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下の現在に調律に関して開発した理論方法です。 | 下の現在に調律に関して開発した理論方法です。 | ||
* 平均律: 一つ程度を使って、いろんな平均分配で割った調律である。 | |||
* [[MOS音階| MOS音階]]: Tunings (or better, scales) that use iterations of a generating interval, modulo a period interval, to produce scales of two step-sizes. | |||
* 純正調: 基本周波数を整数比に関するための調子調律です。調和級数、整数周波数、調整菱形、エイコサニ、フォッカ・ブロックのなど、見本が莫大世界があります。 | * 純正調: 基本周波数を整数比に関するための調子調律です。調和級数、整数周波数、調整菱形、エイコサニ、フォッカ・ブロックのなど、見本が莫大世界があります。 | ||
* | ** [[Combination product sets]] | ||
* | ** [[Fokker blocks]] | ||
** The [[harmonic series]] and [[subharmonic series]] | |||
** [[Harmonic limits]] | |||
** [[isoharmonic_chords|Isoharmonic chords/scales]] | |||
** [[Just intonation subgroup]]s | |||
** [[NEJI]] scales (near-equal just intonation) | |||
** [[Overtone scale]]s/[[AFDO]]s | |||
** [[Primodality]] | |||
** [[Tonality diamond]]s | |||
** [[Tritriadic scale]]s | |||
** Undertone scales/[[IFDO]]s | |||
** etc. | |||
* [[Regular_Temperaments|Regular Temperaments]]: (including Linear Temperaments): a centuries-old practice that has recently undergone a mathematical facelift, in which Just Intonation is selectively and regularly detuned in various ways, to better meet a variety of compositional desires | |||
* [[Timbral tuning]]: An approach similar to just intonation, but using an instrument's actual, non-harmonic overtone spectrum (e.g. the partials of a metal bar, drum head, or synthesized timbre) to relate frequencies instead of the harmonic series. | |||
* Extensions or alterations of just intonation: | |||
** [[Homothetic just intonation]] | |||
** [[Powharmonic series]] | |||
* [[Historical_Western_Temperaments|西洋のない]]とか、土着とか、古い文化の音楽伝統です。 | * [[Historical_Western_Temperaments|西洋のない]]とか、土着とか、古い文化の音楽伝統です。 | ||
** アフリカ | |||
** 古代ギリシア | |||
** アラビア、ターキー、ペルシア | ** アラビア、ターキー、ペルシア | ||
** [http://orthodoxwiki.org/Byzantine_Chant#The_scale Byzantine] | |||
** [[Music of Georgia|Georgian]] | |||
** インド(北国、南国) | ** インド(北国、南国) | ||
** | ** インドネシア | ||
** 先コロンブス期 | |||
** タイ | ** タイ | ||
* | * 史上西洋調律: 多少の常習音楽で使ったウエル・テンペラメント調律またはミーントーン調律である。 | ||
* [[テトラコード|テトラコード]]: the use of divided fourths as building blocks for composition. | |||
* [[ | == Subjective processes == | ||
* [[ | The following approaches describe the subjective exploration process or its representations rather than its objective, audible result: | ||
* [[Contextual Xenharmonics]]: The exploration of why things sound the way they do to some and not others. | |||
* [[Empirical|Empirical]] This is a form of hands-on, field research as opposed to a form of acoustical or scale engineering where tunings are specifically derived from listening and playing experiments carried out in the pitch continuum. | * [[Empirical|Empirical]] This is a form of hands-on, field research as opposed to a form of acoustical or scale engineering where tunings are specifically derived from listening and playing experiments carried out in the pitch continuum. | ||
* [[Pretty_Pictures|Pretty Pictures]] that represent scales in one way or another | * [[Pretty_Pictures|Pretty Pictures]] that represent scales in one way or another | ||
* [[Musical notation]](pretty pictures for a the purpose of writing music down) | * [[Musical notation]](pretty pictures for a the purpose of writing music down) | ||
2024年9月23日 (月) 12:36時点における版
下の現在に調律に関して開発した理論方法です。
- 平均律: 一つ程度を使って、いろんな平均分配で割った調律である。
- MOS音階: Tunings (or better, scales) that use iterations of a generating interval, modulo a period interval, to produce scales of two step-sizes.
- 純正調: 基本周波数を整数比に関するための調子調律です。調和級数、整数周波数、調整菱形、エイコサニ、フォッカ・ブロックのなど、見本が莫大世界があります。
- Combination product sets
- Fokker blocks
- The harmonic series and subharmonic series
- Harmonic limits
- Isoharmonic chords/scales
- Just intonation subgroups
- NEJI scales (near-equal just intonation)
- Overtone scales/AFDOs
- Primodality
- Tonality diamonds
- Tritriadic scales
- Undertone scales/IFDOs
- etc.
- Regular Temperaments: (including Linear Temperaments): a centuries-old practice that has recently undergone a mathematical facelift, in which Just Intonation is selectively and regularly detuned in various ways, to better meet a variety of compositional desires
- Timbral tuning: An approach similar to just intonation, but using an instrument's actual, non-harmonic overtone spectrum (e.g. the partials of a metal bar, drum head, or synthesized timbre) to relate frequencies instead of the harmonic series.
- Extensions or alterations of just intonation:
- 西洋のないとか、土着とか、古い文化の音楽伝統です。
- 史上西洋調律: 多少の常習音楽で使ったウエル・テンペラメント調律またはミーントーン調律である。
- テトラコード: the use of divided fourths as building blocks for composition.
Subjective processes
The following approaches describe the subjective exploration process or its representations rather than its objective, audible result:
- Contextual Xenharmonics: The exploration of why things sound the way they do to some and not others.
- Empirical This is a form of hands-on, field research as opposed to a form of acoustical or scale engineering where tunings are specifically derived from listening and playing experiments carried out in the pitch continuum.
- Pretty Pictures that represent scales in one way or another
- Musical notation(pretty pictures for a the purpose of writing music down)
- Nominal-Accidental Chains A common approach to notation
- the notion of a Scalesmith who builds scales, with various methods, perhaps for single occasions
- Mathematically based scales
- Acoustically-based scales (resonant frequencies of performance space, for example)
- Scale transformation and stretching
- Counter-intuitive, random, arbitrary scales