SOME ASPECTS OF TUNING AND CLEAN INTONATION IN REED INSTRUMENTS

被引:52
作者
DALMONT, JP
GAZENGEL, B
GILBERT, J
KERGOMARD, J
机构
[1] Laboratoire d'Acoustique, l'Université du Maine, URA CNRS, 72017 Le Mans Cedex, 1101, Avenue Olivier Messiaen
关键词
REED INSTRUMENT; RESONANCE FREQUENCY; CLARINET; ALTO SAXOPHONE; OBOE; INHARMONICITY; EMBOUCHURE;
D O I
10.1016/0003-682X(95)93950-M
中图分类号
O42 [声学];
学科分类号
070206 ; 082403 ;
摘要
The influence of the first and second resonance frequencies on tuning, timbre (or tone colour) and ease of playing is investigated for reed instruments, such as the clarinet, alto saxophone and oboe. Theoretical analyses of the effects of the reed and the player embouchure (i.e. lip position and pressure on the reed) are reviewed, as well as the consequences of inharmonicity in the resonance frequencies. This review allows us to present interesting interpretations of the numerous experiments reported here. Three kinds of results are given: (I) comparison of playing frequencies and first resonance frequencies, for several fingerings with or without open register hole, leading to the definition of a frequency independent length correction for the embouchure; (2) examination of the effect of inharmonicity of the two first resonance frequencies on both tone colour and ease of playing, the causes coming from either the player embouchure or the instrument construction, (3) comparison between theory and experiment for the inharmonicity produced by the changes in conicity in oboes, lending to an interpretation of the maker's choices. The results show how judicious use of simple tools, such as calculations or measurements of input impedance or playing data obtained using an artificial mouth, can be of help to the understanding of instrument construction and to the instrument designer.
引用
收藏
页码:19 / 60
页数:42
相关论文
共 41 条
[11]  
Worman, Self-sustained non-linear oscillations of medium amplitude in clarinet-like systems, PhD thesis, (1971)
[12]  
Wilson, Beavers, Operating modes of the clarinet, J. Acoust. Soc. Am., 56, pp. 653-658, (1974)
[13]  
Hirschberg, Van de Laar, Marrou-Maurrieres, Wijnands, A quasi stationary model of the air flow in the reed channel of single reed woodwind instruments, Acustica, 70, pp. 146-154, (1990)
[14]  
Fletcher, Excitation mechanism in woodwind and brass instruments, Acustica, 43, pp. 63-72, (1979)
[15]  
Saneyoshi, Teramura, Yoshikawa, Feedback oscillations in reed woodwind and brasswind instruments, Acustica, 62, pp. 194-210, (1987)
[16]  
Schumacher, Self sustained oscillations of the clarinet: an integral equation approach, Acustica, 40, pp. 298-309, (1978)
[17]  
Gilbert, Kergomard, Ngoya, Calculation of the steady state oscillations of a clarinet using the harmonic balance technique, The Journal of the Acoustical Society of America, 86, pp. 35-41, (1989)
[18]  
Schumacher, Ab initio calculations of the oscillation of a clarinet, Acustica, 48, pp. 71-85, (1981)
[19]  
McIntyre, Schumacher, Woodhouse, On the oscillations of musical instruments, The Journal of the Acoustical Society of America, 74, pp. 1325-1345, (1983)
[20]  
Keefe, Physical modelling of wind instruments, Computer Music Journal, 16, 4, pp. 57-73, (1992)