「利用者:Tessyrrh1016/draft/用語集」の版間の差分

Tessyrrh1016 (トーク | 投稿記録)
タグ: モバイル編集 モバイルウェブ編集
Tessyrrh1016 (トーク | 投稿記録)
タグ: モバイル編集 モバイルウェブ編集
5行目: 5行目:
==あ行==
==あ行==
===あ===
===あ===
; [[アキラルスケール]]([[:en:achiral scale]]) : [[#す|スケール]]の鏡像(ステップの順序を逆にしたもの)が同じスケールの[[#も|モード]]となるスケール。
; [[アキラルスケール]]([[:en:achiral scale]]):[[#す|スケール]]の鏡像(ステップの順序を逆にしたもの)が同じスケールの[[#も|モード]]となるスケール。↔[[#き|キラルスケール]]
===い===
===い===
===う===
===う===
; [[うなり]]([[:en:beat]]):わずかに異なる[[#し|周波数]]をもつ2音間の干渉パターン。2音の周波数差が周波数である周期的な音量の変化として知覚できる。
===え===
===え===
===お===
===お===
14行目: 15行目:
===か===
===か===
===き===
===き===
;[[キラルスケール]]([[:en:chiral scale]]):鏡像(その[[#す|ステップ]]の順番を反転させたもの)が異なるスケール(同じスケールの[[#も|モード]]ではない)になる[[#す|スケール]]。↔[[#あ|アキラルスケール]]
===く===
===く===
===け===
===け===
38行目: 40行目:
==は行==
==は行==
===は===
===は===
;[[バイナリスケール]]([[:en:binary scale]]):2種類の異なる[[#す|ステップ]]サイズを持つ[[#す|スケール]]。
===ひ===
===ひ===
===ふ===
===ふ===
65行目: 68行目:


== B ==
== B ==
; [[うなり]]([[:en:beat]]) : わずかに異なる[[#し|周波数]]の2つの音間の干渉パターン。2音の周波数差が周波数である周期的な音量の変化として知覚できる。


An interference pattern between two sounds of slightly different [[#F|frequencies]], perceived as a periodic variation in volume whose rate is the difference of the two frequencies.
==C==


; [[binary scale]] : A [[#S|scale]] with two different [[#S|step]] sizes.


== C ==
;[[chiral scale]]:A [[#S|scale]] whose mirror image (reversing the order of its [[#S|steps]]) is a different scale (not a [[#M|mode]] of the same scale).


;[[chord]]:A set of [[#P|pitches]] played simultaneously or in close succession.


; [[chiral scale]] : A [[#S|scale]] whose mirror image (reversing the order of its [[#S|steps]]) is a different scale (not a [[#M|mode]] of the same scale).
;[[chroma]]:An [[#I|interval]] equal to the difference between the large [[#S|step]] and the small step (L-s) of a [[#B|binary scale]].


; [[chord]] : A set of [[#P|pitches]] played simultaneously or in close succession.
;[[comma]]:A small [[#I|interval]] that occurs in [[#J|just intonation]] between two intervals which are close in [[#P|pitch]].


; [[chroma]] : An [[#I|interval]] equal to the difference between the large [[#S|step]] and the small step (L-s) of a [[#B|binary scale]].
;[[comma pump]]:A harmonic sequence (or [[#C|chord]] progression) wherein the [[#T|tonic]] shifts up or down by a [[#C|comma]] every time the sequence is traversed.


; [[comma]] : A small [[#I|interval]] that occurs in [[#J|just intonation]] between two intervals which are close in [[#P|pitch]].
;[[complement]]:The difference between an [[#I|interval]] and the [[#O|octave]] or another [[#E|equivalence interval]].


; [[comma pump]] : A harmonic sequence (or [[#C|chord]] progression) wherein the [[#T|tonic]] shifts up or down by a [[#C|comma]] every time the sequence is traversed.
;[[concordance]]:The perceived smoothness of an [[#I|interval]] or [[#C|chord]].


; [[complement]] : The difference between an [[#I|interval]] and the [[#O|octave]] or another [[#E|equivalence interval]].
;[[consonance]]:The subjective, contextual smoothness of an [[#I|interval]] or [[#C|chord]].


; [[concordance]] : The perceived smoothness of an [[#I|interval]] or [[#C|chord]].
;[[constant structure]] (CS) :The property of a [[#S|scale]] whose [[#I|interval classes]] are distinct.


