Forces Flashcards

1
Q

What is the stopping distance

A

The minimum distance required to stop a vehicle in emergency

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2
Q

the stopping distance is = to

A

stopping distance +thinking distance

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3
Q

what is the thinking distance

A

time between the driver seeing the hazard and applying the brakes

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4
Q

what affects the thinking distance and what physical conditions affect these factors

A

speed of vehicle- the faster the further you will travel
reaction time -things like tiredness/drunk/drugs

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5
Q

what is braking distance

A

distance taken to stop under braking force

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6
Q

what affects braking distance

A

speed and mass which increase kinetic energy which must be 0 for vehicle to stop
-condition of brakes
-traction between car and road
-condition of tyre thread which grips wheels on road

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7
Q

momentum(P) equation

A

momentum(KG/M/S)=mass(kg) x velocity(m/s)
P=mv

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8
Q

what happens to momentum in a closed system

A

momentum before=momentum after

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9
Q

in a gun the momentum of the bullet initially is 0. Why is this and explain what happens to counteract this

A

The bullet will have a momentum in the forward direction so the gun recoils backwards so guns momentum+bullets momentum=0

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10
Q

what is the equation for a force used to accelerate an object

A

mass xchange in momentum/change
in time
mv-mu/t

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11
Q

what happens to momentum in a car crash

A

momentum will decrease to 0 almost instantly

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12
Q

how do we reduce the chance of head trauma or spinal injuries in car crashes

A

spread change in momentum over longer space of time to reduce force

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13
Q

3 ways we can get cars to lose momentum

A

crumple zones
seatbelts
airbags

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14
Q

explain how these 3 safety features work

A

crumple zones-at the front and back of the car and crumple on impact so there is small extra time for car to lose momentum as it crumples

seatbelts-prevent you from flying out of the car as it stops/stretchy so you slow down slower

airbags-more compressible unlike dashboard and help lose momentum slower

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15
Q

what do the 3 safety features cars have help do

A

they increase the time taken for momentum to be lost so lower force so less chance of injury

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16
Q

list 2 other safety systems

A

helmets
crash mats

17
Q

what is a moment

A

rotational/turning effect of a force

18
Q

moment equation

A

Moment=force applied(NM) x distance(m)

distance is the perpendicular distance between pivot and where the force applied

19
Q

how do we get the biggest moment possible

A

by applying big force far away from the pivot

20
Q

where may we have more than 1 moment acting on an object at once

A

on a seesaw

21
Q

how do we describe direction of moments

A

clockwise and anticlockwise

22
Q

why may a seesaw not move

A

as the moments are equal