Critical and Historical Essays: Lectures delivered at Columbia UniversityMacDowell, Edward
History
Critical and Historical Essays: Lectures delivered at Columbia University
MacDowell, Edward
Music -- History and criticism
In a study of our system of writing music, it may be as well to
begin with the derivation of our sharps and flats. Observing
the third hexachord on our list we see that in order to make
it identical in structure with the first and second, the B had
to be lowered a semitone. Now the third hexachord was called
soft. The B[flat] in it was accordingly called a soft B or
B _molle_, which is still the name in France for a flat, and
_moll_ in German still means minor, or "soft" or "lowered." For
the fourth hexachord, which was called hard, this B was again
raised a semitone. But the flatted B was already indicated
by the letter _b_ or round _b_, as it was called; hence this
B natural was given a _square_ shape and called B _carre_,
[illustration]. The present French word for natural (when it
is specially marked) is _becarre_; the German word for major
also comes indirectly from this, for _dur_ means "hard."
An explanation of the modern German names for notes will be
easily understood in this connection. In the German nomenclature
the letters of the alphabet stand for the notes of the scale
as in the English, with the exception of B. This B, or "round"
B, in the German system stands for B[flat], which is more
logical than our English usage, since our flat is merely a
slightly modified form of _b_. The German B natural is our
letter _h_, which is merely a corruption of the square _b_,
[illustration], which by the addition of a line in time
became our [natural]. The Germans have carried the flatting
and sharping of tones to a logical conclusion in their present
nomenclature, for by "sharping" the sound of a single letter it
is raised a semitone from its normal diapason, thus F becomes
_Fis_, G _Gis_. On the other hand, in order to lower a tone,
the letter representing it is "flatted," and F is called _Fes_,
G _Ges_, the only exception to these rules being the B which
we have already considered.
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