GRAMOTA Publishers suggests publishing your scientific articles in periodicals
Pedagogy. Issues of Theory and PracticePhilological Sciences. Issues of Theory and PracticeManuscript

Archive of Scientific Articles

SOURCE:   Historical, Philosophical, Political and Law Sciences, Culturology and Study of Art.
Issues of Theory and Practice
. Tambov: Gramota, 2015. № 12. Part 4. P. 71-75. ISSN 1997-292X.
SCIENTIFIC AREA: Study of Art
To Publish Article in the Journal | To show issue content | To show all articles in section | Subject Index

License Agreement on scientific materials use.

CHORD QUINT FUNCTIONS

Zakharov Yurii Konstantinovich
Academy of Choral Art named after V. S. Popov


Abstract. The article proposes a complementary theory of harmonic functions (in tonal music), the basic characteristics of which is a number of quint steps separating the chord basic tone from the key-note. The functional system based exclusively on the chord quint relations differs from the traditional one (based on quint-tierce relations including the functional satellites Tp , Dp , Sp , Tc , Dc, Sc ) and helps to discover special functional shades usually concealed beyond the habitual concepts of dominant and subdominant. The author proposes a new system of "quint functions" conventional designations and introduces his own theory analyzing a fragment from the Nocturne op. 15 № 3 by F. Chopin.
Key words and phrases: гармонические функции, тональная система, квинтовый индекс, тяготение, Э. Курт, Ф. Шопен, harmonic functions, tonal system, quint index, attraction, E. Kurth, F. Chopin.
Open the whole article in PDF format. Free PDF-files viewer can be downloaded here.

 

References:
  1. Zakharov Yu. K. Kvintovyi indeks (ob odnom vspomogatel'nom metode garmonicheskogo analiza) // Istoricheskie, filosofskie, politicheskie i yuridicheskie nauki, kul'turologiya i iskusstvovedenie. Voprosy teorii i praktiki. Tambov: Gramota, 2014. № 5 (43). Ch. 3. S. 65-74.
  2. Kurt E. Osnovy linearnogo kontrapunkta: melodicheskaya polifoniya Bakha / pod red. i so vstup. stat'ei B. V. Asaf'eva. M.: Muzgiz, 1931. 304 s.
  3. Lagutina E. V. Genrikh Shenker i ego "Uchenie o garmonii": diss. … k. iskusstvovedeniya: v 2-kh t. M., 2014. T. 1. 258 s.; T. 2. 267 c.
  4. Piman G. Uproshchennaya garmoniya, ili Uchenie o tonal'nykh funktsiyakh akkordov / per. Yu. Engelya. M.: Izd. P. Yurgensona, 1901. 286 s.
  5. Kholopov Yu. N. Garmoniya: teoreticheskii kurs. M.: Muzyka, 1988. 512 s.
  6. Kholopov Yu. N., Kirillina L. V., Kyuregyan T. S., Lyzhov G. I., Pospelova R. L., Tsenova V. S. Muzykal'no-teoreticheskie sistemy: uchebnik dlya istoriko-teoreticheskikh i kompozitorskikh fakul'tetov muzykal'nykh vuzov. M.: Kompozitor, 2006. 632 s.
  7. Riemann H. Handbuch der Harmonielehre. Leipzig: Breitkopf & H?rtel, 1929. 234 S.

To Publish Article in the Journal | To show issue content | To show all articles in section | Subject Index

© 2006-2019 GRAMOTA Publishers

site development and search engine optimization (seo): krav.ru