29/1: Difference between revisions
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| Color name = c<sup>4</sup>29o7 <br> quadcotweno 7th | | Color name = c<sup>4</sup>29o7 <br> quadcotweno 7th | ||
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'''29/1''', the '''29th harmonic''', is the [[harmonic]] past [[28/1]] and before [[30/1]]. It is about four [[2/1|octaves]] and ten [[semitone (interval size measure)|semitones]] in size. Used in harmony, it sounds particularly wide: if the base note is F1, the higher note will be about Eb6. That is for all practical purposes beyond the range of {{w|choral music}}. However, it remains useful in some instrumental solos and ensembles. It is the basis of [[29-limit]] harmony, as many 29-limit intervals can be expressed as the difference between this and another harmonic. | |||
'''29/1''', the '''29th harmonic''', is the [[harmonic]] past [[28/1]] and before [[30/1]]. It is about four [[ | |||
== See also == | == See also == | ||
* [[29/16]] – its [[octave reduction|octave-reduced]] form | * [[29/16]] – its [[octave reduction|octave-reduced]] form | ||
Latest revision as of 17:00, 26 February 2025
| Interval information |
quadcotweno 7th
prime harmonic
29/1, the 29th harmonic, is the harmonic past 28/1 and before 30/1. It is about four octaves and ten semitones in size. Used in harmony, it sounds particularly wide: if the base note is F1, the higher note will be about Eb6. That is for all practical purposes beyond the range of choral music. However, it remains useful in some instrumental solos and ensembles. It is the basis of 29-limit harmony, as many 29-limit intervals can be expressed as the difference between this and another harmonic.
See also
- 29/16 – its octave-reduced form