Gallery of 12-tone just intonation scales: Difference between revisions

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* [[Secor5_23TX]] – [[George Secor]]'s synchronous 5/23-comma temperament extraordinaire
* [[Secor5_23TX]] – [[George Secor]]'s synchronous 5/23-comma temperament extraordinaire


== Chord-based (eg [[tritriadic]], [[tetrachord|tetrachordal]]) ==
== Chord-based (eg [[tritriadic scale|tritriadic]], [[tetrachord|tetrachordal]]) ==
* [[Cv_scales|Cv scales]] – [[Periodic_scale|epimorphic scales]] with three major and two minor tetrads
* [[Cv_scales|Cv scales]] – [[Periodic_scale|epimorphic scales]] with three major and two minor tetrads
* [[Hahn_7|Hahn_7]] – [[Paul Hahn]]'s scale with 32 consonant 7-limit dyads. TL '99
* [[Hahn_7|Hahn_7]] – [[Paul Hahn]]'s scale with 32 consonant 7-limit dyads. TL '99

Revision as of 23:15, 15 August 2025

Just intonation is an infinite universe. A justly-intoned pentatonic can be very effective in the hands of a sensitive composer, and in this electronic age that same composer on another day can use a scale with hundreds of notes in an octave.

One approach to making just intonation not only practical but easy is to map an octave-repeating 12-tone JI scale to a standard keyboard. This page collects some of these scales, and a companion page does the same for tempered scales.

== Interval circle-based

Chord-based (eg tritriadic, tetrachordal)

Detempering-based

Wakalix-based

Erv Wilson-related

CPS-based

Fokker block-based

History-related

Hobbits, dwarves and related

Originating from a composition

Overtone/undertone-based scales

== Subgroup- or limit- based (Only added to this subheading if it doesn't belong under another subheading.)

Transversals

Others