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Encyclopedia > Overtone
Approximate harmonic overtones on a string
Approximate harmonic overtones on a string

An overtone is a natural resonance or vibration frequency of a system. Systems described by overtones are often sound systems, for example, blown pipes or plucked strings. If such a system is excited, a number of sound frequencies may be produced. These frequencies, are usually, but not always, a close approximation to an integer multiple of a lowest resonance frequency. Thus, overtones and harmonics should not be confused or interchanged. By definition a harmonic is an exact integer multiple of a fundamental frequency, where as in most systems, overtones are never exact integer multiples of a root frequency. For example, the first overtone of a circular drum is approximately 2.4 times its fundamental resonance frequency. Image File history File links Metadata Size of this preview: 576 × 599 pixelsFull resolution (6064 × 6309 pixel, file size: 1,016 KB, MIME type: image/jpeg) This is image is made by me and everybody is allowed to use it. ... Image File history File links Metadata Size of this preview: 576 × 599 pixelsFull resolution (6064 × 6309 pixel, file size: 1,016 KB, MIME type: image/jpeg) This is image is made by me and everybody is allowed to use it. ... This article is about the components of sound. ... This article is about the components of sound. ...

Contents

Explanation

Most oscillators, from a guitar string to a bell (or even the hydrogen atom or a periodic variable star) will naturally vibrate at a series of distinct frequencies known as normal modes. The lowest normal mode frequency is known as the fundamental frequency, while the higher frequencies are called overtones. Often, when these oscillators are excited, by, for example, plucking a guitar string, it will oscillate at several of its modal frequencies at the same time. In music, this gives the sensation of hearing other frequencies (overtones) above the lowest frequency (the fundamental). The overall combination of the instrument's specific overtones is what determines the timbre ("flavor of sound") of that instrument. Timbre is what gives the listener the ability to distinguish different instruments that play the same note at the same volume in a band or orchestra. Depiction of a hydrogen atom showing the diameter as about twice the Bohr model radius. ... This article or section contains a plot summary that is overly long or excessively detailed. ... For other types of mode, see mode. ... Vibration and standing waves in a string, The fundamental and the first 6 overtones The fundamental tone, often referred to simply as the fundamental and abbreviated fo, is the lowest frequency in a harmonic series. ... In music, timbre, or sometimes timber, (from Fr. ...


A driven non-linear oscillator, such as the human voice, a blown wind instrument, or a bowed violin string (but not a struck guitar string or bell) will oscillate in a periodic, non-sinusoidal manner. This generates the impression of sound at integer multiple frequencies of the fundamental known as harmonics. For most string instruments and other long and thin instruments such as a trombone or bassoon, the first few overtones are quite close to integer multiples of the fundamental frequency, producing an approximation to a harmonic series. Thus, in music, overtones are often called harmonics. Depending upon how the string is plucked or bowed, different overtones can be emphasized. In acoustics and telecommunication, the harmonic of a wave is a component frequency of the signal that is an integral multiple of the fundamental frequency. ... Pitched musical instruments are usually based on a harmonic oscillator such as a string or a column of air. ...


However, some overtones in some instruments may not be of a close integer multiplication of the fundamental frequency, thus causing a small dissonance. "High quality" instruments are usually built in such a manner that their individual notes do not create disharmonious overtones. In fact, the flared end of a brass instrument is not to make the instrument sound louder, but to correct for tube length “end effects” that would otherwise make the overtones significantly different from integer harmonics. This is illustrated by the following: Dissonance has several meanings, all related to conflict or incongruity. ...


Consider a guitar string, its idealised 1st overtone would be exactly twice its fundamental if its length was shortened by ½, say by lightly pressing a guitar string at the 12th fret. However, if a vibrating string is examined, it will be seen that the string does not vibrate flush to the bridge and nut, but has a small “dead length” of string at each end. This dead length actually varies from string to string, being more pronounced with thicker and/or stiffer strings. This means that halving the physical string length, does not halve the actual string vibration length, and hence, the overtones will not be exact multiples of a fundamental frequency. The effect is so pronounced that well set up guitars will angle the bridge such that the thinner strings will progressively have a length up to few millimeters shorter than the thicker strings. Not doing so would result in inharmonious chords made up of two or more strings. Similar considerations apply to tube instruments.


