Abstract
In the next eight chapters, we consider some aspects of the science of bowed string instruments, old and new. In this chapter, we present a brief discussion of bowed strings, a subject that will be developed much more thoroughly in Chap. 16. Chapters 13–15 discuss the violin, the cello, and the double bass. Chapter 17 discusses viols and other historic string instruments, and Chap. 18 discusses the Hutchins–Schelleng violin octet.
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Notes
- 1.
On the Crumb score the following note is given: “Pedal tones are produced by moving bow very slowly while exerting great pressure. Since various ‘partials’ are obtainable, the player should calculate carefully [the] distance from [the] bridge and bow pressure in order to produce the lower octave.”
References
X. Boutillon (1991) Analytical investigations of the flattening effect: The reactive power balance rule, J. Acoust. Soc. Am. 90, 745–763.
L. Cremer (1981) Physik der Geige. Hirtzel Verlag, Stuttgart. English translation by J.S. Allen, MIT Press, Cambridge, MA (1984).
N. H. Fletcher and T. D. Rossing (1998) The Physics of musical instruments 2nd ed, Springer, New York.
J. Gold (1995) Paganini: virtuoso, collector, and dealer, J. Violin Soc. Am. XIV, 67–88.
K. Guettler (1994) Wave analysis of a string bowed to anomalous low frequencies, Catgut Acoust. Soc. J. 6(II), 8–14.
R. J. Hanson, F. W. Halgedahl, and A. J. Schneider (1994) Anomalous low-pitched tones from a bowed violin string, Catgut Acoust. Soc. J. 6(II), 1–7. Copies are obtainable from Department of Physics, University of Northern Iowa, Cedar Falls, IA 50614, USA.
M. Kimura (1999) How to produce subharmonics on the violin, J. New Music Res. 28(2), 178–184.
M. Kondo, and H. Kubota (1985) A new identification expression of Helmholtzian waves and their formation mechanism, Proc. SMAC 83, Stockholm, Royal Swedish Academy of Music 245–261.
O. Krigar-Menzel, and A. Raps (1891) Aus der Sitzungberichten, Ann. Phys. Chem. 44, 613–644.
B. Lawergren (1983) Harmonics of S-motion on bowed strings. J. Acoust. Soc. Am. 73, 2174–2179.
M. E. McIntyre, and J. Woodhouse (1978) The acoustics of stringed musical instruents. Interdisciplinary Science Reviews 3, 157–173.
R. Neuwirth (1994) From Sciarrino to subharmonics, Strings 44(September/October), 60–66.
R. Pitteroff (1994) Modelling of the bowed string taking into account the width of the bow. In: Proc. SMAC 93, eds. A. Friberg, J. Ewarsson, E. Janson, and J. Sundberg, Royal Swedish Academy of Music, Stockholm.
C. V. Raman (1918) On the mechanical theory of the vibrations of bowed stringsand of musical instruments of the violin family, with experimental verification of the results, Bull. 15, The Indian Association for the Cultivation of Science.
T. D. Rossing, F. R. Moore, and P. A. Wheeler (2002) Science of Sound, 3rd ed. Addison-Wesley, San Francisco.
J. C. Schelleng (1973) The bowed string and the player. J. Acoust. Soc. Am. 53, 26–41.
J. C. Schelleng (1974) The physics of the bowed string, Sci. Am. 230(1), 87–95.
R. T. Schumacher (1994) Measurements of some parameters of bowing, J. Acoust. Soc. Am. 96, 1985–1998.
H. L. F. von Helmholtz (1877) On the Sensations of Tone, 4th ed., Translation by A.J. Ellis, Dover, New York (1954).
J. Woodhouse (1995). Self-sustained musical oscillators. In: Mechanics of Musical Instruments, eds. A. Hirschberg, J. Kergomard, and G. Weinreich, Springer-Verlag, Wien.
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Rossing, T.D., Hanson, R.J. (2010). Bowed Strings. In: Rossing, T. (eds) The Science of String Instruments. Springer, New York, NY. https://doi.org/10.1007/978-1-4419-7110-4_12
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