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Force
A push or pull that acts on an object due to its
interaction
with another object
Newtons
The unit used to measure
force
Forces
Have both
magnitude
(measured in newtons) and
direction
Are classified as
vector
quantities
Types of forces
Contact
forces
Non-contact
forces
Contact
forces
Forces where the two objects are
physically
touching
Non-contact
forces
Forces that don't require the two objects to be
touching
Types of non-contact forces
Gravitational
force
Magnetic
force
Electrostatic
force
Non-contact
forces
Act through
empty space
and can be thought of as fields of influence around an object
The strength of the force
decreases
as the objects get further apart
Scalar
quantity
Physical quantity that only has a
magnitude
but
no
direction
Scalar quantities
Speed
Distance
Mass
Temperature
Time
Vector
quantity
Physical quantity that has both a
magnitude
and a
direction
Vector quantities
Velocity
Displacement
Acceleration
Force
Momentum
Representing vectors
1. Use
arrows
2.
Length
of arrow indicates
magnitude
3.
Direction
arrow is pointing indicates
direction
Free body diagram
A simple diagram that shows all the
forces
acting on a particular
object
Free body diagrams
Use
force
arrows to represent the forces acting on an object
Each force arrow has a
magnitude
(size) and
direction
Calculating the resultant force
1. Identify the
horizontal
and
vertical
components of the forces
2. Subtract the
opposing
forces in each
direction
3. The
remaining
force is the
resultant
force
If the horizontal and vertical components are balanced
The object is in
equilibrium
(
no resultant force
)
The
magnitude
of each force is measured in
Newtons
Waves
Transfer
energy
from one place to another, but do not transfer any
matter
Waves
Vibrate
or oscillate
Can be
interpreted
as meaningful information (e.g. images, tunes)
Displacement
How far the wave has oscillated from the
equilibrium
point
Amplitude
The maximum
displacement
of the wave
Wavelength
The distance of one
entire
oscillation
Crest
The
top
of the wave
Trough
The
bottom
of the wave
Time period
The time it takes for
one
complete
oscillation
Calculating frequency
Frequency =
1
/
Time period
Calculating wave speed
Wave speed =
Wavelength
x
Frequency
Transverse waves
Oscillations are
perpendicular
to the direction of
energy transfer
Examples: electromagnetic waves,
water
waves,
string
waves
Longitudinal waves
Oscillations are
parallel
to the direction of
energy transfer
Examples:
sound waves
,
seismic P-waves
Energy
can be
transferred
from one place to another
When
light waves
pass from phone screen to your eye, or when sound waves pass from speakers to your ear, only
energy
is being transferred
For
waves
to travel from one place to another, the waves
vibrate
or oscillate
Wavelength
The distance of one
entire
oscillation
Displacement
How far from the equilibrium point the wave has
excited
Period (T)
The time it takes for
one
complete
oscillation
Frequency
(f)
The number of
oscillations
per
second
Transverse waves have oscillations that are
perpendicular
to the direction of
energy
transfer
Transverse waves
Electromagnetic
waves like light &
radio
waves
Ripples
on water
Waves of
strings
on a guitar
Longitudinal
waves have oscillations that are parallel to the direction of
energy
transfer
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