Template:Infobox regtemp/doc: Difference between revisions
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{{Dochead}}{{substitute|no}} | {{Dochead}}{{substitute|no}} | ||
{{Template rating}} | {{Template rating|rating=ready}} | ||
Infobox for [[regular temperament]]s. Support up to rank 4. As of now, most information has to be entered manually. | Infobox for [[regular temperament]]s. Support up to rank 4. As of now, most information has to be entered manually. | ||
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; Mapping | ; Mapping | ||
: The number of generators each element of the subgroup is mapped to; see [[Reduced mapping]]. | : The number of generators each element of the subgroup is mapped to; see [[Reduced mapping]]. | ||
; | ; Generators | ||
: The list of intervals that generates the temperament, in [[ratio]] of [[monzo]] form. | : The list of intervals that generates the temperament, in [[ratio]] of [[monzo]] form. | ||
; | ; Generators tuning | ||
: Sizes of the generators in an optimal tuning, in [[cent]]s. | : Sizes of the generators in an optimal tuning, in [[cent]]s. | ||
; Optimization method | ; Optimization method | ||
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: For rank-2 temperaments, the sequence of [[mos scale]]s induced by the generator. | : For rank-2 temperaments, the sequence of [[mos scale]]s induced by the generator. | ||
; Ploidacot | ; Ploidacot | ||
: For rank-2 temperaments, the [[ploidacot]] signature. Derived from ''' | : For rank-2 temperaments, the [[ploidacot]] signature. Derived from '''Subgroups''', '''Mapping''', and '''Generators tuning''', or overriden here. | ||
; Pergen | ; Pergen | ||
: The period and the generator as fractions of simple intervals (most often the octave and a possibly compounded fifth or fourth), if provided. | : The period and the generator as fractions of simple intervals (most often the octave and a possibly compounded fifth or fourth), if provided. | ||
; Color name | ; Color name | ||
: [[Kite's color notation/Temperament names|Kite's color name]] for the temperament, if provided. | : [[Kite's color notation/Temperament names|Kite's color name]] for the temperament, if provided. | ||
; Odd limit 1, 2 | ; Odd limit 1, 2, 3, 4 | ||
: Reasonable odd limits to use in the temperament. | : Reasonable odd limits to use in the temperament. | ||
; Mistuning 1, 2 | ; Mistuning 1, 2, 3, 4 | ||
: [[Minimax | : [[Minimax|Minimax errors]] of the odd limits. | ||
; Complexity 1, 2 | ; Complexity 1, 2, 3, 4 | ||
: [[Graham complexity|Graham complexities]] of the odd limits. | : Smallest numbers of notes for mos scales to contain the odd limits (i.e. greater than the [[Graham complexity|Graham complexities]] of the odd limits). | ||
=== Boilerplate === | === Boilerplate === | ||
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<pre> | <pre> | ||
{{Infobox | {{Infobox regtemp | ||
| Title = | | Title = | ||
| Subgroups = | | Subgroups = | ||
| Line 46: | Line 46: | ||
| Edo join 1 = | Edo join 2 = | Edo join 3 = | Edo join 4 = | | Edo join 1 = | Edo join 2 = | Edo join 3 = | Edo join 4 = | ||
| Mapping = | | Mapping = | ||
| | | Generators = | ||
| | | Generators tuning = | ||
| Optimization method = | | Optimization method = | ||
| MOS scales = | | MOS scales = | ||
| Line 55: | Line 55: | ||
| Odd limit 1 = | Mistuning 1 = | Complexity 1 = | | Odd limit 1 = | Mistuning 1 = | Complexity 1 = | ||
| Odd limit 2 = | Mistuning 2 = | Complexity 2 = | | Odd limit 2 = | Mistuning 2 = | Complexity 2 = | ||
| Odd limit 3 = | Mistuning 3 = | Complexity 3 = | |||
| Odd limit 4 = | Mistuning 4 = | Complexity 4 = | |||
}} | }} | ||
</pre> | </pre> | ||
Latest revision as of 08:16, 4 May 2026
- This template is implemented by the Lua module Module:Infobox regtemp.
- This template invokes the following functions: infobox_RT from Infobox regtemp.
| This template should not be substituted. |
Infobox for regular temperaments. Support up to rank 4. As of now, most information has to be entered manually.
Parameters
- Title
- The name of the temperament goes here, and it appears as the title of the infobox.
- Subgroups
- Written here is the subgroup(s) that the temperament acts on; often a full prime limit.
- Comma basis
- Type the simplest list of commas that defines the temperament in the subgroup(s). Format as:
comma 1, comma 2, … (subgroup 1); <br>comma 1, comma 2, (subgroup 2); …- Edo join 1, 2, 3, 4
- The equal temperaments that reasonably support the temperament. Despite these parameters being called "edo", they accept wart notation just fine.
- Mapping
- The number of generators each element of the subgroup is mapped to; see Reduced mapping.
- Generators
- The list of intervals that generates the temperament, in ratio of monzo form.
- Generators tuning
- Sizes of the generators in an optimal tuning, in cents.
- Optimization method
- The method used to calculate the optimal tuning above. Type the acronym, such as CWE or POTE.
- MOS scales
- For rank-2 temperaments, the sequence of mos scales induced by the generator.
- Ploidacot
- For rank-2 temperaments, the ploidacot signature. Derived from Subgroups, Mapping, and Generators tuning, or overriden here.
- Pergen
- The period and the generator as fractions of simple intervals (most often the octave and a possibly compounded fifth or fourth), if provided.
- Color name
- Kite's color name for the temperament, if provided.
- Odd limit 1, 2, 3, 4
- Reasonable odd limits to use in the temperament.
- Mistuning 1, 2, 3, 4
- Minimax errors of the odd limits.
- Complexity 1, 2, 3, 4
- Smallest numbers of notes for mos scales to contain the odd limits (i.e. greater than the Graham complexities of the odd limits).
Boilerplate
Empty template for copy & paste to avoid copying wrong values from existing temperament pages:
{{Infobox regtemp
| Title =
| Subgroups =
| Comma basis =
| Edo join 1 = | Edo join 2 = | Edo join 3 = | Edo join 4 =
| Mapping =
| Generators =
| Generators tuning =
| Optimization method =
| MOS scales =
| Ploidacot =
| Pergen =
| Color name =
| Odd limit 1 = | Mistuning 1 = | Complexity 1 =
| Odd limit 2 = | Mistuning 2 = | Complexity 2 =
| Odd limit 3 = | Mistuning 3 = | Complexity 3 =
| Odd limit 4 = | Mistuning 4 = | Complexity 4 =
}}