The evolution of sonata-form design in Ludwig van Beethoven's early piano sonatas, WoO 47 to Opus 22
Abstract
This dissertation is an analytic and stylistic survey of sonata-form movements
in Ludwig van Beethoven's early piano sonatas. Schenkerian theory is adopted as the
primary methodology to illuminate questions of design and tonal structure posed by
Beethoven's sonata-form movements. The dissertation takes the middle-period
sonatas as a core repertoire and traces how Beethoven’s compositional traits as seen
in the early-period works evolve toward the middle period. Detailed analyses of
sonata-form movements in the Bonn and early Vienna period incorporate available
sources (such as analyses by Schenker, Roger Kamien, Janet Schmalfeldt, and others)
and serve as the basis for stylistic generalizations about Beethoven’s handling of
sonata-form design and other compositional devices. This work shows that the
structural designs and compositional devices in the early-period works evolve or
innovate toward the middle-period models. Critiques of views on sonata form by
Schenker, Charles Smith, Peter Smith, David Neumeyer, and others are integrated
into a discussion that seeks a reconciliation of the traditional theory of sonata form
and a generation of “ideal” Schenkerian formal models.
The examination of this repertoire through the Schenkerian analytic method
produces the following conclusions: 1) Beethoven had a limited set of prototypes for
deep-level sonata-form structure, but diversified them through various compositional
devices eventually to create polished and unique sonata-form designs; 2) from his
youth toward manhood, Beethoven’s tendency to rely on a limited number of
compositional devices and to use them insistently becomes more and more obvious;
and 3) Beethoven’s striking handling of formal, tonal, and motivic aspects in the
middle-period sonatas, which distinguishes them not only from the earlier ones, but
also from works by other contemporary composers, has deep roots in the early
Viennese and even Bonn-period works.