forces Flashcards

1
Q

scalar meaning with examples

A

they have magnitude (size) but no direction

speed, distance, mass

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2
Q

vector meaning with examples

A

have magnitude (size) and direction, shown with arrow

force, displacement, weight

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3
Q

what is a force

A

a push or a pull caused by an interaction

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4
Q

examples of contact force

A

friction, air resistance, tension in rope

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5
Q

examples of non contact force

A

magnetic force, gravitational force, electrostatic force

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6
Q

how to calculate resultant force using scalar drawing/ vector diagram

A

creating a parallelogram using given measurements then drawing vector/resultant force

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7
Q

how to resolve a force that acts at an awkward angle from scalar drawings/vector diagrams

A

use grid paper to draw given angle and force. draw horizontal and vertical.

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8
Q

how to know if something has been elastically deformed

A

returns to original shape when (more than one) forces removed

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9
Q

what is the relationship between the force pulling on a spring and how far the spring stretches, and where are the limits?

A

extension is directly proportional to force
at limit of proportionality,

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10
Q

how to investigate relationship of force and extension

A

• set up: weighted clamp stand with two clamps attached, one with meter ruler and one with spring, ensure top of spring is at 0m
• record unstretched length at eye level
• hang 1N mass and record new length
• repeat, ensure spring is at rest
• calculate extension (length - original)
• plot extension against weight graph

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11
Q

what is moment and unit for moment

A

the turning/rotating effect of a force
Nm

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12
Q

why does force applied have to be perpendicular to the pivot when caluclating moment?

A

distance will decrease
less distance = more force, because
moment = f x d

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13
Q

how do you balance an object on a pivot

A

make anticlockwise moment = clockwise moment

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14
Q

how do leavers make it easier to do work

A

they increase the distance from the pivot, so less force is needed. they are force multipliers

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15
Q

how do gears make it easier to do work

A

larger gears have a larger radius, meaning larger distance to pivot, meaning moment is greatrr

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16
Q

why do fluids create pressure

A

the particles can flow. they collide with walls of container at right angles, meaning they exert a force, as pressure is N/m^2

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17
Q

unit for pressure

A

pascal (Pa)

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18
Q

how does density and pressure change as you get higher in atmosphere

A

density decreases as there are less aur molecules above

pressure decreases as particles no longer collide with earth’s surface

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19
Q

how does pressure with depth and density change in a container of water

A

as depth and density increases, there are more water particles above, meaning there is a greater weight acting downwards, so pressure increases

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20
Q

why dies upthrust occur in water

A

pressure increases with depth, so
when an object is submerged, the bottom of the object has a larger pressure than the top.
this means the force acting on the bottom is larger than the top, meaning there is a resultant force upwards, upthrust.

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21
Q

what happens for something to float

A

if weight = upthrust

upthrust = weight of water displaced:
less dense object means it weighs less than water displaced
so object does not have to fully submerge for water displaced to equal weight

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22
Q

what are some typical daily speeds

A

walking 1.5m/s
running 3
cycling 6
car 25
train 50
plane 250
sounds 330

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23
Q

what is speed and velocity like when car drives in circle

A

speed is constant
velocity is constantly changing as direction changes

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24
Q

straight uphill line on distance time graph vs velocity time graph

A

DT: travelling at constant speed
VT: accelerating at constant speed

25
Q

flat line on distance time graph vs velocity time graph

A

DT: stationary
VT: travelling at constant speed

26
Q

curved line on distance time graph vs velocity time graph

A

DT: accelerating/decelerating
VT: increasing acceleration/deceleratio

27
Q

how to find distance travelled (displacement) on velocity time graph

A

find area under graph

if curved, count squares

28
Q

when should you use each type of acceleration equation

A

change in velocity/time
when an object accelerates

v^2 - u^s = 2as
(final - initial = 2 x accel x distance)
when an object accelerates at a constant/uniform rate

29
Q

what happens when an object falls through a fluid, as example of skydiver in air

A

• when skydiver falls, weight is only acting force, due to gravity.
resultant force and acceleration: down
• as they fall, fricton with air molecules, air resistance, acts upwards.
weight > air resistance
resultant force and acceleration: down
• increase in velocity means increase in air resistance, until
air resistance = weight
resultant force: none
this means velocity stays constant. this is called terminal velocity
• parachute opens. surface area has increased, meaning so has air resistance
air resistance > weight
resultant force: upwards, skydiver decelerates
• decrease in velocity means decrease in air resistance, until
air resistance = weight
resultant force: none
this means velocity stays constant. skydiver is at lower terminal velocity.

