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Physics 2
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Andrei Fordy
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Cards (128)
Force
Any
push
or
pull
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Types of forces
Contact
forces (when objects are physically touching)
Non-contact
forces (like magnetism, electrostatic forces, gravity)
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Contact forces
Normal contact force
(pushing a door)
Friction
Air resistance
Tension
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Finding resultant force
1. Technically adding the
vectors
2. If in
opposite
directions, one is
negative
3. If at right angles, use
Pythagoras
or
trigonometry
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Balanced forces
Forces add up to zero, object will not
accelerate
but may still be moving at
constant
velocity
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Scalar
Quantity with
magnitude
but
no
direction
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Vector
Quantity with both
magnitude
and
direction
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Scalar
quantities
Displacement
Velocity
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Weight
Force due to
gravity
acting on an object, calculated as mass x
gravitational field strength
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1
kg of mass on Earth has a weight of
10
N
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Lifting an object
upwards
at
constant
speed
Lifting
force
must equal the
weight
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Calculating work done
Work done =
Force
x
Distance
moved
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Gravitational potential energy
Energy gained when an object is lifted, calculated as mass x
gravitational field strength
x
height
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Hooke's law
Force
= Spring constant x
Extension
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Moment
Turning force
, equal to force x
perpendicular distance
to pivot
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Pressure
Force
per unit area, calculated as
Force
/ Area
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Gas pressure
Due to collisions of
gas
particles with surfaces, increased by adding more
gas
, reducing volume, or raising temperature
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Higher altitude =
lower
atmospheric pressure due to
fewer
particles per volume
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Velocity
Speed with direction, can be
positive
or
negative
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Acceleration
Rate of change of
velocity
, calculated as change in
velocity
/ time
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Acceleration due to gravity is
9.8
m/s^2
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Newton's first law
An object's
motion
is
constant
if there is no resultant force
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Newton's second law
Force =
mass
x
acceleration
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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
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Newton's third law
For every
action
force, there is an
equal
and opposite reaction force
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Doubling speed
Quadruples braking distance
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Momentum
Mass
x velocity, a
vector
quantity
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In a collision, total
momentum
is always
conserved
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Doubling
your
speed
Quadruples
your
braking distance
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Your car needs to lose all of its
kinetic
energy which is equal to
half
MV squared
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If you double the velocity (V)
Kinetic energy goes up by
2^2
=
4
times
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If you triple your speed
Kinetic energy
goes up by 3^2 =
9
times
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Factors affecting thinking distance
Distractions
Alcohol
Drugs
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Factors affecting braking distance
Condition of
brakes
Tires
Road
Weather
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Momentum
Measure of how
hard
it is to get something to
stop
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Momentum
Mass
times
velocity
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Momentum
is a vector, so it can be
negative
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In a collision,
kinetic
energy isn't always conserved but total
momentum
always is
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Calculating momentum before and after a collision
1.
M1 U1
(before)
2.
M1 V1
+
M2 V2
(after)
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If there's zero total
momentum
before a collision, there must be zero total
momentum
after
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See all 128 cards
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