; [[consonance]] : The subjective, contextual smoothness of an [[#I|interval]] or [[#C|chord]].
==D==
;[[degree]]:The position of a [[#T|tone]] in a [[#S|scale]].


; [[constant structure]] (CS) : The property of a [[#S|scale]] whose [[#I|interval classes]] are distinct.
;[[delta-N ratio]]:A [[#R|ratio]] whose difference between its numerator and its denominator is equal to N.


== D ==
;[[delta-rational chord]] (DR chord):A [[#C|chord]] with at least two [[#D|dyads]] which represent [[#F|frequency]] differences which have a rational ratio. This property is thought to result in synchronized interference [[#B|beating]] between the dyads.
; [[degree]] : The position of a [[#T|tone]] in a [[#S|scale]].


; [[delta-N ratio]] : A [[#R|ratio]] whose difference between its numerator and its denominator is equal to N.
;[[diatonic scale]]:An [[#M|moment-of-symmetry]] (MOS) [[#S|scale]] with 5 large [[#S|steps]] and 2 small steps per [[#O|octave]].


; [[delta-rational chord]] (DR chord) : A [[#C|chord]] with at least two [[#D|dyads]] which represent [[#F|frequency]] differences which have a rational ratio. This property is thought to result in synchronized interference [[#B|beating]] between the dyads.
;[[diesis]]:An [[#I|interval]] equal to the absolute value of the difference between the large [[#S|step]] and twice the small step (|L-2s|) of a [[#B|binary scale]].


; [[diatonic scale]] : An [[#M|moment-of-symmetry]] (MOS) [[#S|scale]] with 5 large [[#S|steps]] and 2 small steps per [[#O|octave]].
;[[discordance]]:The perceived roughness of an [[#I|interval]] or [[#C|chord]].


; [[diesis]] : An [[#I|interval]] equal to the absolute value of the difference between the large [[#S|step]] and twice the small step (|L-2s|) of a [[#B|binary scale]].
;[[dissonance]]:The subjective, contextual roughness of an [[#I|interval]] or [[#C|chord]].


; [[discordance]] : The perceived roughness of an [[#I|interval]] or [[#C|chord]].
;[[dyad]]:An unordered set of two [[#P|pitch]]es.


; [[dissonance]] : The subjective, contextual roughness of an [[#I|interval]] or [[#C|chord]].
==E==
;[[equal temperament]]:A rank-1 [[#T|temperament]]. The temperament-agnostic term is ''equal-step tuning'' (or equal tuning).


; [[dyad]] : An unordered set of two [[#P|pitch]]es.
;[[equave]] (or interval of equivalence):An [[#I|interval]] considered to be [[#E|equivalent]] to the [[#U|unison]], such as an [[#O|octave]] (2/1 or 1200 cents).


== E ==
;[[equivalence]]:The phenomenon of psychoacoustics that two notes an [[#O|octave]] apart, or possibly another [[#I|interval]] apart, are considered "(substantially) equivalent" to the brain.
; [[equal temperament]] : A rank-1 [[#T|temperament]]. The temperament-agnostic term is ''equal-step tuning'' (or equal tuning).


; [[equave]] (or interval of equivalence) : An [[#I|interval]] considered to be [[#E|equivalent]] to the [[#U|unison]], such as an [[#O|octave]] (2/1 or 1200 cents).
==F==
;[[frequency]]:The number of oscillations per unit of time of a vibrating object.


; [[equivalence]] : The phenomenon of psychoacoustics that two notes an [[#O|octave]] apart, or possibly another [[#I|interval]] apart, are considered "(substantially) equivalent" to the brain.
;[[frequency ratio]]:The relationship between the [[#F|frequencies]] of the [[#P|pitches]] of two or more notes.


== F ==
==G==
; [[frequency]] : The number of oscillations per unit of time of a vibrating object.
;[[generator]]s:A set of [[#I|intervals]] that generates a larger set through linear combination; e.g. primes {2, 3} generate [[#P|Pythagorean tuning]].


; [[frequency ratio]] : The relationship between the [[#F|frequencies]] of the [[#P|pitches]] of two or more notes.
;[[generator sequence]] (GS):A [[#S|scale]]-building procedure based on alternating [[#G|generator]]s.
==H==
;[[harmonic]]:A whole-number multiple of the fundamental [[#F|frequency]] of a sound; also implicitly used in the sense of "harmonic [[#P|partial]]" or "harmonic [[#O|overtone]]".


