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On Musical Beats and Their Relation to Consonance and Dissonance
Published online by Cambridge University Press: 01 January 2020
Extract
When two musical tones nearly, but not quite, in unison are sounded together we hear an alternate increase and diminution of sound, and the tones are said to beat with each other. The beats are caused by the alternate coincidence and interference of two systems of sonorous waves generated by bodies vibrating at different rates. The coincidence is felt as a reinforcement of the sound due to the coalescence of sound waves, and the interference as a silence due to the destructive effect of sound waves on each other. According to the generally accepted rule, the number of beats in a second is always equal to the difference between the vibration numbers of the sounding bodies. We shall have to take exception to this rule hereafter; but for the present we will use the term calculated beats to express the number of beats in a second which it gives for any interval. As it is received by physicists, the above rule does not imply that the beats can always be heard. Circumstances, as we shall see, may render them quite inaudible.
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- Research Article
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- Copyright
- Copyright © Royal Musical Association, 1887
Footnotes
Read by Mr. Baker, Assistant Secretary, in the unavoidable absence of the Author.
References
∗ It is vain to ascribe the audible beats in the above instances to combination-tones, for both theory and experience unite in saying that these tones have no physical existence when the intervals are gently sounded, and it is then the beats are most distinctly audible. Moreover, if the audible beats were due to combination-tones we would yet be unable to account for the inaudibility of the beats calculated by the usual rule.Google Scholar