Solfege: Difference between revisions
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Many solfeges have been devised, for example those by [[Erv Wilson]]. | |||
== Backwards-compatible Solfeges == | |||
These expand on the conventional Do Re Mi (and Do Di/Ra Re RiMe Mi). They use the 7 traditional consonants D R M F S L T. They use traditional vowels plus new ones. See [[19edo|19edo solfege]], plus [[Andrew Heathwaite|Andrew Heathwaite's]] solfeges for edos [[17edo solfege|17]], [[22edo solfege|22]], [[31edo solfege|31]] and [[41edo|41]], and xenwiki user Phylingual's solfeges for edos [[26edo|26]], [[29edo|29]] and [[53edo|53]]. | |||
{| class="wikitable" | |||
|+conventional solfege | |||
|Do | |||
|Di/Ra | |||
|Re | |||
|Ri/Me | |||
|Mi | |||
|Fa | |||
|Fi/Se | |||
|So | |||
|Si/Le | |||
|La | |||
|Li/Te | |||
|Ti | |||
|Do | |||
|} | |||
[[Uniform Solfege|'''Uniform''' '''solfeges''']] are particularly good for large edos like 41 and 53. They are also for rank-2 temperaments | == Uniform Solfeges == | ||
[[Uniform Solfege|'''Uniform''' '''solfeges''']] are closely related to [[ups and downs notation]]. They are particularly good for large edos like 41 and 53. They are also for rank-2 temperaments. To the 7 traditional consonants are added 6 altered consonants: Fr- N- P- Sh- Fl- and Th-. The vowels are non-traditional. There is a uniform vowel sequence for all degrees, hence the name. | |||
{| class="wikitable" | |||
|+the 13 consonants | |||
!D- | |||
!Fr- | |||
!R- | |||
!N- | |||
!M- | |||
!F- | |||
!P- | |||
!Sh- | |||
!S- | |||
!Fl- | |||
!L- | |||
!Th- | |||
!T- | |||
!D- | |||
|- | |||
|Do | |||
|flat Re | |||
|Re | |||
|flat Mi | |||
|Mi | |||
|Fa | |||
|sharp Fa | |||
|flat Sol | |||
|Sol | |||
|flat La | |||
|La | |||
|flat Ti | |||
|Ti | |||
|Do | |||
|} | |||
{| class="wikitable" | |||
|+the four vowel sequences for edos | |||
!1 vowel | |||
| | |||
| | |||
| -a = plain | |||
| | |||
| | |||
|- | |||
!3 vowels | |||
| | |||
| -o = down | |||
| -a = plain | |||
| -u = up | |||
| | |||
|- | |||
!4 vowels | |||
| -i = mid | |||
| -o = down | |||
| -a = plain | |||
| -u = up | |||
| -i = mid | |||
|- | |||
!5 vowels | |||
| -e = dud | |||
| -o = down | |||
| -a = plain | |||
| -u = up | |||
| -i = dup | |||
|} | |||
== Numeric Solfeges == | |||
[[Numeric Solfege|'''Numeric solfeges''']] are good for small edos that aren't heptatonic-friendly, like 5, 6, and 8-11. 11edo example: | |||
{| class="wikitable" | |||
|+ | |||
![[11edo]] | |||
!0 | |||
!1 | |||
!2 | |||
!3 | |||
!4 | |||
!5 | |||
!6 | |||
!7 | |||
!8 | |||
!9 | |||
!10 | |||
!11 | |||
|- | |||
!numeric solfege | |||
|Wa | |||
|Tu | |||
|Ti | |||
|Fo | |||
|Fa | |||
|Si | |||
|Se | |||
|E | |||
|Na | |||
|Te | |||
|Le | |||
|Wa | |||
|} | |||
[[Category:Solfege]] | [[Category:Solfege]] |
Revision as of 09:16, 7 October 2022
Many solfeges have been devised, for example those by Erv Wilson.
Backwards-compatible Solfeges
These expand on the conventional Do Re Mi (and Do Di/Ra Re RiMe Mi). They use the 7 traditional consonants D R M F S L T. They use traditional vowels plus new ones. See 19edo solfege, plus Andrew Heathwaite's solfeges for edos 17, 22, 31 and 41, and xenwiki user Phylingual's solfeges for edos 26, 29 and 53.
Do | Di/Ra | Re | Ri/Me | Mi | Fa | Fi/Se | So | Si/Le | La | Li/Te | Ti | Do |
Uniform Solfeges
Uniform solfeges are closely related to ups and downs notation. They are particularly good for large edos like 41 and 53. They are also for rank-2 temperaments. To the 7 traditional consonants are added 6 altered consonants: Fr- N- P- Sh- Fl- and Th-. The vowels are non-traditional. There is a uniform vowel sequence for all degrees, hence the name.
D- | Fr- | R- | N- | M- | F- | P- | Sh- | S- | Fl- | L- | Th- | T- | D- |
---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Do | flat Re | Re | flat Mi | Mi | Fa | sharp Fa | flat Sol | Sol | flat La | La | flat Ti | Ti | Do |
1 vowel | -a = plain | ||||
---|---|---|---|---|---|
3 vowels | -o = down | -a = plain | -u = up | ||
4 vowels | -i = mid | -o = down | -a = plain | -u = up | -i = mid |
5 vowels | -e = dud | -o = down | -a = plain | -u = up | -i = dup |
Numeric Solfeges
Numeric solfeges are good for small edos that aren't heptatonic-friendly, like 5, 6, and 8-11. 11edo example:
11edo | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 |
---|---|---|---|---|---|---|---|---|---|---|---|---|
numeric solfege | Wa | Tu | Ti | Fo | Fa | Si | Se | E | Na | Te | Le | Wa |