Hendrix chord: Difference between revisions
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remove redundant names: the prime limit is already listed separately in each infobox, and all of these chords are Hendrix chords (it's in the page name) |
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The '''hendrix chord''', a 7#9no5 [[chord]], has several possible [[JI]] interpretations. | The '''hendrix chord''', a 7#9no5 [[chord]], has several possible [[JI]] interpretations. | ||
{{Infobox Chord|4:8:10:14:16:19|Root=8 | {{Infobox Chord|4:8:10:14:16:19|Root=8}} | ||
In the [[19-limit]] it may be tuned as 4:8:10:14:16:19, an extended [[4:5:6:7|harmonic seventh chord]]. | In the [[19-limit]] it may be tuned as 4:8:10:14:16:19, an extended [[4:5:6:7|harmonic seventh chord]]. | ||
{{Infobox Chord|6:12:15:21:24:28|Root=12 | {{Infobox Chord|6:12:15:21:24:28|Root=12}} | ||
In the [[7-limit]] it may be tuned as 6:12:15:21:24:28, also an extended harmonic seventh chord. | In the [[7-limit]] it may be tuned as 6:12:15:21:24:28, also an extended harmonic seventh chord. | ||
</div> | </div> | ||
{{Infobox Chord|10:20:25:36:40:48|Root=20 | {{Infobox Chord|10:20:25:36:40:48|Root=20}} | ||
In the [[5-limit]] it may be tuned as 10:20:25:36:40:48, an extended [[20:25:30:36|major-minor seventh chord]]. | In the [[5-limit]] it may be tuned as 10:20:25:36:40:48, an extended [[20:25:30:36|major-minor seventh chord]]. | ||
Revision as of 03:12, 28 August 2024
The hendrix chord, a 7#9no5 chord, has several possible JI interpretations.
| Chord information |
In the 19-limit it may be tuned as 4:8:10:14:16:19, an extended harmonic seventh chord.
| Chord information |
In the 7-limit it may be tuned as 6:12:15:21:24:28, also an extended harmonic seventh chord.
| Chord information |
In the 5-limit it may be tuned as 10:20:25:36:40:48, an extended major-minor seventh chord.
It can also be tuned as an essentially tempered chord that splits the difference between the 19/8 10th and the 7/3 10th. This chord tempers out the hendrix comma of 57/56. It is notable for existing in 12-EDO; other equal divisions with hendrix chords include the 9, 10, 14, 16, 17, 21, 22, 26, and 31 equal divisions.
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Todo: review The paragraph about tempering 57/56 needs more explanation, and may be incorrect. |