What do waves do
Waves transfer energy and information
What is a wave
A wave may be thought of as a spreading of disturbance from one place to another (e.g. light, heat, sound waves)
A wave is an energy carrier
The source of waves is vibration or oscillation
There are two types of waves
1. Transverse
2. Longitudinal
Transverse Waves -
Waves where the movement of particles are up and down, are called transverse waves
Transverse waves travel in a direction perpendicular to the direction of vibration (90 degree)
Longitudinal -
Waves when the movement of particles are backwards and forwards we known as longitudinal
Each longitudinal wave is a compression followed by a rare faction
Longitudinal waves travel in a direction parallel to the direction of vibration (e.g. sound waves)
Crest and Trough -
These are the highest and lowest points of a wave. The highest points/peaks are called crest and the lowest are called trough.
A Typical Wave -
Wave length -
The wave length lambda is the distance between equivalent points on the wave pattern. It can be from crest to crest or trough to trough
when wave speed is slow, wavelength is long
when wave speed is quick, wavelength is short
Amplitude -
It is the maximum displacement from rest or central position in either direction of the wave. It can be thought of as the height of the wave
Frequency (f) -
the number of complete vibration occuring in one second. It gives the number of complete waves occurring in one second.
1 Kilo Hz = 1000 Hz
1 Mega Hz = 1000,000 Hz
1 Hz/Hertz = 1 vibration per s
Time period - the time taken to produce one complete wave
T = 1/f
F = 1/T
w. sp. = f x \
/ \
m/s or cm/s
A certain wave has a frequency of 300 Hz and wavelength of 1500 m. Calculate wave speed
Given Wanted
frequency, f = 300 Hz wave speed, w. sp - ?
= 300 vib/s
[ ; ‘ 1 Hz = 1 vib/s]
wave length = 1500 m
Solution
w. sp = f x l
= 300 vib/s x 1500 m
= 450,000 m/s
A light wave has a frequency of 4 MHz and speed 500 m/s. Find wave length
Given Wanted
frequency, f = 4 MHz wave length = ?
wave speed, w. sp = 500 m/s
Solution
wave speed = f x l
= wave speed/f
= 500 m/s/4000000 vib/s
= 1/8000m
A ripple tank is a special tank for studying waves. In a ripple tank, two types of waves are generated - plane waves and circular waves
The bouncing of waves from a straigh barrier is called reflection
The bending of waves is called refraction
What happens when plane waves hit a straight barrier
plane –> going towards the barrier
reflected waves –> bouncing off the barrier
according to the diagram - lesson 7