Period: Difference between revisions
Jump to navigation
Jump to search
mNo edit summary |
mNo edit summary |
||
| Line 2: | Line 2: | ||
* The diatonic scale (LLsLLLs) has period equal to the octave. | * The diatonic scale (LLsLLLs) has period equal to the octave. | ||
* The diminished scale (sLsLsLsL) has period 1\4, because the MOS pattern sL repeats at every 300 cents. | * The diminished scale (sLsLsLsL) has period 1\4, because the MOS pattern sL repeats at every 300 cents. | ||
The same definition applies for a [[rank]]-2 temperament, when the temperament is seen as generating a MOS. | The same definition applies for a [[rank]]-2 temperament, when the temperament is seen as generating a MOS. Every interval of a rank-2 temperament is a sum of some number of the period and some number of the generator of the temperament. | ||
[[Category:MOS]][[Category:Rank 2]] | [[Category:MOS]][[Category:Rank 2]] | ||
Revision as of 19:28, 15 January 2021
The period of a MOS is the interval at which the MOS pattern repeats; it is the interval of equivalence (usually the octave) or a fraction of it. Along with the generator, it is one of the two defining intervals of a MOS. For example:
- The diatonic scale (LLsLLLs) has period equal to the octave.
- The diminished scale (sLsLsLsL) has period 1\4, because the MOS pattern sL repeats at every 300 cents.
The same definition applies for a rank-2 temperament, when the temperament is seen as generating a MOS. Every interval of a rank-2 temperament is a sum of some number of the period and some number of the generator of the temperament.