1. Forces & Motion

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58 Terms

1
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on a distance-time graph, what does the gradient represent?

speed

straight line means constant speed

greater gradient means greater speed

horizontal line means speed is 0 - object is stationary

2
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what is the formula for speed?

speed = distance / time

3
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PRACTICAL: Investigating Motion

how would you investigate the speed of different objects?

  1. measure out a height of 1m

  2. drop the object

  3. use a stopwatch to time how long it takes to fall

  4. record distance travelled and how long it took to fall

  5. do this 2-3 times and take an average

  6. repeat for different heights

  7. calculate average speed

4
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define acceleration

the rate of change in velocity

5
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what is the formula for acceleration?

acceleration = change in velocity / time taken

a in m/s2

Δv in m/s

t in s

<p>acceleration = change in velocity / time taken</p><p><em>a in m/s<sup>2</sup></em></p><p>Δ<em>v in m/s</em></p><p><em>t in s</em></p>
6
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on a velocity-time graph, what does the gradient represent?

acceleration

straight line means constant acceleration

greater gradient means greater acceleration

horizontal line means acceleration is 0 - object is either stationary or at constant speed

7
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what does the area under a velocity-time graph represent?

displacement

think speed = distance / time, so distance = speed x time

8
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what equation links final speed, initial speed, acceleration and distance? what kind of objects does this formula apply to?

v2 = u2 + 2as

(final speed)2 = (initial speed)2 + (2 × acceleration × distance moved)

s in m

u in m/s

v in m/s / a in m/s2

objects moving with uniform acceleration

9
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what is a force?

a push or pull that arises from the interaction between objects

10
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what are the different types of forces?

gravitational force (weight)

reaction force

friction

drag

air resistance

thrust

up thrust

electrostatic force

magnetic force

tension

11
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what can force do to an object?

the object could:

  • change speed

  • change direction

  • change shape

12
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what is the difference between distance and displacement?

distance is a measure of how far an object has travelled, regardless of direction - it is a scalar quantity

displacement is a measure of how far it is between two points in space, including the direction - it is a vector quantity

<p><strong>distance </strong>is a measure of how far an object has travelled, <strong>regardless of direction </strong>- it is a<strong> scalar </strong>quantity</p><p></p><p><strong>displacement </strong>is a measure of how far it is between two points in space, <strong>including the direction </strong>- it is a <strong>vector </strong>quantity</p>
13
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what is the difference between speed and velocity?

speed is a measure of the distance travelled by an object per unit time, regardless of the direction - it is a scalar

velocity is a measure of the displacement of an object per unit time, including the direction - it is a vector

14
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what type of quantity is a force? how could you represent this?

force is a vector quantity, and can be represented by an arrow

the length of the arrow represents the magnitude of the force

the direction of the arrow indicates the direction of the force

15
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what is a resultant force?

a resultant force is a single force that describes all of the forces operating on a body

when multiple forces act on one object, the forces can be combined to produce one net force that describes the combined action of all the forces

the resultant force determines:

  • the direction in which the object will move

  • the magnitude of the net force experienced by the object

16
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when writing resultant forces, what 3 info parts should you include?

  • the magnitude of the force

  • units for the force

  • the direction of the force

e.g. 4N to the right

17
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define friction

a force which opposes the motion of an object

18
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how do drag, friction, and air resistance differ?

friction a force which opposes the motion of an object

drag is a type of friction that acts to oppose the motion of objects moving through a fluid (liquid or gas)

air resistance is a type of drag force, and therefore a type of friction, that acts to oppose the motion of objects moving through air

19
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what does balanced forces mean?

balanced forces mean the forces on an object have combined in such a way that they cancel each other out and no resultant force acts on the object

e.g. a book sitting on a table

20
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what does unbalanced forces mean?

unbalanced forces mean that the forces have combined in such a way that they do not cancel out completely and there is a resultant force on the object

e.g. a game of tug of war

21
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what do unbalanced forces cause an object to do?

the resultant force causes the object to accelerate (i.e. change its velocity)

the object might:

  • speed up

  • slow down

  • change direction

22
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what equation links force, mass, and acceleration?

what is this equation also known as?