== G ==
;[[harmonic series]]:The infinite sequence of [[#T|tones]] that are whole-number [[#F|frequency ratios]] over a fundamental.
; [[generator]]s : A set of [[#I|intervals]] that generates a larger set through linear combination; e.g. primes {2, 3} generate [[#P|Pythagorean tuning]].


; [[generator sequence]] (GS) : A [[#S|scale]]-building procedure based on alternating [[#G|generator]]s.
;[[harmonic series segment|harmonic (series) segment]]:Any finite sequence of consecutive harmonics in the harmonic series. Examples: 3:4:5:6:7, 7:8:9:10:11:12:13:14, 49:50:51:52:53:54. As shorthand, these may be written 3::7, 7::14, and 49::54.
== H ==
; [[harmonic]] : A whole-number multiple of the fundamental [[#F|frequency]] of a sound; also implicitly used in the sense of "harmonic [[#P|partial]]" or "harmonic [[#O|overtone]]".


; [[harmonic series]] : The infinite sequence of [[#T|tones]] that are whole-number [[#F|frequency ratios]] over a fundamental.  
;[[harmonic mode|harmonic (series) mode]]:A harmonic segment spanning an outer interval of 1:''n'' and usually taken as constituting a scale with period ''n''/1, i.e. one of the form ''m''::''mn''. By default ''mode m'' refers to octave-spanning harmonic modes, i.e. ''m''::2''m''. For example, mode 6 is 6:7:8:9:10:11:12, or 6::12.


; [[harmonic series segment|harmonic (series) segment]] : Any finite sequence of consecutive harmonics in the harmonic series. Examples: 3:4:5:6:7, 7:8:9:10:11:12:13:14, 49:50:51:52:53:54. As shorthand, these may be written 3::7, 7::14, and 49::54.
;[[harmonic distance]]:A measure of complexity for [[#J|just intonation]] [[#I|intervals]], associated with [[#C|concordance]] and [[#D|discordance]].


; [[harmonic mode|harmonic (series) mode]] : A harmonic segment spanning an outer interval of 1:''n'' and usually taken as constituting a scale with period ''n''/1, i.e. one of the form ''m''::''mn''. By default ''mode m'' refers to octave-spanning harmonic modes, i.e. ''m''::2''m''. For example, mode 6 is 6:7:8:9:10:11:12, or 6::12.
;harmonic limit:See [[#P|prime limit]], [[#O|odd limit]] and [[#I|integer limit]].


; [[harmonic distance]] : A measure of complexity for [[#J|just intonation]] [[#I|intervals]], associated with [[#C|concordance]] and [[#D|discordance]].
;[[wikipedia: Hertz|Hertz]] (Hz):A unit of [[#F|frequency]] defined as one oscillation per second.


; harmonic limit : See [[#P|prime limit]], [[#O|odd limit]] and [[#I|integer limit]].
==I==
;[[integer limit]]:The set of all [[#F|frequency ratios]] whose terms do not exceed a given maximum integer.


; [[wikipedia: Hertz|Hertz]] (Hz) : A unit of [[#F|frequency]] defined as one oscillation per second.
;[[interval]]:The relationship between two [[#P|pitches]], whose main property is [[#I|interval size]].


== I ==
;interval category:See [[#I|interval region]].
; [[integer limit]] : The set of all [[#F|frequency ratios]] whose terms do not exceed a given maximum integer.


; [[interval]] : The relationship between two [[#P|pitches]], whose main property is [[#I|interval size]].
;[[interval class]] :The set of all [[#I|intervals]] in a [[#S|scale]] which [[#S|subtend]] the same number of scale [[#S|steps]].


; interval category : See [[#I|interval region]].
;interval of equivalence:See [[#E|equave]].


; [[interval class]] : The set of all [[#I|intervals]] in a [[#S|scale]] which [[#S|subtend]] the same number of scale [[#S|steps]].
;[[interval quality]]:The relative size of an [[#I|interval]] compared to similar intervals (of the same [[#I|interval class]] or of the same [[#I|interval region]]).


; interval of equivalence : See [[#E|equave]].
;[[interval region]]:A range of [[#I|intervals]] of similar [[#I|size]].


