Historical temperaments: Difference between revisions
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*** [[Young2|Young II]] | *** [[Young2|Young II]] | ||
* [[Meantone]] | * [[Meantone]] | ||
** [[1-2_syntonic_comma_meantone|1/2 comma meantone]] | **[[1-2_syntonic_comma_meantone|1/2 comma meantone]] & its close relatives [[26edo]] & [[33edo]] | ||
** [[1-3_Syntonic_Comma_Meantone|1/3 comma meantone]] & its close relative [[19edo]] | ** [[1-3_Syntonic_Comma_Meantone|1/3 comma meantone]] & its close relative [[19edo]] | ||
** [[2-7_Syntonic_Comma_Meantone|2/7 comma meantone]] & its close relative [[50edo]] | ** [[2-7_Syntonic_Comma_Meantone|2/7 comma meantone]] & its close relative [[50edo]] | ||
** [[Quarter-comma meantone|1/4 comma meantone]] & its close relative [[31edo]] | ** [[Quarter-comma meantone|1/4 comma meantone]] & its close relative [[31edo]] | ||
** [[1-5_Syntonic_Comma_Meantone|1/5 comma meantone]] & its close relative [[43edo]] | ** [[1-5_Syntonic_Comma_Meantone|1/5 comma meantone]] & its close relative [[43edo]] | ||
** [[1/6_syntonic_comma_meantone|1/6 comma meantone]] & its close | ** [[1/6_syntonic_comma_meantone|1/6 comma meantone]] & its close relatives [[55edo]] & [[67edo]] | ||
** [[1-11_Syntonic_Comma_Meantone|1/11 comma meantone]] & its close relative [[12edo]] | ** [[1-11_Syntonic_Comma_Meantone|1/11 comma meantone]] & its close relative [[12edo]] | ||
* [[Pythagorean tuning|Pythagorean Tuning]] | * [[Pythagorean tuning|Pythagorean Tuning]] | ||
Revision as of 11:54, 26 April 2023
Historical temperaments are temperaments which saw use during historical times and places, most commonly medieval, early modern or industrial-age Europe.
Examples
Examples include:
- Well temperament
- Kellner
- Kirnberger
- Neidhart
- Temperament ordinaire
- Vallotti
- Werckmeister
- Werckmeister III
- Werckmeister IV (Orgelprobe)
- Werckmeister V
- Werckmeister VI (Septenarius)
- Young
- Meantone
- 1/2 comma meantone & its close relatives 26edo & 33edo
- 1/3 comma meantone & its close relative 19edo
- 2/7 comma meantone & its close relative 50edo
- 1/4 comma meantone & its close relative 31edo
- 1/5 comma meantone & its close relative 43edo
- 1/6 comma meantone & its close relatives 55edo & 67edo
- 1/11 comma meantone & its close relative 12edo
- Pythagorean Tuning