F = m × a

F in N

m in kg

a in m/s2

23
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define weight

the force experienced by an object with mass when placed in a gravitational field

24
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how are weight and mass different?

mass is a measure of how much matter there is in an object - it is a scalar quantity

weight is a force - it is a vector quantity

25
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what is the equation linking weight, mass, and gravitational field strength?

W = mg

W in N

m in kg

g in N/kg

26
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what is the gravitational field strength of Earth?

10 N/kg

27
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W = mg

what is g also sometimes used to describe?

the acceleration of freefall in a gravitational field

on Earth, it is 10 m/s2

28
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how are mass and weight related?

they are directly proportional

29
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what is stopping distance?

the stopping distance of a car is the total distance travelled during the time it takes to stop in an emergency

the sum of the distance travelled as the driver makes the decision to stop + the distance travelled as the driver applies the brakes

30
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what is the formula for stopping distance? what factors affect it?

stopping distance = thinking distance + braking distance

the speed of th car

the reaction time of the driver

31
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what is thinking distance? what factors affect it?

the distance travelled in the time it takes the driver to react to an emergency and prepare to stop

the speed of the car

the reaction time of the driver

32
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what is reaction time? what factors affect it?

reaction time is a measure of how much time passes between seeing something and reacting to it

the average reaction time of a human is 0.25s

reaction time is increased by:

  • tiredness

  • distractions

  • intoxication

33
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what is breaking distance? what factors affect it?

the distance travelled under the braking force in metres (m)

the greater the speed of the vehicle, the larger the stopping distance

34
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how does speed affect stopping distance?

thinking distance vs braking distance

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35
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what factors affect stopping distance?

  • vehicle speed - the greater the speed, the greater the braking distance

  • vehicle mass - the more massive the vehicle, the more distance it will travel

  • road conditions - wet or icy roads make the brakes less effective

  • driver reaction time - distractions, tiredness, and intoxication make reaction time longer

36
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what is terminal velocity? when is it reached?

the fastest speed that an object can reach when falling

terminal velocity is reached when the upward and downward acting forces are balanced

the resultant force on the object reaches zero

the object no longer accelerates and a constant terminal velocity is reached

37
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what two forces do falling objects experience? how do these forces change as an object falls?

weight and air resistance

the air resistance increases as the object’s speed increases (because the object collides with air particles as it falls, and the faster it falls, the more collisions there are)

38
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describe the changing forces a skydiver experiences as they fall

  • at the instant the skydiver jumps, the support force of the plane is no longer acting on them, but they are not yet falling, so the only force exerted is their weight

    • there is a downward acting resultant force, equal to the weight force

    • the skydiver accelerates downward at maximum acceleration

  • as the skydiver begins to fall, the air resistance is small because the skydiver’s speed is small

    • there is a downward acting resultant force, equal to the weight force - air resistance

    • the skydiver accelerates downward but the acceleration decreases

  • as the skydiver accelerates, their speed increases, so air resistance increases

    • there is a downward acting resultant force, equal to weight - air resistance

    • the skydiver accelerates downward but the acceleration continues to decrease

  • as the skydiver’s acceleration decreases, their speed increases at a slower and slower rate

    • eventually, the skydiver reaches a speed at which the air resistance is equal to the force of their weight

    • the forces are balanced, so resultant force is 0

    • the skydiver no longer accelerates and a constant velocity is reached

      • this is terminal velocity

39
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what is Hooke’s Law? how is it represented on a graph?

Hookes law states that:

The extension of an elastic object is directly proportional to the force applied, up to the limit of proportionality

the limit of proportionality is the point beyond which the relationship between force and extention is no longer directly proportional, and it varies according to the material

<p>Hookes law states that:</p><p><strong>The extension of an elastic object is directly proportional to the force applied, up to the limit of proportionality</strong></p><p></p><p><em>the limit of proportionality is the point beyond which the relationship between force and extention is no longer directly proportional, and it varies according to the material</em></p>
40
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what is elastic behaviour?

the ability of a material to recover its original shape after the forces causing the deformation have been removed

41
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what is deformation?

deformation is a change in the original shape of an object

it can be either elastic or inelastic

elastic deformation is when the object does return to its original shape after the deforming forces are removed

it results in a change in the object’s shape that is not permanent

inelastic deformation is when the object does not return to its original shape after the deforming forces are removed

it results in a change in the object’s shape that is permanent

42
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PRACTICAL: Investigating force + extension