; [[interval quality]] : The relative size of an [[#I|interval]] compared to similar intervals (of the same [[#I|interval class]] or of the same [[#I|interval region]]).  
;[[interval size]]:The distance between two [[#P|pitches]], usually expressed as a [[#F|frequency ratio]] or as a logarithmic measure (e.g. [[#C|cents]]).


; [[interval region]] : A range of [[#I|intervals]] of similar [[#I|size]].
;[[interval variety]]:The number of different [[#I|interval qualities]] available for an [[#I|interval class]] in a [[#S|scale]].


; [[interval size]] : The distance between two [[#P|pitches]], usually expressed as a [[#F|frequency ratio]] or as a logarithmic measure (e.g. [[#C|cents]]).
==J==
;[[just intonation]] (JI):The set of [[#I|intervals]] whose [[#F|frequency ratios]] are expressible as rational numbers.


; [[interval variety]] : The number of different [[#I|interval qualities]] available for an [[#I|interval class]] in a [[#S|scale]].
;[[just intonation subgroup]]:The set of [[#J|JI]] [[#I|intervals]] obtainable by stacking (finitely many) copies of a finite set of JI [[#G|generators]] up or down. For example, 7/6 and 49/32 are both in the 2.3.7 subgroup, the set of JI ratios obtained by stacking copies of 2/1, 3/1 and 7/1 up and down.


== J ==
==K==
; [[just intonation]] (JI) : The set of [[#I|intervals]] whose [[#F|frequency ratios]] are expressible as rational numbers.
==L==
;limit:See [[#P|prime limit]], [[#O|odd limit]] and [[#I|integer limit]].


; [[just intonation subgroup]] : The set of [[#J|JI]] [[#I|intervals]] obtainable by stacking (finitely many) copies of a finite set of JI [[#G|generators]] up or down. For example, 7/6 and 49/32 are both in the 2.3.7 subgroup, the set of JI ratios obtained by stacking copies of 2/1, 3/1 and 7/1 up and down.
;[[low-complexity just intonation]] (LCJI):An approach to [[#T|tuning]] based on a restricted set of simple [[#J|just intonation]] [[#I|intervals]].


== K ==
==M==
== L ==
;[[maximum variety]] (MV):The maximum [[#I|interval variety]] from all [[#I|interval classes]] of a [[#P|periodic scale]].
; limit : See [[#P|prime limit]], [[#O|odd limit]] and [[#I|integer limit]].


; [[low-complexity just intonation]] (LCJI) : An approach to [[#T|tuning]] based on a restricted set of simple [[#J|just intonation]] [[#I|intervals]].
;[[mediant]]:An binary operation on ratios ([[#F|frequency ratios]] or other) where the numerator of the result is the sum of the ratios' numerators, and the denominator of the result is the sum of the ratios' denominators.


== M ==
;[[mode]]:A particular rotation of a [[#S|scale]], e.g. Ionian, Dorian etc. for the [[#D|diatonic scale]].
; [[maximum variety]] (MV) : The maximum [[#I|interval variety]] from all [[#I|interval classes]] of a [[#P|periodic scale]].


; [[mediant]] : An binary operation on ratios ([[#F|frequency ratios]] or other) where the numerator of the result is the sum of the ratios' numerators, and the denominator of the result is the sum of the ratios' denominators.
;[[monzo]]:A representation of a [[#J|just intonation]] [[#I|interval]] using the exponents in its prime factorization; e.g. 81/80 = {{monzo|-4 4 -1}}.


; [[mode]] : A particular rotation of a [[#S|scale]], e.g. Ionian, Dorian etc. for the [[#D|diatonic scale]].
;[[moment-of-symmetry scale]] (MOS scale):A type of [[#S|scale]] that generalizes the [[#D|diatonic scale]] by preserving some of its properties, including [[#M|maximum-variety 2]] and [[#R|rank 2]].


; [[monzo]] : A representation of a [[#J|just intonation]] [[#I|interval]] using the exponents in its prime factorization; e.g. 81/80 = {{monzo|-4 4 -1}}.
;[[Myhill's property]]:The property of a [[#S|scale]] with [[#M|maximum variety]] 2.


; [[moment-of-symmetry scale]] (MOS scale) : A type of [[#S|scale]] that generalizes the [[#D|diatonic scale]] by preserving some of its properties, including [[#M|maximum-variety 2]] and [[#R|rank 2]].
==N==
;[[Neji]]:A near-[[#E|equal]] [[#J|just intonation]] (NEJI) scale.


