1L 1s: Difference between revisions
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{{Infobox MOS | |||
| Name = trivial, monowood | |||
| Periods = 1 | |||
| nLargeSteps = 1 | |||
| nSmallSteps = 1 | |||
| Equalized = 1 | |||
| Collapsed = 1 | |||
| Pattern = Ls | |||
}} | |||
{{MOS intro}} It is the simplest valid MOS pattern, often referred to as the '''trivial MOS scale'''. | |||
== Names == | |||
[[TAMNAMS]] uses the name "monowood" for this MOS scale, in reference to the other n-wood names (such as biwood, triwood, and tetrawood), named after [[Limmic temperaments|blackwood]] and [[whitewood]]) and specifically refers to this mos with an octave period. | |||
The name "trivial" refers to how this is a trivial MOS pattern, though the name is meant to be [[equave]]-agnostic. | |||
== Modes == | |||
{{MOS mode degrees}} | |||
== Intervals == | |||
{{MOS intervals}} | |||
== Properties == | |||
All single-period mosses ultimately start with a [[Generator|generating interval]] and, for octave-equivalent scales, the generator's [[octave complement]]. Hence, this scale can also be seen as the parent of every strict moment-of-symmetry scale and is thus found as the root of various scale trees, such as the [[MOS Scale Family Tree|mos family tree]]. | |||
This mos is also its own [[sister]], though this property is also true of all nL ns scales. | |||
Stacking a generating interval, or one of its two sizes of mossteps, just once produces this mos's daughter mosses of 2L 1s and 1L 2s. | |||
== Scale tree == | |||
As the mos 1L 1s is related to all single-period mosses, the scale tree depicted shows the ranges of related mosses, rather than temperaments. | |||
{{MOS tuning spectrum | |||
| 5/4 = [[2L 5s]] range (includes [[2L 7s]] and [[7L 2s]]) | |||
| 7/5 = [[5L 2s]] range (includes [[7L 5s]] and [[5L 7s]]) | |||
| 8/5 = [[5L 3s]] range | |||
| 7/4 = [[3L 5s]] range | |||
| 7/3 = [[3L 4s]] range (includes [[3L 7s]] and [[7L 3s]]) | |||
| 8/3 = [[4L 3s]] range (includes [[7L 4s]] and [[4L 7s]]) | |||
| 7/2 = [[4L 1s]] range (includes [[4L 5s]] and [[5L 4s]]) | |||
| 5/1 = [[1L 4s]] range (includes [[5L 1s]] and [[1L 5s]]) | |||
}} | |||