The intensity of each of the overtones is rarely constant during the duration of the overall sound. Over time, different overtones may decay at different rates causing the relative intensity of each overtone to rise or fall independent of the overall volume of the sound, and a carefully trained ear can hear these changes even in a single note. This is why the timbre of a note may be perceived differently when played staccato or legato, dampened or lengthened. In musical notation, the Italian word staccato (literally detached, plural staccatos or staccati) indicates that notes are sounded in a detached and distinctly separate manner, with silence making up the latter part of the time allocated to each note. ... In musical notation legato indicates that musical notes are played smoothly. ...


Musical usage term

An 'overtone' is a partial (a "partial wave" or "constituent frequency") that can be either a harmonic or an inharmonic. A harmonic is an integer multiple of the fundamental frequency. An inharmonic overtone is a non-integer multiple of a fundamental frequency. This article is about the components of sound. ... In music, inharmonic refers to the degree to which the frequencies of the overtones of a fundamental differ from whole number multiples of the fundamentals frequency. ... This article is about the components of sound. ... In music, inharmonic refers to the degree to which the frequencies of the overtones of a fundamental differ from whole number multiples of the fundamentals frequency. ...


An example of harmonic overtones: (absolute harmony)

  f   440 Hz fundamental tone first harmonic
2f   880 Hz first overtone second harmonic
3f 1320 Hz second overtone third harmonic
4f 1760 Hz third overtone fourth harmonic

Not all overtones are necessarily harmonics, or exact multiples of the fundamental frequency. Some musical instruments produce overtones that are slightly sharper or flatter than the true harmonics. The sharpness or flatness of their overtones is one of the elements that contributes to their unique sound. This also has the effect of making their waveforms not perfectly periodic. Some instruments, such as tuning forks or flutes produce a clear or near perfect sound because their overtones are in very good approximation of "absolute" harmony with the base frequency. Figure 1. ... Figure 1. ... A tuning fork is a simple metal two-pronged fork with the tines formed from a U-shaped bar of elastic material (usually steel). ... This article pertains to the musical instrument. ...


Type of music

In barbershop music, the word overtone is often used in a different (though related) way. It refers to a psychoacoustic effect in which a listener hears an audible pitch that is higher than, and different from, the four pitches being sung by the quartet. This is not a standard dictionary usage of the word "overtone." The barbershopper's "overtone" is created by the interactions of the overtones in each singer's note (and by sum and difference frequencies created by nonlinear interactions within the ear). Similar effects can be found in other a capella polyphonic music such as the music of the Republic of Georgia. The Dapper Dans, a barbershop quartet at Disney World Barbershop harmony, as codified during the barbershop revival era (1940s-present), is a style of a cappella, or unaccompanied vocal music characterized by consonant four-part chords for every melody note in a predominantly homophonic texture. ... Psychoacoustics is the study of subjective human perception of sounds. ... Georgia (Georgian: საქართველო Sakartvelo), known from 1991 to 1995 as the Republic of Georgia, is a country to the east of the Black Sea in the southern Caucasus. ...


String instruments

String instruments can also produce multiphonic tones when strings are divided in two pieces. The most developed instrument for playing multiphonic tones is the Sitar in which there are sympathetic strings which help to bring out the overtones while one is playing. The most well-known technique on a guitar is playing flaegolet tones. Other multiphonic extended techniques used are prepared piano, prepared guitar and 3rd bridge guitar. Experimental luthier Yuri Landman created a 12-string overtone zither called the Moodswinger. Diagram of some sitar parts. ... A Flageolet is a woodwind musical instrument and a member of the fipple flute family. ... Extended technique is a term used to describe unconventional, unorthodox or improper techniques of playing musical instruments or singing. ... A prepared piano is a piano that has had its sound altered by placing objects (preparations) between or on the strings or on the hammers or dampers. ... A prepared guitar is a guitar which has had its timbre altered by placing various objects on or between the instruments strings, including other extended techniques. ... It has been suggested that this article or section be merged into Prepared guitar. ... An engravers impression of Antonio Stradivari examining an instrument. ... Yuri Landman (born 1-2-1973) is a dutch multi disciplined artist most well known for his work as an experimental luthier, but also active as a comic artist, illustrator, musician, singer, graphic designer and furniture designer. ... Concert zither The zither is a musical string instrument, mainly used in folk music, most commonly in German-speaking Alpine Europe. ... In 2006 luthier Yuri Landman built the Moodswinger, a 12 string overtone zither for Aaron Hemphill of the noiseband Liars The Moodswinger is a custom made string instrument made by Yuri Landman. ...


