Harmonics: meaning, definitions and examples
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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 |
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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.
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partials |
A technical term in acoustics, referring to the components of a sound that are not necessarily harmonically related; useful for detailed sound analysis.
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resonances |
Used broadly in physics and engineering to describe the phenomenon where a system vibrates intensely at specific frequencies; also used metaphorically.
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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.
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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.
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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.
Interesting Facts
Etymology
- 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.
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.
Translations
Translations of the word "harmonics" in other languages:
🇵🇹 harmônicos
🇮🇳 हार्मोनिक्स
🇩🇪 Harmonische
🇮🇩 harmonisa
🇺🇦 гармоніки
🇵🇱 harmoniki
🇯🇵 高調波 (こうちょうは)
🇫🇷 harmoniques
🇪🇸 armónicos
🇹🇷 harmonikler
🇰🇷 고조파 (gojopa)
🇸🇦 التوافقيات
🇨🇿 harmonické
🇸🇰 harmonické
🇨🇳 谐波 (xié bō)
🇸🇮 harmoniki
🇮🇸 harmóníur
🇰🇿 гармоникалар
🇬🇪 ჰარმონიკები
🇦🇿 harmonikalar
🇲🇽 armónicos