The First International Conference on Music Perception and Cognition

نویسنده

  • Roy D Patterson
چکیده

In the traditional representation, musical pitch is a helix – a single valued function existing in three space, much like a stretched coil spring (see Ueda & Ohgushi, 1987 for a review). The pitch helix has a circular dimension, referred to as "tone chroma", and a vertical dimension referred to as "toneheight", and pitch rises one octave per revolution of the circular dimension. This representation of pitch is supported by the perception of pure tones; in this case the only continuous path from a note to its octave is along the helix through all of the intervening tone-chroma values. For any given chroma value, say C, tone-height is a discrete variable, namely the set of octaves CO, Cl, C2 ... C8. In the case of multi-harmonic tones, it is possible to move continuously from a note towards its octave without changing chroma. For example, consider the complex sound composed of all harmonics of 100 Hz starting in cosine phase (i.e. a pulse train), and the perceptual change that occurs when the odd harmonics are attenuated as a group. As the attenuation increases from 0 to 10 dB tone-height rises smoothly from the original octave (100 Hz) to the final octave (200 Hz) and there is no change in tone-chroma during this transition. This indicates that the domain of pitch for musical notes is more like the surface of the space enclosed by the pitch helix rather than a helical wire. There are at least three ways of modifying a pulse train and producing sets of waves that all have the same tone-chroma but which sound "higher" or "lower" than the starting pulse train. This paper presents an experiment in which listeners judged the tone height of a large collection of these sounds. The experiments show that waves with the same period can produce tone-height judgments that consistently differ by more than an octave.

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تاریخ انتشار 2004