speed (a=0)
Constant vertical acceleration (a=9.81 ms^-2)

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11
Q

Projectile motion introducing air resistance

A
Max height reduced 
Reduced range 
Causes deceleration 
Flight path no longer symmetrical (descent steeper than ascent) 
Top of curve shifts left
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12
Q

Newton’s first law

A

An object moves with uniform motion unless acted on by a resultant force.

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13
Q

Newton’s second law

A

F = ma

F = resultant force/N 
m = mass/kg 
a = acceleration in direction of force /ms^-2
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14
Q

Notes for Newton’s third law

A

2 forces, same size, same type, along same line, different bodies, opposite directions

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15
Q

Work done by spring (while Hooke’s law is obeyed)

A

Area under graph
1/2 Fx
1/2 k x^2

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16
Q

Stress

A

Force/ cross sectional area
F/A
Pa

17
Q

Strain

A

dL/ L
No units
Extension/ length

18
Q

Young’s modulus

A

Stress/ strain

FL/ Ax

Units = Pa

19
Q

Use of Young’s Modulus

A

Material property therefore does not depend on the dimensions of the sample, so easily comparable and more useful

20
Q

Stress strain graph

A

Linear region:
Hooke’s law obeyed
Stress proportional to strain

Gradient = Young’s modulus

21
Q

Kilowatt hour

A

Alternative unit of work

3.6 x 10^6 J

22
Q

Power equations

A

Power = work done / time

P= Fv
(Force x velocity)

Unit = W

23
Q

Energy transfers

A

Radiation
Mechanically
Heating
Electrically

24
Q

Impulse

A

Force x time
Change in momentum
Area under a force time graph

Units= Ns or kgms^-1

25
Q

Force

A

Rate of change in momentum

26
Q

Springs in parallel

A

Effective spring constant k= k1 + k2

Add up

27
Q

Springs in series

A

Effective spring constant:

1/k = 1/k1 + 1/k2