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GCSE Science AQA Combined and Triple
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Cards (117)
Force
Any
push
or
pull
Types
of forces
Contact
forces (when objects are physically touching)
Non-contact
forces (like magnetism, electrostatic forces, gravity)
Contact
forces
Normal contact force
(pushing a door)
Friction
Air resistance
Tension
Finding
resultant force
1. Technically adding vectors
2. If in
opposite
directions, one is
negative
3. If at right angles, use
Pythagoras
or
trigonometry
Balanced forces
Forces add up to zero, object will not
accelerate
but may be moving at
constant
velocity
Scalar
Quantity with
magnitude
but
no
direction
Vector
Quantity with both
magnitude
and
direction
Scalar
quantities examples
Displacement (m)
Velocity (m/s)
Weight
Force due to gravity acting on an object, calculated as mass x
gravitational field strength
Lifting an object at constant speed
Lifting force
must equal
weight
Work done
Energy transferred by a
force
, calculated as force x
distance
moved
Gravitational
potential energy
Energy gained when an object is lifted, calculated as mass x
gravitational field
strength x
height
Hooke's law
Force = spring constant x
extension
, for
elastic
objects
Energy
stored in a spring
Equal
to
1/2
x spring constant x (extension)^2
Moment
Turning
force
, equal to force x perpendicular distance to
pivot
Pressure
Force per unit area, calculated as
force
/
area
Pressure
in liquids
Pressure = depth x density x gravitational
field strength
Gas
pressure
Due to collisions of gas particles with
surfaces
, increased by more particles,
smaller
volume, or higher temperature
Velocity
Speed
with direction, measured in
m/s
Acceleration
Change in
velocity
over
time
, measured in m/s^2
Newton
's first law
An object's
motion
is
constant
if there is no resultant force
Newton's second law
Force =
mass
x
acceleration
Proving Newton's second law
Use a
trolley
on a track, measure
acceleration
with light gates, change weight on string, plot force vs acceleration graph
Newton's third law
For every
action
force, there is an
equal
and opposite reaction force
Doubling
speed
Quadruples
braking distance
Momentum
Mass
x velocity, a
vector
quantity
In a
collision
, total
momentum
is always conserved
Doubling
your
speed
Quadruples your
braking
distance
Your car needs to lose all of its
kinetic
energy which is equal to
half
MV squared
If you double the velocity (V)
Kinetic energy goes up by 2^2 =
4
times
If you triple your speed
Kinetic energy
goes up by
3^2
= 9 times
Factors
that affect thinking distance
Distractions
Alcohol
Drugs
Factors that affect
braking
distance
Condition of brakes
Tires
Road
Weather
Momentum
Measure of how
hard
it is to get something to
stop
Momentum
Mass
times
velocity
Momentum is a vector, so it can be
negative
if velocity is
negative
In a collision, kinetic energy isn't always
conserved
but total
momentum
always is
Calculating
momentum before and after a collision
1. M1 U1
2. M2 U2
3. M1 V1
+
M2 V2
If nothing is moving before, total momentum before is
zero
If objects are coupled together, total momentum is
M
*
V
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