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Published byBasil Sims Modified over 9 years ago
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Fundamentals of Sound
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What is sound? Sound is the result of vibrating air molecules. Molecules can be in 2 states of motion. What are they? 1. Compression – when the molecules are tightly packed together, resulting in audible sound 2. Rarefaction – when the molecules ricochet away from one another and are less densely packed, resulting in no sound.
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Sound Waves Sound is made up of waves. There are two types of waves, longitudinal and transverse Longitudinal waves – waves that move horizontally to their propagation; sound waves are an example Longitudinal waves are measured according to the horizontal aspect of the wave, such as how the wave moves/changes over a period of time Transverse waves – waves that move perpendicular to their propagation; water waves Transverse waves are measured according to the vertical aspect of the wave, such as the height of the peak from its source of propagation
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Harmonic Motion The motion of sound waves is referred to as simple harmonic motion and are the result of a vibrating system in action. Physical oscillators are not an example of a vibrating system, but the speakers used to diffuse their sound are an example of a vibrating system As a vibrating system vibrates, tension is created, resulting in what is called displacement (distance from equilibrium) Restoring force returns the system to equilibrium Greater displacement requires greater restoring force
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Harmonic Motion
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Hooke’s Law Illustrates the relationship between force (F), tension (K) and displacement (y) F = -Ky The inverse of the product of the initial tension of the system and the amount of displacement
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Properties of Waves Sound waves have 5 properties. They are: 1. Wavelength – distance between corresponding points, represented as Lambda ( ) 2. Frequency – number of times a wavelength repeats itself in a given period of time; measured in cycles per second or Hertz (Hz) 3. Amplitude – Measures the change in sound pressure level and is an objective measure of the loudness/softness of a sound 4. Wave shape/waveform – structure of a wave, corresponds to the timbre of a sound; 4 types (sine, triangle, sawtooth, square/pulse) 5. Phase – position of a wave at a point in time
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Reflection/Refraction Reflection and refraction refers to how a wave behaves when it comes in contact with a physical object Depends on the wavelength of the wave and the dimension of the object it comes into contact with Reflection = sound bounces off the object at the same angle at which it struck the object Wavelength < Object’s surface dimensions Refraction = sound bends around the object Wavelength > Object’s surface dimension
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Types of Reflection There are two types of reflection that can occur 1. Fixed end reflection – wave reflected at opposite polarity 2. Free end reflection – wave reflected at same polarity Polarity – up/down orientation of a wave
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Reflection/Refraction
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Combining Waves When two waves come into contact with each other they can react in various ways. Superposition – two waves meet and combine, but then separate with their original characteristics intact Combination of waves also causes one of two types of interference 1. Constructive interference – waves of similar polarity combine and create a wave with greater amplitude 2. Destructive interference – waves of opposite polarity combine and cancel each other out
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Standing Waves A standing wave is a wave that does not appear to propagate at all, but oscillates in one position Created by patterns of wavelengths that are integer subdivisions of the sounding object (1/2, 1/3, 1/4, etc.) String harmonics are an example of standing waves The following equation determines where standing waves will be produced in a string secured at both ends: = (2/n)L Where is wavelength value, L is the length and n could equal 1, 2, 3, 4…
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Standing Waves Nodes – point that remains motionless and results in zero amplitude Antinodes – points that remain motionless but result in maximum amplitude (points at which standing waves occur) Frequencies that produce standing waves are called resonant frequencies or characteristic frequencies Initial wavelength is called the fundamental Integer multiples of the fundamental are called harmonics
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Phase Mentioned earlier as the position of a wave’s peak and trough at a given point in time Phase is typically only considered when working with multiple waves 2 waves with simultaneous 0-crossing points are said to be “in phase” Resulting in what kind of interference? 2 waves without corresponding 0-crossing points are said to be “out of phase” If they are 180 o out of phase, what is the result?
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Phase
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Speed and Velocity We have talked about velocity as it relates to MIDI, but now we will discuss it as a property of sound Speed of sound in air is 1000 feet/second Speed of sound increases slightly in higher temperatures Air particle velocity – speed at which individual molecules oscillate Velocity increases as amplitude and/or frequency increases
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