; [[Myhill's property]] : The property of a [[#S|scale]] with [[#M|maximum variety]] 2.
==O==
;[[octave]]:The [[#I|interval]] with a frequency ratio of 2/1.


== N ==
;[[octave complement]]:See [[#C|complement]].
; [[Neji]] : A near-[[#E|equal]] [[#J|just intonation]] (NEJI) scale.


== O ==
;[[octave reduction]]:An operation on [[#I|intervals]] consisting in dividing or multiplying by 2 repeatedly until the result is greater than or equal to the [[#U|unison]] and less than the [[#O|octave]].
; [[octave]] : The [[#I|interval]] with a frequency ratio of 2/1.


; [[octave complement]] : See [[#C|complement]].
;[[odd limit]]:The set of all [[#F|frequency ratios]] whose terms, once all powers of 2 are removed, do not exceed a given maximum odd number.


; [[octave reduction]] : An operation on [[#I|intervals]] consisting in dividing or multiplying by 2 repeatedly until the result is greater than or equal to the [[#U|unison]] and less than the [[#O|octave]].
;[[overtone]]:A [[#P|partial]] above a fundamental [[#F|frequency]], often assumed to be a [[#H|harmonic]] partial, or an independent [[#P|pitch]] corresponding to that partial.


; [[odd limit]] : The set of all [[#F|frequency ratios]] whose terms, once all powers of 2 are removed, do not exceed a given maximum odd number.
==P==
;[[partial]]:A sine wave component of a periodic sound.


; [[overtone]] : A [[#P|partial]] above a fundamental [[#F|frequency]], often assumed to be a [[#H|harmonic]] partial, or an independent [[#P|pitch]] corresponding to that partial.
;[[period]] (or interval of repetition):The [[#I|interval]] that spans the smallest [[#S|step pattern]] that can "tile" a scale.


== P ==
;[[periodic scale]]:A [[#S|scale]] that repeats at a [[#P|period]], often assumed to be the [[#O|octave]] or other [[#E|equave]].
; [[partial]] : A sine wave component of a periodic sound.


; [[period]] (or interval of repetition) : The [[#I|interval]] that spans the smallest [[#S|step pattern]] that can "tile" a scale.
;[[wikipedia: Pitch (music)|pitch]]:The property of some sounds that allows them to be ordered on a one-dimensional 'pitch axis'. Often measured by the frequency (in hertz) of a sine wave having the same pitch.


; [[periodic scale]] : A [[#S|scale]] that repeats at a [[#P|period]], often assumed to be the [[#O|octave]] or other [[#E|equave]].
;[[polymicrotonal]] (or polysystemic):The use of multiple [[#T|tuning systems]] in the same piece.


; [[wikipedia: Pitch (music)|pitch]] : The property of some sounds that allows them to be ordered on a one-dimensional 'pitch axis'. Often measured by the frequency (in hertz) of a sine wave having the same pitch.
;[[prime limit]]:The set of all [[#F|frequency ratios]] whose terms' prime factors do not exceed a maximum prime number.


; [[polymicrotonal]] (or polysystemic) : The use of multiple [[#T|tuning systems]] in the same piece.
;[[Pythagorean tuning]]:A [[#T|tuning system]] based on [[#S|stacking]] the interval [[3/2]] repeatedly, [[#O|octave-reducing]] as necessary.


; [[prime limit]] : The set of all [[#F|frequency ratios]] whose terms' prime factors do not exceed a maximum prime number.
==Q==
;quality:See [[#I|interval quality]].


; [[Pythagorean tuning]] : A [[#T|tuning system]] based on [[#S|stacking]] the interval [[3/2]] repeatedly, [[#O|octave-reducing]] as necessary.
==R==
;[[rank]]:The number of [[#G|generators]] of a set of [[#I|intervals]], i.e. the set's dimensionality (not to be confused with the [[dimensionality]] of the temperament itself). For example, [[12edo]] is rank-1 because it can be generated by the semitone; [[Pythagorean tuning]] is rank-2 because it can be generated by the primes {2, 3}.


== Q ==
;ratio:See [[#I|interval ratio]] and [[#S|step ratio]]. May also be used to designate other mathematical [[Wikipedia:Ratio|ratios]].
; quality : See [[#I|interval quality]].