IV: Force, F

DV: Extension, e

METHOD:

  • set up a clamp stand and hang a spring on it. align the stand with a vertical ruler and put a pointer on the bottom of the spring. measure the initial reading on the ruler

  • add a 100g mass onto the spring and record the mass and new measurement from the pointer

  • add another 100g and record the new mass and position from the pointer

  • repeat this process until the desired number of masses has been added

  • remove the masses and repeat the process again until it has been carried out 3 times, calculate the average length for each mass

<p><strong>IV: </strong>Force, <em>F</em></p><p><strong>DV: </strong>Extension, <em>e</em></p><p></p><p><strong>METHOD:</strong></p><ul><li><p>set up a clamp stand and hang a spring on it. align the stand with a vertical ruler and put a pointer on the bottom of the spring. measure the initial reading on the ruler</p></li><li><p>add a 100g mass onto the spring and record the mass and new measurement from the pointer</p></li><li><p>add another 100g and record the new mass and position from the pointer </p></li><li><p>repeat this process until the desired number of masses has been added</p></li><li><p>remove the masses and repeat the process again until it has been carried out 3 times, calculate the average length for each mass</p></li></ul><p></p>
43
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what is the equation for momentum? is momentum a scalar or vector quantity?

p = mv

p in kg m/s

m in kg

v in m/s

vector

44
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what does the principle of conservation of momentum state?

in a closed system, the total momentum before an interaction is equal to the total momentum after an interaction

45
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what happens to momentum in a collision?

knowt flashcard image
46
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what is the equation for change in momentum?

Δp = mv - mu

Δp in kg m/s

m in kg

v in m/s

u in m/s

47
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what is the equation linking force and change in momentum?

F in N

m in kg

v in m/s

u in m/s

t in s

<p><em>F in N</em></p><p><em>m in kg</em></p><p><em>v in m/s</em></p><p><em>u in m/s</em></p><p><em>t in s</em></p>
48
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in terms of momentum, what can force be defined as?

rate of change of momentum on a body

the shorter the time over which the momentum changes, the bigger the force

force and time are inversely proportional to each other

49
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what is Newton’s third law?

whenever two objects interact, the forces they exert on each other are equal in magnitude and opposite in direction

50
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what are the three rules to help identify a third law pair?

  1. The two forces in a third law pair act on different objects

  2. The two forces in a third law pair always are equal in size but act in opposite directions

  3. The two forces are always the same type: weight, reaction force, etc

51
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what is newton’s first law?

an object at rest will remain at rest, and an object in motion will remain in motion at a constant velocity unless acted upon by a net, external force

52
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how can the force of an impact in a vehicle collision be decreased?

by increasing the contact time over which the collision occurs

53
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how are vehicle safety features designed to absorb energy? give some examples

they change shape and increase the time for the passenger’s momentum to reach zero

crumple zones, seat belts, and airbags

54
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define a moment

the turning effect of a force about a pivot

55
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what is the equation for the size of a moment?

M = Fd

M in Nm

F in N

d in m

56
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what does the principle of moments state?

if an object is balanced, the total clockwise moment about a pivot equals the total anticlockwise moment about that pivot

57
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what is the centre of gravity of an object?

the point through which the weight of an object acts

for a symmetrical object of uniform density, the centre of gravity is located at the point of symmetry

58
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how would you find the centre of gravity of an irregular object?

  • The irregular shape is suspended from a pivot and allowed to settle

  • A plumb line (weighted thread) is then held next to the pivot and a pencil is used to draw a vertical line from the pivot (the centre of mass must be somewhere on this line)

  • The process is then repeated, suspending the shape from two additional points

  • The centre of mass is located at the point where all three lines cross

<ul><li><p>The<strong>&nbsp;irregular shape</strong>&nbsp;is suspended from a pivot and allowed to settle</p></li><li><p>A plumb line (weighted thread) is then held next to the pivot and a pencil is used to draw a vertical line from the pivot (the centre of mass must be somewhere on this line)</p></li><li><p>The process is then repeated, suspending the shape from two additional points</p></li><li><p>The centre of mass is located at the point where all three lines cross</p></li></ul><p></p>

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