The THREE-PART SONG-FORM, on the contrary, is unquestionably the most common of all the music designs. Probably three-fourths of all our literature are written in this form, with or without the repetitions, or in the related Five-Part form. It is therefore difficult to enumerate the styles of composition to which this admirable design is well adapted, and for which it is employed.
The GROUP-FORMS will be found in many songs, études, anthems, and compositions of a fantastic, capricious, rather untrammeled character, in which freedom of expression overrules the consideration of clear, definite form. It is the design perhaps most commonly selected for the Invention, Fugue, and—particularly—the various species of Prélude; though these styles, and others of decidedly fanciful purpose, are not unlikely to manifest approximate, if not direct, correspondence to the Three-Part Song-form. The modern Waltz is usually a group of Song-forms.
The SONG-FORM WITH TRIO is encountered in older dances, especially the Menuetto, Passapied, Bourrée, and Gavotte (though even these are often simple Three-Part form, without Trio); and in many modern ones,—excepting the Waltz. It is characteristic of the March, Polonaise, modern Minuet, Gavotte and other dances, and of the Minuet—or Scherzo-movement, in sonatas and symphonies.
The FIRST RONDO-FORM is sometimes substituted for the Song with Trio (to which it exactly corresponds in fundamental design, as we have learned) in compositions whose purpose carries them beyond the limits of the Three- or Five-Part forms, and in which greater unity, fluency and cohesion are required than can be obtained in the song with trio; for instance, in larger Nocturnes, Romanzas, Ballades, Études, and so forth. The peculiar place for the First Rondo-form in literature, however, is in the "slow movement" (adagio, andante, largo) of the sonata, symphony and concerto, for which it is very commonly chosen. It may also be encountered in the small Rondos of a somewhat early date; and is of course possible in broader vocal compositions (large opera, arias, anthems, etc.).
From what has just been said, the student will infer that the rondo-form is not employed exclusively in pieces that are called "Rondo." In the sense in which we have adopted the term, it applies to a design, and not to a style, of composition; precisely as the sonata-allegro form may appear in a composition that is not a sonata. This must not be overlooked. Furthermore, there are a few cases in literature in which a movement marked "Rondo" is not written according to the rondo-form.
The Second and Third Rondo-forms are so similar in purpose and character that they are generally applied in the same manner, with no other distinction than that of length. Besides occasional occurrence as independent compositions (for instance, the two Rondos of Beethoven, op. 51, the A minor Rondo of Mozart, the Rondos of Field, Dussek, Hummel, Czerny, etc.), these designs are most commonly utilized for the Finale (last movement) of the complete sonata, concerto, string-quartet, trio, and other chamber-music styles; more rarely for the finale of the symphony.
The SONATINE and SONATA-ALLEGRO FORMS, likewise, serve corresponding purposes, and are chosen according to the length or breadth of design desired. The sonatine-form may therefore be expected in the first movement of smaller sonatas, or sonatinas (as they are often called), but it is not infrequently employed in the "slow movement" of larger sonatas or symphonies.
The most distinguished of all music-designs, the sonata-allegro form, is almost invariably chosen for the opening movement of sonatas, symphonies, concertos, trios, string-quartets and similar compositions, sometimes in greatly augmented dimensions. It is also not unlikely to appear in the slow movement, and finale, of the symphony.
LESSON 19.—The student may now indulge in independent research, in the careful analysis of the following works:
The pianoforte sonatas of Haydn (every movement of each). The sonatas for pianoforte and violin of Mozart, Beethoven, Brahms, Rubinstein, Grieg, and others.