== R ==
;[[reference tone]] (or reference pitch):An agreed-upon fundamental or dominant [[#F|frequency]] that musical instruments will reference when adjusting tuning.
; [[rank]] : The number of [[#G|generators]] of a set of [[#I|intervals]], i.e. the set's dimensionality (not to be confused with the [[dimensionality]] of the temperament itself). For example, [[12edo]] is rank-1 because it can be generated by the semitone; [[Pythagorean tuning]] is rank-2 because it can be generated by the primes {2, 3}.


; ratio : See [[#I|interval ratio]] and [[#S|step ratio]]. May also be used to designate other mathematical [[Wikipedia:Ratio|ratios]].
;region:See [[#I|interval region]].


; [[reference tone]] (or reference pitch) : An agreed-upon fundamental or dominant [[#F|frequency]] that musical instruments will reference when adjusting tuning.
;[[regular temperament]]:A mapping from a [[domain]] (such as a [[prime limit]] or [[just intonation subgroup]]) to a set of intervals with fewer generators. Expressible as a [[mapping|mapping matrix]] whose columns are generators of the just intonation and whose rows are generators of the temperament. In particular, the row vectors are called [[val]]s or [[map]]s.


; region : See [[#I|interval region]].
==S==
;[[scale]]:A sequence of [[#P|pitches]] (sometimes expressed as a sequence of [[#I|interval]]s relative to the [[#T|tonic]]); usually contains every pitch of a given musical phrase or passage. Not to be confused with "[[#T|tuning system]]".


; [[regular temperament]] : A mapping from a [[domain]] (such as a [[prime limit]] or [[just intonation subgroup]]) to a set of intervals with fewer generators. Expressible as a [[mapping|mapping matrix]] whose columns are generators of the just intonation and whose rows are generators of the temperament. In particular, the row vectors are called [[val]]s or [[map]]s.
;scale signature:An expression using the step sizes of a scale, where the coefficient in front of each step tells you how many of that step size the scale has. A [[mos]] scale has a scale signature of aL bs for step sizes L > s. Other scales may have more complex signatures such as 5L 2M 3s.


== S ==
;size:See [[#I|interval size]].
; [[scale]] : A sequence of [[#P|pitches]] (sometimes expressed as a sequence of [[#I|interval]]s relative to the [[#T|tonic]]); usually contains every pitch of a given musical phrase or passage. Not to be confused with "[[#T|tuning system]]".


; scale signature : An expression using the step sizes of a scale, where the coefficient in front of each step tells you how many of that step size the scale has. A [[mos]] scale has a scale signature of aL bs for step sizes L > s. Other scales may have more complex signatures such as 5L 2M 3s.
;[[step]]:An [[#I|interval]] between two consecutive [[#T|tones]] of a [[#S|scale]].


; size : See [[#I|interval size]].
;1, 2, 3...-step:A 1, 2, 3, ...-step interval in any scale.


; [[step]] : An [[#I|interval]] between two consecutive [[#T|tones]] of a [[#S|scale]].
;[[step pattern]]:The sequence of [[#S|steps]] that occurs in a scale, usually written using letters to represent relative [[#I|interval sizes]] (L for large, M for medium, s for small, etc.).


; 1, 2, 3...-step: A 1, 2, 3, ...-step interval in any scale.
;[[step ratio]]:The ratio between the [[#I|interval sizes]] of a [[#S|scale]]'s [[#S|steps]].


; [[step pattern]] : The sequence of [[#S|steps]] that occurs in a scale, usually written using letters to represent relative [[#I|interval sizes]] (L for large, M for medium, s for small, etc.).
;[[strict variety]] (SV):The [[#I|interval variety]] of all [[#I|interval classes]] of a [[#P|periodic scale]], when all interval classes have the same interval variety.


; [[step ratio]] : The ratio between the [[#I|interval sizes]] of a [[#S|scale]]'s [[#S|steps]].
;[[subgroup]]:See [[#J|Just intonation subgroup]].


; [[strict variety]] (SV) : The [[#I|interval variety]] of all [[#I|interval classes]] of a [[#P|periodic scale]], when all interval classes have the same interval variety.
;[[subharmonic]]:A unit fraction of the fundamental [[#F|frequency]] of a sound; also implicitly used in the sense of "subharmonic [[#P|partial]]" or "subharmonic [[#U|undertone]]".


