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Cards (28)
Scalar
quantity
Quantity with
magnitude
only
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Vector quantity
Quantity with both
magnitude
and
direction
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Examples of scalar quantities
speed
distance
power
energy
time
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Examples of vector quantities
velocity
displacement
momentum
moments
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Moment
The force times the
perpendicular
distance from the pivot to the
line of action
of the force
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Moment
Measured in
Newton-metre
(Nm)
Sometimes called a
torque
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Couple
A pair of
equal
and opposite forces whose lines of action do not
coincide
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Moment
of a couple
The force times the
perpendicular
distance between the lines of
action
of the forces
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Centre of mass
The point through which the
weight
appears to act
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At the centre of mass, the moment due to the
weight
of the object is
zero
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The
centre
of mass of a uniform regular solid is at its
midpoint
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Equilibrium
Resultant force =
0
and the resultant moment =
0
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Newton's First Law (
N1L
): An object will stay at rest or move with constant
velocity
unless acted on by a resultant force
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Newton's Second Law (N2L)
F
=
ma
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Practical to investigate N2L
1. Attach a string to a
dynamics
trolley and a
weight
2. Run the string over a
pulley
3. Attach a
card
to the trolley and make sure it passes through a
light gate
4. Use a
datalogger
and computer to work out the
acceleration
5. Draw a
table
of results
6.
Repeat
for different weights
7. Plot a graph of force (
weight
) against
acceleration
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Terminal velocity
The maximum speed reached by a falling object when the
air resistance force
equals the
weight
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Independence of motion:
Horizontal
and vertical motion are
independent
of each other
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For an object fired on Earth (no
air resistance
): Horizontal velocity is constant, vertical velocity
increases
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Elastic
collision
Kinetic
energy is
conserved
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Inelastic
collision
Kinetic energy is not conserved, some energy is transferred as
heat
or
sound
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An explosion is always
inelastic
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In an explosion, the
momentum before
the explosion will be zero, and the
momentum after
the explosion must also be zero
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Momentum
A vector quantity, has
magnitude
and
direction
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Newton's 2nd Law (N2L) revisited
F
= rate of change of
momentum
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Speeding up during a race
1. Small
negative
impulse
2. Large
positive
impulse
3. Total area
positive
4. Increase in
momentum
5.
Accelerate
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Constant speed during a race
1. No
resultant
impulse
2. No change in
momentum
3. Constant speed,
velocity
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Slowing down during a race
1. Large
negative
impulse
2. Small
positive
impulse
3. Total area
negative
4.
Decrease
in momentum
5.
Decelerate
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Inelastic
collision
Kinetic
energy is not
conserved
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