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Waves term 1
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Cards (29)
Transverse
pulses
Pulse
A single
disturbance
in a medium
Transverse pulse
Particles of the medium move at
right angles
to the direction of
motion
of the pulse
Pulse speed
v =
D
/
Δt
Interference
The
overlapping
of two
pulses
when they coincide
Superposition
The algebraic sum of the amplitudes of
two
pulses that occupy the
same space
at the same time
Constructive interference
Crest of one pulse
overlaps
with crest of another to produce pulse of
increased
amplitude
Destructive
interference
Crest of one
pulse
overlaps with trough of another, resulting in pulse of
reduced
amplitude
Transverse wave
Particles of medium
vibrate
at
right
angles to direction of motion of wave
Amplitude
Maximum
displacement
of particles from
rest
position
Wavelength
Distance between
two consecutive
points in
phase
Crest
Highest
point (
peak
) on a wave
Trough
Lowest
point on a wave
In phase
Points
separated
by whole number multiple of completed
wavelengths
, following identical motion
Totally
out of phase
Points following exactly
opposite
path
Partially out of phase
Points not separated by
whole number multiple
of
completed wavelengths
, following different paths
Wave speed calculation
1. v =
D
/
Δt
2. v =
f
λ
Frequency
Number of
waves
per second, unit:
Hz
Period
Time taken for
one
complete wave, unit:
s
Frequency and period
f =
1
/
T
Longitudinal wave
Particles of medium vibrate
parallel
to direction of motion of wave
Compression
Region of
high
pressure in
longitudinal
wave
Rarefaction
Region of
low
pressure in
longitudinal
wave
Frequency calculation
f = number of
waves
/
total time
Period
calculation
T =
total time
/ number of
waves
Frequency and period
T =
1
/
f
Sound is created by
vibrations
in a medium in the direction of propagation (
longitudinal
wave)
Sound waves are 3D longitudinal waves that travel through solids, liquids and gases but not through a
vacuum
Frequency
What the human ear perceives as
pitch