30
Q

factors that effect terminal velocity of an object

A

shape and area
larger objects have greater area for force of friction to act, with same amount of gravitational force as smaller object

31
Q

what is drag

A

resistance you get in a fluid
e.g air resistance, friction

32
Q

what is newtons first law of motion

A

if the resultant force acting on a stationary object is zero, it will remain stationary
if the resultant force acting on a moving object is zero, it will remain moving at the same velocity

also known as inertia

33
Q

what do forces look like when something moves at constant velocity

A

driving force = drag force

34
Q

what is newtons second law

A

F = ma
acceleration of an object is:
* proportional to the resultant force
(larger force = larger acceleration)
* inversely proportional to the mass of the object
(larger mass = smaller acceleration)

35
Q

give speed, acceleration and force of family car going from road to motorway

A

15m/s to 30m/s
requires 2m/s^2 acceleration
require 2000N force

36
Q

what is inertial mass and how do you find it

A

measure of how difficult it is to change velocity of an object
larger inertial mass = larger force for given acceleration
it is the ratio of force / acceleration

37
Q

what is newtons third law

A

when two objects interact, the forces they exert on each other are equal and opposite

38
Q

give example of caneo of newtons third law of motion

A

man paddling in canoe
paddle pushes on water, water pushes back on paddle. the forces are equal in magnitude, but opposite in direction

39
Q

what does the velocity time graph look like for a skydiver

40
Q

investigating acceleration practical

A

• attach trolley of known mass to a string that loops over a pulley and place 100g mass on other end, which will provide the force. place a light gate halfway, connected to data logger
• place piece of card with gap in middle on the trolley. this will be detected by the light gate twice
• as mass will accelerate trolley, string, and masses, so the acceleration of the system is being investigated
• draw a starting line and place front wheels just before it
• release trolley
• record measurements from light gate through data logger
• repeat twice to get average acceleration of the whole system

41
Q

investigate the effect of mass on acceleration practical

A

keep force at end of string constant, but attach mass to trolley to increase the mass of the system
mass has increased, force stays the same

42
Q

how does changing the mass in the acceleration practical prove newtons 2nd law

A

mass of system has increased, force remains the same
F = ma
so acceleration should decrease as
a = F/m

43
Q

how to investigate effect of force on acceleration practical

A

• start with three masses on the trolley and record acceleration
• move one mass from trolley to end of string and record
• mass of the system still remains the same, as everything is attached, however force is changing
• repeat, adding 1 mass

44
Q

how does changing the force of the acceleration practical prove newtons second law

A

accelerating force is increasing, mass f system stays the same
F = ma
acceleration should increase

45
Q

what is stopping distance with formula

A

distance it takes to perform emergency stop after seeing obstruction
thinking distance + braking distance

46
Q

what is thinking distance and what is it affected by

A

distance travelled during reaction time
• speed
• reaction time - tiredness, drugs, alcohol, distractions

47
Q

what is braking distance and what is it affected by

A

distance travelled after braking force
• speed
• weather
• road surface
• tyre conditions
• brake conditions

48
Q

example of stopping distance

A

typical family car at 30mph:
thinking: 9m
braking: 14m

49
Q

how to measure someones reaction time

A

• A rests hand on fixed surface
• B holds ruler so 0 hangs between thumb and forefinger
• B drops without warning, A catches quick as possible
• record measurement on ruler
• longer measurement = longer reaction time. research table to find reaction time

50
Q

relationship between speed and thinking distance versus speed and braking distance and why

A

speed & thinking: linear
speed & braking: exponential because:
kinetic energy = 1/2mass x velocity^2
meaning if velocity doubles, kinetic energy quadruples

51
Q

why is it dangerous for a car to decelerate

A

brake presses against wheel -> friction -> thermal energy
high speed requires large braking force, overheating

52
Q

what is momentum measured in and what affects it

A

kg m/s
mass and velocity

53
Q

what is the momentum of a stationary object

A

no momentum

54
Q

what is conservation of momentum

A

in a closed system, momentum before an even = momentum after event

55
Q

in terms of momentum, what happens when a moving car hits a parked car

A

both move at same momentum as initial momentum of moving car.

momentum is conserved and mass has increased, meaning they move in same direction at lower velocity

56
Q

how can you use conservation of momentum to calculate velocity or mass

A

momentum before = momentum after
find total momentum
so do calculations on each side 🤷‍♀️ (practice questions)

57
Q

relationship between force and momentum

A

force increases velocity
larger force = larger change in momentum

58
Q

how to reduce danger of change in momentum when stopping in a car

A

• crumple zone
• seat belt
• air bag
• helmet
• crash mat
all makes change of momentum slower, meaning smaller force