Harmonica

Definition and stakes

Portrait of E. T. A. Hoffmann E. T. A. Hoffmann,  The Serapion Brethren, Vol. I

“ So that I think the harmonica comes the nearest, as regards its tone, to that perfection, which is to be measured by its influence on our minds. And it is fortunate that this instrument (which chances to be the very one which imitates those nature-tones with such exactitude) happens to be just the very one which is incapable of lending itself to frivolity or ostentation, but exhibits its characteristic qualities in the purest of simplicity. ”
Source: Gutenberg

Various,  Encyclopaedia Britannica, 11th Edition…

“ The connexion between acoustical and mathematical harmonicals is most probably to be found in the Pythagorean discovery that a vibrating string when stopped at 1⁄2 and 2⁄3 of its length yielded the octave and 5th of the original tone, the numbers, 12⁄3, 1⁄2 being said to be, probably first by Archytas, in harmonic proportion. The mathematical investigation of the form of a vibrating string led to such phrases as harmonic curve, harmonic motion, harmonic function, harmonic analysis, &c. (see Mechanics and Spherical Harmonics) . ”
Source: Gutenberg

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