Distinction Between Bipartite And Tripartite Forms
The Sonatine Form
T The Second Rondo Form
The Necessity Of Form In Music
The Melodic Figure
Repetition Of The Parts
The Principal Song
The Sonata-allegro Form
2 Abbreviation Of The Regular Form
Random Music Lessons
Length Of The Regular Phrase
The Third Rondo Form
The Development Or Middle Division
Species Of Cadence
The Five-part Form
Locating The Cadences
Analyze the following examples. Locate the cadences;
compare the phrases and define the degrees of Unity and of Variety
exhibited in the melody, or elsewhere; and mark such irregularities of
forms (or extensions) as may be found:--
Mendelssohn, Songs Without Words, No. 35, measures 5 1/2-13. (By 5 1/2
is meant the middle of the fifth measure, instead of its beginning.)
No. 45, first 8 measures.
No. 29, measures 4 1/2-12.
No. 14, 1-8.
No. 34, 1-10.
No. 18, 1-9; 10-17.
No. 9, 3 1/2-7.
No. 27, 5-12.
Schumann, op. 68, No. 3, measures 1-8; 9-16.
No. 5, measures 1-8; 9-16. (Do not overlook the preliminary tones
which precede the first measure.)
The first eight measures of Nos. 6, 7, 8, 9, 11, 12, 15, 22, 23, 24,
26, 30, 32, 39. Also Nos. 13 and 28, first ten measures.
Beethoven, pianoforte sonatas: op. 2, No. 1, Adagio, measures 1-8.
Same sonata, third movement, Trio, measures 1-10.
Op. 2, No. 2, Largo, measures 1-8; also Scherzo, measures 1-8; also
Rondo, measures 1-8.
Op. 2, No. 3, measures 1-13; also Scherzo, measures 1-16; also last
movement, measures 1-8.
Op. 10, No. 1, Finale, measures 1-8; and measures 16 1/2-28.
Op. 10, No. 3, measures 1-10; also Largo, measures 1-9; 9 1/2-17;
also Menuetto, measures 1-16; also Rondo, measures 1-9.
Op. 14, No. 2, measures 1-8; also Andante, measures 1-8; also
Scherzo, measures 1-8.
After analyzing these examples, the student may venture to define the
periods in other compositions, classic or popular, especially such as
he may chance to be learning.
The processes of extension and development are applied to the period in
the same general manner as to the phrase. The results, however, are
broader; partly because every operation is performed on a
correspondingly larger scale, and partly because the resources of
technical manipulation increase, naturally, with the growth of the
Among the various methods adopted, there are three, each significant in
its own peculiar way, that provide sufficiently exhaustive directions
for the student of structural analysis.
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