A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. Bach

This paper reports a corpus study of the 371 chorale harmonizations by J. S. Bach. Specifically, this study investigates what kinds of events are typical at phrase endings given various melodic conditions, i.e., how well melodic structure is a predictor of modulation and cadence choices. Each fermat...

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Main Author: Trevor de Clercq
Format: Article
Language:English
Published: The Ohio State University Libraries 2015-12-01
Series:Empirical Musicology Review
Subjects:
Online Access:https://doi.org/10.18061/emr.v10i3.4334
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spelling doaj-e34f877df797430db32757e18c1217042020-11-24T23:00:20ZengThe Ohio State University LibrariesEmpirical Musicology Review1559-57492015-12-0110318820610.18061/emr.v10i3.4334A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. BachTrevor de Clercq0Middle Tennessee State UniversityThis paper reports a corpus study of the 371 chorale harmonizations by J. S. Bach. Specifically, this study investigates what kinds of events are typical at phrase endings given various melodic conditions, i.e., how well melodic structure is a predictor of modulation and cadence choices. Each fermata event was analyzed by ear and encoded with regard to the local key area and the cadence type. The frequency of each cadence type was then tabulated with respect to categorizations of the melodic structure (in terms of the intervallic pattern and scale degree content) prior to and including the cadential arrival. It is shown that most fermata events can be categorized by a small collection of event types. As a result, a simplified conceptual model of cadence choice is posited. This model proposes that a basic harmonization default is to (re-)interpret the soprano note at the fermata as scale-degree 1, 2, or 3 in some closelyrelated key area via an authentic or half cadence. The efficacy of this model is found to be very good, especially given a stepwise melodic descent into the fermata. Moreover, an overall success rate above 90% can be achieved by accounting for other cadence types through the specific musical contexts in which they occur.https://doi.org/10.18061/emr.v10i3.4334J. S. Bachchorale harmonizationcorpus studycadencespedagogy
collection DOAJ
language English
format Article
sources DOAJ
author Trevor de Clercq
spellingShingle Trevor de Clercq
A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. Bach
Empirical Musicology Review
J. S. Bach
chorale harmonization
corpus study
cadences
pedagogy
author_facet Trevor de Clercq
author_sort Trevor de Clercq
title A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. Bach
title_short A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. Bach
title_full A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. Bach
title_fullStr A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. Bach
title_full_unstemmed A Model for Scale-Degree Reinterpretation: Melodic Structure, Modulation, and Cadence Choice in the Chorale Harmonizations of J. S. Bach
title_sort model for scale-degree reinterpretation: melodic structure, modulation, and cadence choice in the chorale harmonizations of j. s. bach
publisher The Ohio State University Libraries
series Empirical Musicology Review
issn 1559-5749
publishDate 2015-12-01
description This paper reports a corpus study of the 371 chorale harmonizations by J. S. Bach. Specifically, this study investigates what kinds of events are typical at phrase endings given various melodic conditions, i.e., how well melodic structure is a predictor of modulation and cadence choices. Each fermata event was analyzed by ear and encoded with regard to the local key area and the cadence type. The frequency of each cadence type was then tabulated with respect to categorizations of the melodic structure (in terms of the intervallic pattern and scale degree content) prior to and including the cadential arrival. It is shown that most fermata events can be categorized by a small collection of event types. As a result, a simplified conceptual model of cadence choice is posited. This model proposes that a basic harmonization default is to (re-)interpret the soprano note at the fermata as scale-degree 1, 2, or 3 in some closelyrelated key area via an authentic or half cadence. The efficacy of this model is found to be very good, especially given a stepwise melodic descent into the fermata. Moreover, an overall success rate above 90% can be achieved by accounting for other cadence types through the specific musical contexts in which they occur.
topic J. S. Bach
chorale harmonization
corpus study
cadences
pedagogy
url https://doi.org/10.18061/emr.v10i3.4334
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