Harmonics Meaning: Definition, Examples, and Translations
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harmonics
[hɑrˈmɒnɪks ]
Definitions
music
Harmonics are frequencies produced by a musical instrument that are multiples of the fundamental frequency. They create a richer, more complex sound.
Synonyms
overtones, partials, resonances.
Which Synonym Should You Choose?
| Word | Description / Examples |
|---|---|
| harmonics |
Commonly used in physics and music to describe specific frequencies that are integer multiples of a fundamental frequency.
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| overtones |
Often used in music to describe the additional frequencies that combine with the fundamental frequency to create complex sounds.
|
| partials |
A technical term in acoustics, referring to the components of a sound that are not necessarily harmonically related; useful for detailed sound analysis.
|
| resonances |
Used broadly in physics and engineering to describe the phenomenon where a system vibrates intensely at specific frequencies; also used metaphorically.
|
Examples of usage
- The violinist played a harmonic on the highest string.
- The piano technician adjusted the harmonics to enhance the tone of the instrument.
- Harmonics can add depth and color to a musical composition.
physics
In physics, harmonics refer to the multiples of the fundamental frequency in a wave. They are important in the study of wave behavior and interference.
Synonyms
frequency multiple, overtone, undertone.
Which Synonym Should You Choose?
| Word | Description / Examples |
|---|---|
| harmonics |
Used in physics and engineering to describe the integer multiples of a fundamental frequency which contribute to the sound or signal.
|
| overtone |
Used in music and acoustics to describe higher frequencies that are above the fundamental frequency, making up the tone of a sound.
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| undertone |
Commonly used in literary analysis, art, and music to describe a subdued or underlying quality. Also refers to frequency components lower than the main frequency.
|
| frequency multiple |
Technical term mostly used in electronics and signal processing to describe frequencies that are multiples of a given base frequency.
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Examples of usage
- The engineer analyzed the harmonics of the sound wave to determine its properties.
- Understanding harmonics is crucial in designing efficient acoustic systems.
Translations
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Interesting Facts
Music Theory
- Harmonics are frequencies that are whole-number multiples of a fundamental frequency, creating rich sound textures.
- Musicians often use harmonics to create unique sounds on string instruments by lightly touching the strings at certain points.
Physics
- In physics, harmonics refer to wave patterns, which can be predicted by understanding vibrations and their frequencies.
- Harmonics play a significant role in various fields of engineering, such as acoustics and audio technology.
Cultural Impact
- Harmonics are integral in genres like jazz and classical music, where complex layering of sounds creates depth.
- The study of harmonics has influenced various cultures and their musical practices, from African drumming to Asian traditional music.
Technology
- Digital audio editing software utilizes harmonics to enhance sound quality and create sound effects and music.
- Harmonic analysis is used in telecommunications to improve the clarity and efficiency of transmitting audio signals.
Origin of 'harmonics'
Main points about word origin
- The term 'harmonics' comes from the Greek word 'harmonikos,' meaning 'musical' or 'harmonic.'
- Originally, the study of harmonics was closely tied to music theory, exploring how sounds relate to each other.
The term 'harmonics' originated from the Greek word 'harmonikos', meaning 'skilled in music'. It has been used in the context of music and physics to describe the multiples of a fundamental frequency since ancient times. The study of harmonics has played a significant role in the development of music theory and scientific understanding of wave phenomena.