Sound Frequencies 5.3
Sound Frequencies
Introduction to Sound Waves
Sound waves are introduced into a medium by a vibrating object.
Examples of vibrating objects include:
Vocal cords of a person.
Strings on musical instruments like guitar or violin.
Particles of the medium vibrate at a given frequency when a wave passes through.
Frequency Definition
Frequency: Refers to how often the particles vibrate when a wave passes through the medium.
Common unit for frequency: Hertz (Hz)
1 Hertz = 1 vibration per second.
Nature of Sound Waves
Sound is also a pressure wave.
Detectors can measure changes in pressure, resulting in visual oscillations of high and low pressure.
Compressions: High pressure points in sound waves.
Rarefactions: Low pressure points in sound waves.
Frequency is determined by the number of vibrations, compressions, or rarefactions per unit of time.
Frequency directly affects pitch and perception of sound.
Human Hearing Range
Humans can detect sound waves from:
20 Hz (lower limit) to 20,000 Hz (upper limit).
Infrasound: Frequencies below 20 Hz (inaudible to humans).
Ultrasound: Frequencies above 20,000 Hz (also inaudible).
Animal Hearing Abilities
Different animals have varying detection abilities for sound frequencies:
Dogs: Can hear up to 45,000 Hz (higher pitched sounds).
Bats: Can detect up to 20,000 Hz (used for navigation and hunting).
Elephants: Can detect infrasound, hearing as low as 5 Hz.
Pitch of Sound
The perception of frequency relates to pitch:
High-pitched sounds: Higher frequencies.
Low-pitched sounds: Lower frequencies.
Musically trained individuals use frequency and pitch to create music.
Musical Frequencies
Octaves: Series of eight notes between two notes.
Example with the C scale:
Lower C and the next higher C.
Higher C has twice the frequency of the lower C.
This creates a 2:1 ratio between notes of an octave.
Harmonics in Music
Harmonics: Waves with frequencies that are positive integer multiples of the original wave.
Original wave: Frequency = n.
Second harmonic: Frequency = 2n.
Third harmonic: Frequency = 3n, and so on.
Harmonics create harmony when used together in music.
The original wave is referred to as the first harmonic, with subsequent waves being the second, third, fourth harmonic, etc.