Nonlinear Commuted Synthesis of Bowed Strings

International Computer Music Conference, ICMC Proceedings

Volumn , Issue , 1997, Pages

  Smith, Julius O ^a  

^a STANFORD UNIVERSITY   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

BOWED STRING; HIGH FREQUENCY HF; NON-LINEAR MODELLING; SYNTHESIS MODELS;

COMPUTER MUSIC;

EID: 85159439289     PISSN: 22233881     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (13)

1. [Chafe 1990] Chafe, C. 1990. "Pulsed Noise in Self-Sustained Oscillations of Musical Instruments." In: Proc. Int. Conf. Acoustics, Speech, and Signal Processing, Albuquerque. New York: IEEE Press. Available as CCRMA Technical Rep ort STAN-M-65, Music Dept., Stanford University.
2. [Co ok 1996] Co ok, P. R. 1996. "Synthesis To olKit in C++, Version 1.0." In: SIG-GRAPH Proceedings. Asso c. Comp. Mach. See http://www.cs.princeton.edu/~prc/NewWork.html for a copy of this pap er and the software. (All simulations for this pap er were done using the STK and Matlab.)
3. [Guettler 1992] Guettler, K. 1992. "The Bowed String Computer Simulated | Some Characteristic Features of the Attack." Catgut Acoustical Soc. Journal, 2(2):22{26. Series I I.
4. [Ja e and Smith 1995] Ja e, D. A., and J. O. Smith. 1995. "Performance Expression in Commuted Waveguide Synthesis of Bowed Strings." Pages 343{346 of: Proc. 1995 Int. Computer Music Conf., Ban. Computer Music Asso ciation (CMA).
5. [Karjalainen and Smith 1996] Karjalainen, M., and J. O. Smith. 1996. "Bo dy Mo deling Techniques for String Instrument Synthesis." In: Proc. 1996 Int. Computer Music Conf., Hong Kong. CMA.
6. [McIntyre and Wo o dhouse 1979] McIntyre, M. E., and J. Wo o dhouse. 1979. "On the Fundamentals of Bowed String Dynamics." Acustica, 43(2):93{108.
7. [Pickering 1991] Pickering, N. C. 1991. The Bowed String. Mattituck NY: Amereon, Ltd. Also available from Bowed Instruments, 23 Culver Hill, Southampton, NY 11968.
8. [Pittero 1993] Pittero, R. 1993. "Mo delling of the b owed string taking into account the width of the b ow." Pages 407{410 of: Proc. Stockholm Musical Acoustics Conference (SMAC-93). Sto ckholm: Royal Swedish Academy of Music.
9. [Raman 1918] Raman, C. V. 1918. "On the Mechanical Theory of Vibrations of Bowed Strings, etc." Indian Assoc. Cult. Sci. Bul l., 15:1{158.
10. [Smith 1990] Smith, J. H. 1990. Stick-Slip Vibration and its Constitutive Laws. Ph.D. thesis, Cambridge Univ. [Smith 1986] Smith, J. O. 1986. "Efficient Simulation of the Reed-Bore and Bow-String Mechanisms." Pages 275{280 of: Proc. 1986 Int. Computer Music Conf., The Hague. CMA.
11. [Smith 1993] Smith, J. O. 1993. "Efficient Synthesis of Stringed Musical Instruments." Pages 64{71 of: Proc. 1993 Int. Computer Music Conf., Tokyo. CMA.
12. [Smith 1996] Smith, J. O. 1996. "Physical Mo deling Synthesis Up date." Computer Music J., 20(2):44{56. Available online at http://www-ccrma.stanford.edu/~jos/.
13. [von Helmholtz 1863] von Helmholtz, H. L. F. 1863. On the Sensations of Tone as a Physiological Basis for the Theory of Music. New York: Dover. English translation by A. J. Ellis. 1954.