Fox–Raven notation: Difference between revisions
No edit summary Tags: Mobile edit Mobile web edit |
No edit summary Tags: Mobile edit Mobile web edit |
||
| Line 13: | Line 13: | ||
The note names N4 O4 P4 Q4 J4 K4 L4 M4 N5 denote the Sarnathian (0|7 in UDP, sLsLLsLL) mode on N4 = C4. All octave transpositions use the appropriate octave number, and all alterations of a given note by accidentals have the same octave number as the original note. For example, in 13edo Nb4 is the note 1\13 below N4, and is enharmonic with M#4. | The note names N4 O4 P4 Q4 J4 K4 L4 M4 N5 denote the Sarnathian (0|7 in UDP, sLsLLsLL) mode on N4 = C4. All octave transpositions use the appropriate octave number, and all alterations of a given note by accidentals have the same octave number as the original note. For example, in 13edo Nb4 is the note 1\13 below N4, and is enharmonic with M#4. | ||
FRN accidentals are analogous to diatonic ones: | |||
* # b represent alteration by one moschroma (L − s) | |||
* x bb represent alteration by two moschomas. | |||
* t and d represent half-moschromas in systems such as 18edo and 26edo where the moschroma can be split into two equal parts. | |||
* In edo systems, ^ v denote alteration by one edo step. | |||
When writing a note name, the nominal is given first, then the accidentals are listed in order from smallest to largest, then the octave number: e.g. M^db4 in 36edo means M4 altered by ^ (1\36) + d (-2\36) + b (-4\36), that is M4 flattened by 5\36. | |||
== Chain of oneirofourths == | == Chain of oneirofourths == | ||
Revision as of 21:38, 22 February 2022
The Fox-Raven notation (FRN) is an absolute pitch-based notation for oneirotonic.
Concept and Score
FRN is a notation scheme for oneirotonic tunings, tailored to AP hearers.
The score should include the text "This score uses the Fox-Raven notation standard. Visit xen.wiki for more information." This ensures that someone reading the score can easily find information about how to read it.
Pitch standard
- N = standard middle C = 261.6255653 Hz
- Middle J = major 4-mosstep above N = middle C
Note names
The note names N4 O4 P4 Q4 J4 K4 L4 M4 N5 denote the Sarnathian (0|7 in UDP, sLsLLsLL) mode on N4 = C4. All octave transpositions use the appropriate octave number, and all alterations of a given note by accidentals have the same octave number as the original note. For example, in 13edo Nb4 is the note 1\13 below N4, and is enharmonic with M#4.
FRN accidentals are analogous to diatonic ones:
- # b represent alteration by one moschroma (L − s)
- x bb represent alteration by two moschomas.
- t and d represent half-moschromas in systems such as 18edo and 26edo where the moschroma can be split into two equal parts.
- In edo systems, ^ v denote alteration by one edo step.
When writing a note name, the nominal is given first, then the accidentals are listed in order from smallest to largest, then the octave number: e.g. M^db4 in 36edo means M4 altered by ^ (1\36) + d (-2\36) + b (-4\36), that is M4 flattened by 5\36.
Chain of oneirofourths
... Lb Ob Jb Mb Pb Kb Nb Qb L O J M P K N Q L# O# J# M# P# K# N# Q# ...
Enharmonic equivalences in the simplest oneirotonic edos:
Step sizes
- 13edo: J-J# = K-L = 1\13, J-K = 2\13
- 18edo: J-J# = 2\18, J-K = 3\18, K-L = 1\18
- 21edo: J-J# = 1\21, J-K = 3\21, K-L = 2\21
- 23edo: J-J# = 3\23, J-K = 4\23, K-L = 1\23
- 29edo: J-J# = 1\29, J-K = 4\29, K-L = 3\23
- 31edo: J-J# = 3\31, J-K = 5\31, K-L = 2\31
- 34edo: J-J# = 2\34, J-K = 5\34, K-L = 3\34