User:Ganaram inukshuk/TAMNAMS: Difference between revisions
mNo edit summary |
|||
Line 236: | Line 236: | ||
===Alterations by a chroma=== | ===Alterations by a chroma=== | ||
The terms ''augmented'' and ''diminished'' are also used to describe intervals that are further lowered or raised by an interval called a ''moschroma'' (or simply ''chroma'' if context allows), a generalized sharp or flat. The rules for alteration are the same as with conventional music theory | The terms ''augmented'' and ''diminished'' are also used to describe intervals that are further lowered or raised by an interval called a ''moschroma'' (or simply ''chroma'' if context allows), a generalized sharp or flat. The rules for alteration are the same as with conventional music theory. | ||
* Raising a minor interval by a chroma makes it minor. | * Raising a minor interval by a chroma makes it minor. | ||
Line 317: | Line 317: | ||
|} | |} | ||
=== | === Intervals smaller than a chroma === | ||
{| class="wikitable" | |||
!Interval name | |||
! Absolute value of a... | |||
|- | |||
|Moschroma (generalized [[chroma]], provided for reference) | |||
|Large step minus a small step | |||
|- | |||
| Mosdiesis (generalized [[Diesis (scale theory)|diesis]]) | |||
|Large step minus two small steps | |||
|- | |||
| Moskleisma (generalized [[kleisma]]) | |||
|Mosdiesis minus a moschroma | |||
|- | |||
| Mosgothma (generalized gothma) | |||
|Mosdiesis minus a small step | |||
|} | |||
===Other terminology and intervals=== | ===Other terminology and intervals=== | ||
Intervals that have a perfect variety (the unison, period intervals, and generators) are called ''perfectable intervals'', whereas intervals that do not have a perfect variety are called ''non-perfectable intervals''. Intervals corresponding to the generators may be called ''imperfect intervals'' since, unlike the period and unison, they have two varieties instead of one. | Intervals that have a perfect variety (the unison, period intervals, and generators) are called ''perfectable intervals'', whereas intervals that do not have a perfect variety are called ''non-perfectable intervals''. Intervals corresponding to the generators may be called ''imperfect intervals'' since, unlike the period and unison, they have two varieties instead of one. |