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Modelling Tonal Attraction Between Adjacent Musical Elements

Bibliographic Data

ID14872159
AuthorsMatthew Woolhouse, Matthew H Woolhouse (0000-0002-4977-9460, University of Cambridge, corresponding author)
Year2009
Volume38
Issue4
Pages357-379
Publication date2009-12-01
Open AccessNo
TypeARTICLE
VenueJournal of New Music Research (JOURNAL)
Journal identifiersISSN: 0929-8215 • E-ISSN: 1744-5027
PublisherInforma UK Limited (PUBLISHER • GB)
DOI10.1080/09298210903180252
OpenAlexW1988473941
LanguageEN
Citations received2
References cited39

A context-independent model of tonal attraction is presented based on the formal musical property of interval cycles. An interval cycle is the minimum number of additive iterations of an interval that are required for the original pitch classes to be re-stated. Interval cycles are conjectured to give rise to an abstract grouping property, interval cycle proximity, which in turn is responsible for tonal attraction. The model was tested using a probe tone experiment requiring subjects to rate the probe for strength of attraction/resolution with respect to a preceding context chord. The results, displayed as ‘attraction profiles’, agreed with the predictions of the model, and showed that even diatonic chords, such as dominant sevenths, can be heard chromatically. The results are discussed in relation to examples of real music and previous research within the field

Acoustics · Art · Attraction · Linguistics · Musical · Physics · Speech recognition · Visual arts · Computer Science · Music and Audio Processing · Music Technology and Sound Studies · Neuroscience and Music Perception

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  • Sweet Anticipation

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  • Auditory Scene Analysis

    Albert S Bregman•Auditory Scene Analysis•1990

  • Tracing the dynamic changes in perceived tonal organization in a spatial representation of musical keys.

    Carol L Krumhansl, Edward J Kessler•Psychological Review•1982

  • Tonal Consonance and Critical Bandwidth

    R Plomp, Willem J M Levelt•The Journal of the Acoustical…•1965

  • Pitch properties of chords of octave-spaced tones

    Richard Parncutt•Contemporary Music Review•1993

Citations per year0.13
Citation span2010 - 2016 (7)
Highly citedNo

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