1998
DOI: 10.2307/3345764
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An Examination of the Intonation Tendencies of Wind Instrumentalists Based on Their Performance of Selected Harmonic Musical Intervals

Abstract: This study is an examination of intonation trends of expeienced wind instrumentalists with regard to harmonic intervals. Factors of interest were tuning system, location, interval type, direction of deviation from equal temperament, and group. Subjects (N =16) were experienced wind instrumentalists (8 professionals, 8 advanced students). Subjects recorded a duet, first playing the melody with a synthesized harmony line, and then vice versa. Target intervals were analyzed, converted to cent distance, and compar… Show more

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Cited by 28 publications
(40 citation statements)
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“…Since the Renaissance, ratio theorists and like-minded composers have tended to favour Just ratios over Pythagorean, perhaps because they involve smaller numbers and therefore seem more plausible (Barlow, 1987;Gilmore, 1995;Hasegawa, 2006) -in spite of the practical impossibility of justly tuning all intervals between all tones in a regular diatonic scale. But modern empirical research on intonation in music performance has repeatedly shown that in the performance of Western tonal music tuning tends to be closer on average to 12 equal subdivisions per octave (12-EDO) or Pythagorean than to Just (Devaney, Mandel, & Fujinaga, 2012;Duke, 1985;Greene, 1937;Karrick, 1998;Loosen, 1993;Mason, 1960;Morrison, 2000;Nickerson, 1949;O'Keefe, 1975;Rakowski, 1985;Sundberg, 1982).…”
Section: Theories Based On Number or Frequency Ratiosmentioning
confidence: 99%
“…Since the Renaissance, ratio theorists and like-minded composers have tended to favour Just ratios over Pythagorean, perhaps because they involve smaller numbers and therefore seem more plausible (Barlow, 1987;Gilmore, 1995;Hasegawa, 2006) -in spite of the practical impossibility of justly tuning all intervals between all tones in a regular diatonic scale. But modern empirical research on intonation in music performance has repeatedly shown that in the performance of Western tonal music tuning tends to be closer on average to 12 equal subdivisions per octave (12-EDO) or Pythagorean than to Just (Devaney, Mandel, & Fujinaga, 2012;Duke, 1985;Greene, 1937;Karrick, 1998;Loosen, 1993;Mason, 1960;Morrison, 2000;Nickerson, 1949;O'Keefe, 1975;Rakowski, 1985;Sundberg, 1982).…”
Section: Theories Based On Number or Frequency Ratiosmentioning
confidence: 99%
“…24 This approach was presumably chosen because Bowling et al's (2018) periodicity/harmonicity model requires just tuning, but it should be noted that just tuning itself is not commonly adopted in Western music performance (e.g. Karrick, 1998;Kopiez, 2003;Loosen, 1993). It should also be noted that tuning a chord in this way does not ensure that the intervals between non-bass notes are just-tuned, and certain chords can sound unusually dissonant as a result compared to their equal-tempered equivalents.…”
Section: Bowling Et Al (2018)mentioning
confidence: 99%
“…As suggested by several studies, accompaniment can also affect the intonation of performers (Karrick, 1998;Geringer, Madsen, & Dunnigan, 2001). Several studies have been undertaken to estimate the value of accompaniment in a performer's intonation.…”
Section: Intonation and Tone Qualitymentioning
confidence: 99%
“…The topic of intonation has been investigated by many researchers and most often in relation to performance (Geringer, 1978;Geringer & Worthy, 1999;Kantorski, 1986;Karrick, 1998). As part of intonation research, studies have often focused on aural skill training and the abilities of young musicians.…”
Section: Review Of Literaturementioning
confidence: 99%
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