Chapter 2 Mechanics Flashcards

1
Q

Newton’s first law of motion

A

An object continues to remain stationary or to move at a constant velocity unless an external force acts on it.

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2
Q

Newton’s second law of motion

A

F= m x a

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3
Q

Newton’s third law of motion

A

Every action has an equal and opposite reaction. Action-reaction pair must be of the same type.

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4
Q

F = 0

A

equilibrium

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5
Q

Block moves

A

dynamic friction

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6
Q

Block remains stationary

A

static friction (higher than dynamic friction)

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7
Q

Dynamic friction

A

Ff = N (or R) x coefficient of dynamic friction

relative movement, lower thatn maximum static friction

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8
Q

Static friction

A

Ff < or = N (or R) x coefficient of static friction

no relative movement, no motion

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9
Q

Net force

A

Resultant force = vector sum

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10
Q

Velocity negative

A

direction is changed

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11
Q

First equation of motion

A

v = u + at

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12
Q

Second equation of motion

A

s = ut + 1/2 at^2

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13
Q

Third equation of motion

A

v^2 = u^2 + 2as

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14
Q

Fourth equation of motion

A

s = (v+u)/2 x t

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15
Q

SUVAT equations

A

are only appliciable when the acceleration is constant

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16
Q

Another form of v = u + at

A

0 = u - gt

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17
Q

Another form of s = ut + 1/2 at^2

A

h = ut + 1/2 gt^2

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18
Q

Another form of v^2 = u^2 + 2as

A

0 = u^2 - 2gh

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19
Q

Horizontal and vertical motions

A

Two motions, horizaontal and vertical are completly independent of each other.

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20
Q

Horizontal speed

A

cos, continous unchanged

21
Q

Vertical speed

A

sin, changes as gravity acts on the object

22
Q

Force

A

N (kgms^-1)

23
Q

Translational equilibrium

A

object is at rest or moving at constant velocity (straight line) which means that 0 force is acting on the object

24
Q

Three vectors

A

form a closed triangle = translational equilibrium

25
Q

Coefficient greater than 1 (friction)

A

the surfaces’ friction is very strong and greater thatn the weight of the object

26
Q

Drag force

A

holding back, holds back, e.g. through water or air = resistance
Some energy of main body is transfered inot the fluid (water or air) it is moving through. Some fluids absorb this energy better than others. E.g. svimming vs. running.

27
Q

Air resistance

A

increases as speed increases -> net force and acceleration decreases.

28
Q

Car speed

A

Speed doubles - drag force increases by four

29
Q

Terminal speed (skydiving)

A

weight force downwards and resistance force upwards are equal -> cancel out -> no more acceleration -> constant speed.

30
Q

Joule

A

One joule is the energy required when a force of one N acts through a distance of one meter.

31
Q

Principle conservation of energy

A

energy cannot be created or destroyed

32
Q

Work (done)

A

force (N) x distance moved in direction of force (m)
= F cosV x s
Is done when a resistive force is operating too
= force acting x distance traveled x cosV

33
Q

Constant force (on graph)

A

Straight line or parallel to the x-axis

34
Q

Power

A

rate of doing work
= energy transferred / time taken for transfer
Js^-1 = W (Watt)
P = W/t = F x (s/t) = F x v

35
Q

Kinetic energy

A

energy an object has because of its motion (speed increases)
= 1/2 mv^2
= 1/2 m(v^2 - u^2) if moving

36
Q

Potential energy

A

energy an object has because of its position in a gravitational field
Mass moved vertivally up or down = gains or loses gravitational potential energy
= mgh

37
Q

Energy moving between Ek and Ep

A

v = (2gh)^1/2

38
Q

Elastic potential energy

A

stored energy returned (e.g. spring)
Hooke’s law
F = k x
Ep = 1/2 k x^2

39
Q

Efficiency

A

some energy lost to internal energy or to surroundings (heat)
= usful power out / total power in
= useful work out / total energy in

40
Q

Momentum

A

p = mv (never speed)
unit kgms^-1
net force leads to change in momentum

41
Q

Collisions

A

any interaction where momentum transfers
total momentum does not change (because no outside forces are taken into account)
Momentum is always constant is no external force acts on the system.

42
Q

Elastic collision

A
two objects (same mass), one initially stationary, no energy lost, one finally stationary
m1u = m2v, m1 = m2, u = v
kinetic energy does not change
43
Q

Inelastic collision

A
two objects (different masses), no energy lost
m1u1 + m2u2 = m1v1 + m2v2
kinetic energy is conserved
44
Q

Total inelastic collision

A

two objects, no energy lost, keep together after collision

m1u1 = (m1 + m2) x v

45
Q

Explotion

A

two objects, energy gained, collide in separate directions

m1 / m2 = -v2 / v1

46
Q

Kinetic energy and momentum

A

Ek = p^2 / 2m

47
Q

Impulse

A

F x t unit Ns

F x t = change in p (momentum)

48
Q

Helicopter momentum equation

A

Mg = v (change in momentum / change in time) or

kgs^-1 x ms^-1

49
Q

Rocket momentum equation

A

a = - (v x change in mass) / (m x change in time)

the negative sign indicates the loss of mass while the gain in speed.