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Among alternative tunings for guitar, each augmented-fourths tuning is a
regular tuning Among alternative guitar-tunings, regular tunings have equal musical intervals between the paired notes of their successive open strings. ''Guitar  tunings'' assign pitches to the open strings of guitars. Tunings can ...
in which the musical intervals between successive open-string notes are each '' augmented fourths''. Because augmented fourths are alternatively called " tritones" ("tri-tones") or " diminished fifths", augmented-fourths tuning is also called tritone tuning or diminished-fifths tuning. The standard guitar-tuning :E-A-d-g-b'-e' interjects exactly one major third amid four perfect fourths for the intervals between its successive open strings. In contrast, the augmented fourths tunings :C-F-c-f-c'-f ' and :B-F-b-f-b'-f' have only augmented-fourths intervals. The set of augmented-fourths tunings has three properties that simplify learning by beginners and improvisation by experts: Regular intervals, string repetition, and lefty-righty symmetry. These properties characterize augmented-fourths tunings among non-trivial tunings.


Properties

The set of augmented-fourths tunings has three properties that simplify learning by beginners and improvisation by experts: Regular intervals, string repetition, and lefty-righty symmetry. Besides the set of augmented-fourths tuning, exactly one other set of tunings has these three properties—the ''trivial'' class of one-note tunings, which contains the C-C-C-C-C-C tuning, for example. Augmented-fourths tunings have extended range. Because each of its tritone-intervals between successive strings is wider than the perfect-fourth intervals (and one major third) of standard tuning, augmented-fourths tunings have greater range than standard tuning—six additional notes, only one less note than Robert Fripp's new standard tuning.


Regular intervals

In each ''
regular tuning Among alternative guitar-tunings, regular tunings have equal musical intervals between the paired notes of their successive open strings. ''Guitar  tunings'' assign pitches to the open strings of guitars. Tunings can ...
'', the musical intervals are the same for each pair of consecutive strings. Other regular tunings include major-thirds, all-fourths, and all-fifths tunings. For each regular tuning, chord patterns may be moved around the fretboard, a property that simplifies beginners' learning of chords and that simplifies advanced players'
improvisation Improvisation is the activity of making or doing something not planned beforehand, using whatever can be found. Improvisation in the performing arts is a very spontaneous performance without specific or scripted preparation. The skills of impr ...
.:


Thrice repeated open-string notes

Two other regular tunings, all-fourths and all-fifths tunings, have strings with five and six distinct open-notes, respectively. Thus, they have no repetition of open-notes, and so they require that the guitarist remember five and six strings, respectively. In contrast, augmented fourths is a repetitive tuning that begins the next octave after two strings. These tunings' repetition of open-string notes again simplifies the learning of chords and improvisation.


Left-handed involution

For left-handed guitars, the ordering of the strings reverse the ordering of right-handed guitars. Consequently, left-handed tunings have different chords than right-handed tunings. Regular guitar-tunings have the property that their left-handed ("lefty" versions) are also regular tunings. For example, the left-handed version of all-fourths tuning is all-fifths tuning, and the left-handed version of all-fifths tuning is all-fourths tuning. In general, the left-handed involute of the regular tuning based on the interval with n  semitones is the regular tuning based on its involuted interval with 12-n semitones: All-fourths tuning is based on the perfect fourth (five semitones), and all-fifths tuning is based on the
perfect fifth In music theory, a perfect fifth is the Interval (music), musical interval corresponding to a pair of pitch (music), pitches with a frequency ratio of 3:2, or very nearly so. In classical music from Western culture, a fifth is the interval fro ...
(seven semitones), as mentioned previously. The left-handed involute of an augmented-fourth tuning is the augmented-fourths tuning with the same open-string notes. "The augmented-fourth interval is the only interval whose inverse is the same as itself. The augmented-fourths tuning is the only tuning (other than the 'trivial' tuning C-C-C-C-C-C) for which all chords-forms remain unchanged when the strings are reversed. Thus the augmented-fourths tuning is its own 'lefty' tuning."


Examples

The " standard tuning" consists of
perfect fourths A fourth is a musical interval encompassing four staff positions in the music notation of Western culture, and a perfect fourth () is the fourth spanning five semitones (half steps, or half tones). For example, the ascending interval from C to th ...
and a single major-third between the G (g) and B (b') strings: :E-A-d-g-b'-e'


C-F-C-F-C-F

Of all the augmented-fourths tunings, the C-F-c-f-c'-f ' tuning is the closest approximation to the standard tuning, and its fretboard is displayed next: Each fret displays the open strings of exactly one augmented-fourths tuning.


B-F-B-F-B-F

There are no sharps or flats in the open strings of exactly one augmented-fourths tuning, that with only B and F notes (B-F-b-f-b'-f'). This tuning would appear, for the C-F augmented-fourths tuning displayed above, to the left of the open strings, at the ''negative''-first fret. This tuning "makes it very easy for playing half-whole scales, diminished 7 licks, and whole tone scales," stated guitarist Ron Jarzombek, who has used it on two albums.
In this interview, Ron Jarzombek states that he has used the augmented-fourths BF tuning for " Two Thirds Of Satan" and " A Chaotic Realization Of Nothing Yet Misunderstood (ACRONYM)".
This tuning was used in " Tri 7/5" by Shawn Lane (''
The Tri-Tone Fascination ''The Tri-Tone Fascination'' is the second and final studio album by guitarist Shawn Lane, released in 1999 through Eye Reckon Records; a second edition was reissued in 2000, containing a revised track listing (with the omission of two songs) and ...
'' and ''
Powers of Ten; Live! ''Powers of Ten; Live!'' is a live album by guitarist Shawn Lane, released in 2001 through Eye Reckon Records. This was to be Lane's final solo effort, before his death in 2003. Track listing Personnel *Shawn Lane – guitar, production *Doug ...
'').


See also

* Scordatura


Notes


References

* * * {{Guitar tunings, Regular Regular guitar-tunings Repetitive guitar-tunings Tritones