Overtone singing

Overtone singing, also called harmonic singing, occurs when the singer amplifies voluntarily two overtones in the sequence available given the fundamental tone he/she is singing. Overtone singing is a traditional form of singing in many parts of the Himalayas and Altay; Tibetans, Mongols and Tuvans are known for their overtone singing. Also, harmonics change the overtones. Physical representation of first (O1) and second (O2) overtones. ... This article does not cite any references or sources. ... Altay or Altai may refer to: Altay, Xinjiang, also spelled Aletai, a city in Xinjiang, China Altay, Govi-Altay, a city in Govi-Altay Province, Mongolia Altay Mountains Altay language Altay (sheep), a sheep breed Altai Republic, a federal subject of Russia Altai Krai, a federal subject of Russia This...


Jew's harp

The similar technique (amplifying some overtones from base tone of instrument tongue by forming an cavity resonator within mouth) is being used for playing on jew's harp. Acoustic resonance is an important consideration for instrument builders as most acoustic instruments use resonators, such as the strings and body of a violin, the length of tube in a flute, and the shape of a drum membrane. ... Jews harp, from an American Civil War camp near Winchester, Virginia A modern jews harp A metal Jews harp (demir-xomus) from Tuva The Jews harp, jaw harp, or mouth harp is thought to be one of the oldest musical instruments in the world; a musician...


See also

Pitched musical instruments are usually based on a harmonic oscillator such as a string or a column of air. ... In music, just intonation, also called rational intonation, is any musical tuning in which the frequencies of notes are related by ratios of whole numbers. ... Xenharmonic music includes all tuning systems and music using those systems not using the common European twelve-tone equal temperament. ... A pseudo-octave is an interval whose frequency ratio is not 2:1, the definition of an octave, but is treated in some way or ways equivalent to this ratio. ... It has been suggested that this article or section be merged into Prepared guitar. ... In 2006 luthier Yuri Landman built the Moodswinger, a 12 string overtone zither for Aaron Hemphill of the noiseband Liars The Moodswinger is a custom made string instrument made by Yuri Landman. ... Also called a Tartini tone, a combination tone is a usually lower pitch produced inside the inner ear by the presence of two external pitches. ...

External links

Look up overtone in Wiktionary, the free dictionary.
  • An illustration of standing waves as overtones on a violin string
  • Overtone - South African Music Portal

  Results from FactBites:
 
Overtone - Wikipedia, the free encyclopedia (367 words)
An overtone is a sinusoidal component of a waveform, of greater frequency than its fundamental frequency.
Overtone singing, also called harmonic singing, occurs when the singer amplifies voluntarily one overtone in the sequence available given the fundamental tone he/she is singing.
Overtone singing is a traditional form of singing in many parts of the himalayas; Tibetans, Mongols and Tuvans are known for their overtone singing.
Tuvan Overtone Singing: Harmonics Out of Place (1666 words)
Overtone singing is a type of singing in which one or more upper harmonics carry the melody, while the lower harmonics, including the fundamental, sustain a steady drone beneath the melody.
Hypotheses as to the mechanics of overtone singing range from ideas as to the necessary physical stance and posture used by the singer during a performance, to the actual physical formation of the mouth cavity in producing the overtones.
In overtone singing, formants are reduced to one or a few harmonics, often with surrounding harmonics attentuated as much as possible.
  More results at FactBites »


 

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