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Polish stress: looking for phonetic evidence of a bidirectional system*

Published online by Cambridge University Press:  06 September 2012

Luiza Newlin-Łukowicz
Affiliation:
New York University
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Abstract

This paper reports on a study of Polish stress, the only uncontested example of a bidirectional system with internal lapses (Kager 2001, McCarthy 2003). The results indicate that Polish stress is non-iterative, a finding that seriously calls into question the existence of this particular stress type. An analysis of the acoustic prominence of syllables traditionally associated with different stress levels suggests that Polish simple words exhibit only one (penultimate) prominence. The stress pattern in compounds is less uniform; they can carry one or two (penultimate) stresses, depending on their prosodic structure. I analyse the distribution of stresses in compounds as governed by clash avoidance. Specifically, compound stems are parsed into separate PWds and assigned separate stresses only if the emergent trochees are non-adjacent. Hence, four-syllable compounds like /tsuʤɔ-ˈʑεmʲεts/ ‘foreigner’ have one stress, while compounds like /banaˈnɔvɔ-arbuˈzɔvɨ/ ‘banana-watermelon’ have two. I ascribe this pattern to the undominated ranking of the *FtFt constraint.

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Type
Articles
Copyright
Copyright © Cambridge University Press 2012
Figure 0

Figure 1 Mean vowel duration (in ms) according to syllable position.

Figure 1

Table I Fixed-effect coefficients in a mixed-effects model fitted to vowel duration in simple words.

Figure 2

Figure 2 Mean vowel duration (in ms) for high, mid and low vowels according to syllable position.

Figure 3

Figure 3 Mean onset duration (in ms) according to syllable position.

Figure 4

Table II Fixed-effect coefficients in a mixed-effects model fitted to onset duration in simple words.

Figure 5

Table III Mean duration (in ms) of [ba] onsets according to syllable position.

Figure 6

Table IV Fixed-effect coefficients in a mixed-effects model fitted to maximum intensity in simple words.

Figure 7

Figure 4 Mean maximum intensity (in dB) according to syllable position.

Figure 8

Figure 5 Mean maximum intensity (in dB) for high, mid and low vowels according to syllable position.

Figure 9

Table V Fixed-effect coefficients in a mixed-effects model fitted to maximum pitch in simple words.

Figure 10

Figure 6 Mean maximum pitch (in semitones) according to syllable position.

Figure 11

Figure 7 Mean maximum pitch (in semitones) for high, mid and low vowels according to syllable position.

Figure 12

Figure 8 Mean pitch change (in semitones) according to syllable position.

Figure 13

Table VI Fixed-effect coefficients in a mixed-effects model fitted to pitch change in simple words.

Figure 14

Figure 9 Mean pitch change (in semitones) for high, mid and low vowels according to syllable position.

Figure 15

Table VII Mean pitch change (in semitones) according to direction of pitch excursions.

Figure 16

Tabel VIII Fixed-effect coefficients in a mixed-effects model fitted to pitch slope in simple words.

Figure 17

Table IX Means for all parameters according to syllable position in simple words.

Figure 18

Table X Fixed-effect coefficients in a mixed-effects model fitted to vowel duration in compounds.

Figure 19

Figure 10 Mean vowel duration (in ms) according to syllable position in compounds.

Figure 20

Table XI Fixed-effect coefficients in a mixed-effects model fitted to maximum intensity in compounds.

Figure 21

Figure 11 Mean maximum intensity (in dB) according to syllable position in compounds.

Figure 22

Table XII Fixed-effect coefficients in a mixed-effects model fitted to maximum pitch measurements in compounds.

Figure 23

Figure 12 Mean maximum pitch (in semitones) in different syllable positions in compounds.

Figure 24

Table XIII Means (in semitones) and sample sizes for maximum pitch in compounds.

Figure 25

Table XIV Fixed-effect coefficients in a mixed-effects model fitted to pitch change in compounds.

Figure 26

Figure 13 Mean pitch change (in semitones) according to syllable position in compounds.

Figure 27

Table XV Means for all parameters according to syllable position in compounds.

Figure 28

Table XVI Fixed-effect coefficients in a mixed-effects model fitted to vowel duration in four-syllable compounds.

Figure 29

Figure 14 Mean duration (in ms) according to syllable position in four-syllable compounds.

Figure 30

Table XVII Fixed-effect coefficients in a mixed-effects model fitted to maximum intensity in four-syllable compounds.

Figure 31

Figure 15 Mean maximum intensity (in dB) according to syllable position in four-syllable compounds.

Figure 32

Table XVIII Fixed-effect coefficients in a mixed-effects model fitted to maximum pitch measurements in four-syllable compounds.

Figure 33

Table XIX Means (in semitones) and sample sizes for maximum pitch in four-syllable compounds.

Figure 34

Figure 16 Mean maximum pitch (in semitones) in different syllable positions in four-syllable compounds.

Figure 35

Table XX Fixed-effect coefficients in a mixed-effects model fitted to pitch change in four-syllable compounds.

Figure 36

Figure 17 Mean pitch change (in semitones) according to syllable position in four-syllable compounds.

Figure 37

Table XXI Means for all parameters according to syllable position in four-syllable compounds.

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Luiza Newlin-Łukowicz

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