; [[subgroup]] : See [[#J|Just intonation subgroup]].
;[[subharmonic series]]:A sequence of [[#T|tones]] generated by unit-fraction [[#F|frequency ratios]] under a fundamental.


; [[subharmonic]] : A unit fraction of the fundamental [[#F|frequency]] of a sound; also implicitly used in the sense of "subharmonic [[#P|partial]]" or "subharmonic [[#U|undertone]]".
;subtend:Of an interval size, to occur as a certain number of steps in a given scale.
:''In the diatonic scale, the perfect fifth always subtends 4 steps.''


; [[subharmonic series]] : A sequence of [[#T|tones]] generated by unit-fraction [[#F|frequency ratios]] under a fundamental.
==T==
;[[temperament]]:Historically, a [[#T|tuning system]] that slightly compromises the pure [[#I|intervals]] of (low-complexity) [[#J|just intonation]] to meet other requirements. Modern use of the term usually implies "[[#R|regular temperament]]".


; subtend : Of an interval size, to occur as a certain number of steps in a given scale.
;[[ternary scale]]:A [[#S|scale]] with three different [[#S|step]] sizes.
: ''In the diatonic scale, the perfect fifth always subtends 4 steps.''


== T ==
;[[timbre]]:The perceived sound quality of a musical note, which allows a listener to tell different instruments apart.
; [[temperament]] : Historically, a [[#T|tuning system]] that slightly compromises the pure [[#I|intervals]] of (low-complexity) [[#J|just intonation]] to meet other requirements. Modern use of the term usually implies "[[#R|regular temperament]]".


; [[ternary scale]] : A [[#S|scale]] with three different [[#S|step]] sizes.
;[[tone]]:An individual [[#P|pitch]] from a [[#C|chord]], [[#S|scale]], [[#T|tuning system]], etc.


; [[timbre]] : The perceived sound quality of a musical note, which allows a listener to tell different instruments apart.
;[[tritave]]:A synonym of [[3/1]] third harmonic, especially in the context of [[nonoctave]] music.


; [[tone]] : An individual [[#P|pitch]] from a [[#C|chord]], [[#S|scale]], [[#T|tuning system]], etc.  
;[[tuning system]]:A set of [[#P|pitches]] (sometimes expressed as a set of [[#I|interval]]s relative to the [[#T|tonic]]); contains every pitch of a given musical instrument or piece. Not to be confused with "[[#S|scale]]".


; [[tritave]] : A synonym of [[3/1]] third harmonic, especially in the context of [[nonoctave]] music.
==U==
;[[undertone]]:A [[#P|partial]] below a fundamental [[#F|frequency]], often assumed to be a [[#S|subharmonic]] partial, or an independent [[#P|pitch]] corresponding to that partial.


; [[tuning system]] : A set of [[#P|pitches]] (sometimes expressed as a set of [[#I|interval]]s relative to the [[#T|tonic]]); contains every pitch of a given musical instrument or piece. Not to be confused with "[[#S|scale]]".
;[[unison]]:The [[#I|interval]] between two [[#T|tones]] that are identical in [[#P|pitch]].


== U ==
;[[unit of interval size]]:An [[#I|interval]] used to measure the [[#I|size]] of other intervals.
; [[undertone]] : A [[#P|partial]] below a fundamental [[#F|frequency]], often assumed to be a [[#S|subharmonic]] partial, or an independent [[#P|pitch]] corresponding to that partial.


; [[unison]] : The [[#I|interval]] between two [[#T|tones]] that are identical in [[#P|pitch]].
==V==
;variety:See [[#I|interval variety]].


; [[unit of interval size]] : An [[#I|interval]] used to measure the [[#I|size]] of other intervals.
==W==
 
==X==
== V ==
==Y==
; variety : See [[#I|interval variety]].
==Z==
 
== W ==
== X ==
== Y ==
== Z ==


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== See also ==
==See also==
* [[Acronyms]]
*[[Acronyms]]
* [[Dave Keenan & Douglas Blumeyer's guide to RTT: conventions for names, variables, units, and notations]]
*[[Dave Keenan & Douglas Blumeyer's guide to RTT: conventions for names, variables, units, and notations]]
* [[Glossary for combinatorics on words]]
*[[Glossary for combinatorics on words]]


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[[Category:Overview]]
[[Category:Overview]]