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