From Grieg to Brahms: Studies of Some Modern Composers and Their ArtMason, Daniel Gregory
History
From Grieg to Brahms: Studies of Some Modern Composers and Their Art
Mason, Daniel Gregory
Composers -- Biography; Music -- 19th century -- History and criticism
Ordinary musical tones, the notes of the voice, the violin, and the
piano, for example, simple as they sound, are, like ordinary white
light, rather complex compounds of many simple elements. There are in
them seven or eight constituent or «partial» tones, quite distinctly
audible to the trained ear or to the untrained ear armed with
suitable instruments; and these partial tones, produced by vibrations
in the sound-emitting body whose rates are regularly related, bear a
certain fixed relation to each other, like the spectrum-colors that
compose white light. Not only this, but each partial tone arouses
its own proper sensation in the ear by stimulating there one of the
minute filaments called the cords of Corti, each of which vibrates
sympathetically to a tone of given pitch and to no other. Now we are to
imagine that when an ordinary musical tone is sounded, seven or eight
of these little cords immediately start a-tremble, and send to the
brain their messages, which combine there into the composite impression
we name «a tone.» If now another tone is sounded, one which starts
into motion another set of filaments, and if furthermore there is one
filament now set in motion that was also excited by the first compound
tone--if, in other words, the two tones happen to have a partial tone
in common, which in both instances excites the same filament in the
ear, then we shall have a sense of close relationship between them;
they will make together a harmonic group or form. This, as a matter
of fact, is what happens with any two tones that form what is called
a consonant interval with each other, an «octave,» a «fifth,» or a
«fourth.» If tones X and Y, for instance, are an octave apart, the
second partial tone of X will be identical with the first of Y; if
they are a fifth apart, the third partial tone of X will be identical
with the second of Y; if they are a fourth apart, the fourth partial
tone of X will correspond with the third of Y. It is obvious, then,
that all these intervals will give us the sense of harmonic form; for
they provide all the necessary conditions of a form, having enough in
common to be associated by our minds, and enough not in common (their
dissimilar partial tones) to be distinguished. When the partial tone
in common is so high, and therefore so weak, that it impresses us but
slightly, we shall have little or no sense of their being related; such
is the case in the so-called imperfect consonances and the dissonances.
When, on the other hand, all the most prominent partial tones of one
exist in the other, they will fuse into one impression in our minds,
losing the characteristic of form entirely, as is the case to some
extent with the octave and entirely with the unison. But when, as in
the case of fifths and fourths, there are both a distinctly audible
partial tone in common and others not in common, then we shall have
true harmonic forms.
Public-domain text, read in full here on John Shaqi.
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