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What is phonological symmetry? |
| Definition | |
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Phonological symmetry is the even distribution of phonemes throughout the articulatory possibilities of a given language. | |
| Discussion | |
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The inventory of sounds in a given language tends to be symmetrical. Sounds tend to be spread out evenly throughout the articulatory possibilities of a language. | |
| Function | |
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The symmetrical patterning of phonemes in language makes the following easier: | |
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| Example (Spanish): Symmetrical vowel system | |
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Here is an example of a symmetrical vowel system: | |
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Spanish is an example of a symmetrical five vowel system. The five vowel system is the most common among languages of the world. | |
| Example: Asymmetrical vowel system | |
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Here is an example of an asymmetrical vowel system that is not known to exist: | |
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| Instances: Consonant symmetry | |||||
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Consonant systems are symmetrical in their | |||||
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A symmetrical consonant system is one in which the following occur: | |||||
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| Instances: Vowel symmetry | |
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The following three parameters define the articulatory space for vowel sounds: | |
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A symmetrical vowel system is one in which vowels are near the extremes of the articulatory space available for the sounds in a given language. | |
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Symmetrical systems tend to be arranged in a “V-shaped” formation on a phone chart. | |
| See also | |
Context for this page:
Page content last modified: 5 January 2004 |
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© 2004 SIL International |