Forces in action Flashcards

(39 cards)

1
Q

What is magnitude?

A

the size of a quantity

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2
Q

what is a moment?

A

the turning effect of a force

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3
Q

What is the equation to find a moment?

A

m= f x d (from the pivot)

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4
Q

what is the line of action?

A

the line that a force acts along

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5
Q

what are levers?

A

mechanisms that make ‘work’ easier to do

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6
Q

why are they called force multipliers?

A

the increase the size of the moment of a force

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7
Q

What happens when a low gear is chosen?

A

-small gear wheel driven by the engine shaft is used to turn a large gear on the output shaft
-turning effect of output shaft is greater than turning effect of engine shaft

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8
Q

What happens when a high gear is chosen?

A

-large gear driven by engine shaft drives a smaller gear on the output shaft
-output shaft turns faster than the engine shaft so car moves at a higher speed
-turning effect of output shaft is lower than turning effect of engine shaft

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9
Q

When a bicycle is travelling uphill, what gear should be used?

A

a low gear: though the large gear by the output shaft doesn’t turn as quickly as the smaller gear, the turning effect is doubled due to its larger radius so less force needs to be applied

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10
Q

What is Newton’s second law?

A

if the forces acting on an object are balanced, the resultant force is 0

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11
Q

what defines the centre of mass of an object?

A

the single point where the entire weight of the object can be considered to act

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12
Q

How does suspended equilibrium work?

A

an object (take a swing) will remain stationary if its centre of mass is directly below the point of suspension because its weight doesn’t exert a turning effect

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13
Q

What is the principle of moments for an object that is not turning?

A

the sum of all clockwise moments about a point = the sum of all anticlockwise moments about a point

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14
Q

when is the parallelogram of forces used?

A

it is used to find the resultant force of an object that is experiencing forces that aren’t occurring along the same line of action

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15
Q

How can you use the parallelogram of forces to calculate the resultant force?

A

the angle between the two adjacent sides must be the same as the angle that is between the two forces. You must use a scale to draw the forces and apply this scale to the resultant force which is the diagonal of the parallelogram from the origin

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16
Q

What does it mean to ‘resolve a force’?

A

it means to break a force down into two perpendicular components

17
Q

Why would a car moving at a constant speed around a roundabout not have a constant velocity?

A

the direction that the car is moving in is constantly changing and velocity is a vector quantity

18
Q

how do you calculate acceleration?

19
Q

how do you calculate work done?

A

work done = force x distance

20
Q

How do you calculate force?

A

force= spring constant x extension

21
Q

How do you calculate the moment?

A

moment= force x distance (perpendicular to the direction of the force)

22
Q

how do you calculate momentum?

A

momentum= mass x velocity

23
Q

how do you calculate resultant force?

A

resultant force= mass x acceleration

24
Q

what is acceleration measured in?

25
what is momentum measured in?
Kgm/s
26
how do you calculate distance travelled on a velocity-time graph?
the area under the line on a graph represents the distance
27
What does Newton's second law say about acceleration?
acceleration is directly proportional to force and inversely proportional to the mass of the object
28
What does Newton's third law state?
whenever two objects interact, they exert equal and opposite forces on eachother
29
what is inertia?
the tendency of an object to stay at rest or move at a constant velocity
30
What is the inertial mass?
it is a measure of the difficulty of changing an object's velocity
31
how is intertial mass calculated?
force/ acceleration
32
what is terminal velocity?
Terminal velocity is the constant speed reached when air resistance equals weight, resulting in zero resultant force and no acceleration.
33
How do you calculate stopping distance?
stopping distance = thinking distance + braking distance
34
how does speed impact thinking distance?
thinking distance is directly proportional to speed so the higher the speed at which a vehicle drives, the greater the thinking distance
35
How do substances that affect thinking time overall impact the stopping distance?
alcohol and drugs increase a person's reaction time which therefore increases their thinking distance (speed x reaction time) which increases their stopping distance
36
is momentum a vector or scalar quantity?
vector
37
what does the conservation of momentum state?
in a closed system, the total before an event is equal to the total momentum after an event
38
Why are crumple zones useful in reducing impact of a crash?
their ability to compress increases the time taken for a collision to occur which significantly lessens the impact as shown through force= change in momentum (mass x velocity)/ time
39
Why might the momentum of two objects, when moving in opposite directions, cancel out?
one is moving in a negative direction and the other in a positive direction and according to Newton's third law, they exert equal and opposite forces on eachother and so they cancel themselves out