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Waves
Physics 2
Topic Outline
• Pulses in a string
• Principle of Superposition
• Periodic Waves
• Types of Waves
• Standing Waves
• Sound
• Interference of Sound Waves
• Doppler Effect
• Sound Intensity
Pulses in a String
Example:
Reflection at a Boundary
Reflection and Transmission at a 
Junction
Principle of Superposition
When two pulses travel past a point in a string at the same time, the 
displacement of the string at that point is the sum of the sum of the 
displacement each pulse would produce there by itself.
Periodic Waves
Three quantities used to describe 
waves
This formula applies to all periodic waves, 
sinusoidal or not.
Example:
Period
Period T of a wave is the time required for one 
complete wave to pass a given point.
Example:
Amplitude
The Amplitude A of a wave refers to the 
maximum displacement from their normal 
positions of the particles that oscillate back and 
forth as the wave travels by.
Fourier’s Theorem
A theorem by Jean 
Fourier (1768 – 1830) 
shows that any 
periodic wave of 
frequency f, 
regardless of its 
waveform, can be 
thought of as a 
superposition of 
sinusoidal waves 
whose frequencies are 
f, 2f, 3f and so on.
Types of Waves
Waves may be transverse, longitudinal, 
or a combination of both.
Waves in stretched string are transverse 
waves because the individual segments 
of the string vibrate perpendicular to the 
directions in which the waves travel.
Longitudinal waves occur when the 
individual particles travel back and forth 
parallel to the direction in which the 
waves travel.
Waves in the body of water (or other 
liquid) are combination of transverse 
and longitudinal waves. Each molecules 
moves in a circle with a period equal to 
period of the wave.
Standing Waves
Standing waves are results of 
waves that travel down the string 
in both directions, are reflected at 
the ends, proceed across to the 
opposite ends and are again 
reflected, and so on.
Interference is the interaction of 
different wave trains.
Constructive interference occurs 
when the resulting composite 
wave has an amplitude greater 
than that of either the original 
waves, and destructive 
interference occurs when the 
resulting composite wave has an 
amplitude less than that of either 
of the original waves.
Fundamental Frequency, Overtones, 
and Harmonics
Example:
Resonance
Resonance is the response of an oscillator 
when a driving force is applied to an 
oscillating system at a frequency near the 
natural frequency of the system, the 
amplitude of the oscillation becomes large.
Sound Waves
An acoustic wave is any mechanical wave that 
propagates through an elastic medium, which may be 
solid, liquid or gaseous. 
Sound wave is the term used to refer to mechanical 
waves, usually in air, having a frequency within the 
range of human hearing, about 20 Hz to 20 kHz.
Infrasonic waves are those having frequency less than 
20 Hz and ultrasonic waves for those frequency 
greater than 20 kHz.
Speed of Sound
Waveforms of Some Musical Sounds
Beats
Beats are the loudness pulsations of a sound.
The origin of bits in sound waves Beats produced by waves whose frequencies differ by 5%
Doppler Effect
Doppler Effect is the change in frequency of a sound brought 
about by relative motion between source and listener.
Sound Intensity Level
REFERENCE:
Modern Technical Physics 6th Edition by Arthur 
Beiser
Copyright © 1992 by Addison‐Wesley Publishing 
Company, Inc.
Physics for Students of Science and Engineering 
by A.L. Stanford and J.M. Tanner
Copyright © 1985 by Academic Press, Inc. 

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Waves