Waves and wave motion
HC
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Can you think of some examples of waves?
Waves
What is the function of a wave?
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TYPES OF WAVES
Wave Types
Mechanical | Electromagnetic |
e.g. Water waves, waves on a rope, sound | e.g. Radio, X-Rays, Light |
Must have a substance to travel through Cannot travel in a vacuum | Does not need a substance to travel through but can travel through various substances Can travel in a vacuum |
Vibrations passed on from molecule to molecule | Travel at very fast speed in a vacuum: 3 × 108 m/s |
Travelling Waves
Compression and Rarefraction
Longitudinal wave
Types Of Waves
A wave where the direction of the vibration
is perpendicular to
the direction in which the wave travels
TRANSVERSE
LONGITUDINAL
A wave where the direction of the vibration
is parallel to the
Direction in which the wave travels.
Transverse Waves
Transverse waves
Examples
Longitudinal Waves
Longitudinal Waves
Examples
Wave..........
Symbols and units
Variable | Symbol | Unit | Symbol for Unit |
Frequency | f | Hertz | Hz |
Wavelength | λ �(“lamda”) | metre | m |
Velocity | v �(or c for light) | metre/second | m/s |
Time | T | second | s |
The relationship between frequency, velocity and wavelength�
c = f λ
or
v = f λ
Properties of waves
Properties of waves
Properties of waves
Properties of waves
Interference of Waves
When two or more waves propagating in the same medium
meet at the same point, interference is said to occur.
A stable interference pattern can be observed when two water �waves of same frequency meet one another in a ripple tank.
+
=
Two types of interference
Constructive Interference Destructive Interference
Constructive Interference
Destructive Interference
5. Polarisation
Only TRANSVERSE waves can be polarised.
To polarise a wave means to make it vibrate in one plane only
Polarised sunglasses
The frequency of a wave is a measure of the number of oscillations (vibrations) of the wave per second.
�Another way of defining frequency of a wave is to say it is the number of waves that pass a fixed point per second.
T = 1/f
The relationship between �periodic time and frequency��T = 1/f
or
f = 1/T�
Standing waves
A standing wave/stationary wave is the
result of two waves of the same
wavelength, frequency, and amplitude
travelling in opposite directions
through the same medium.
From the diagram we can see that:
The Doppler Effect
Consider a source S emitting a wave with crests 1, 2, 3 as shown.
In this case the source is moving to the right while emitting the waves.
The result is that:
Formula:
f’ = apparent frequency
f = actual frequency
c = speed of the wave
u = speed of the moving source
The noise from a racing car as it approaches
and then moves away from an observer is
an example of the Doppler effect.
This is NOT an APPLICATION of the Doppler effect.
Example of the Doppler Effect
Applications of the Doppler Effect
Doppler shift gives radial velocity
Radar
True Velocity
Tangential Velocity
Radial Velocity