Concept

Homorganic consonant

Summary
In phonetics, a homorganic consonant (from homo- "same" and organ "(speech) organ") is a consonant sound that is articulated in the same place of articulation as another. For example, p, b and m are homorganic consonants of one another since they share the bilabial place of articulation. Consonants that are not articulated in the same place are called heterorganic. Descriptive phonetic classification relies on the relationships between a number of technical terms that describe the way sounds are made; and one of the relevant elements involves that place at which a specific sound is formed and voiced. In articulatory phonetics, the specific "place of articulation" or "point of articulation" of a consonant is that point of contact where an obstruction occurs in the vocal tract between an active (moving) articulator (typically some part of the tongue) and a passive (stationary) articulator (typically some part of the roof of the mouth). Along with the manner of articulation and phonation, this gives the consonant its distinctive sound. Consonants that have a similar or the same place of articulation, such as the alveolar sounds (n, t, d, s, z, l) in English, are said to be homorganic. A homorganic nasal rule is the . An example of the rule is found in Yoruba in which ba "meet" becomes mba "is meeting", and sun, "sleep" becomes nsun "is sleeping". Two or more consonant sounds may appear sequentially linked or clustered as either identical consonants or homorganic consonants that differ slightly in the manner of articulation, as when the first consonant is a fricative and the second is a stop. In some languages, a syllable-initial homorganic sequence of a stop and a nasal is quite uncontroversially treated as a sequence of two separate segments; and the separate status of the stop and the nasal is quite clear. In Russian, the stop + nasal sequences are just one of the possible types amongst many different syllable-initial consonant sequences that occur. In English, nasal + stop sequences within a morpheme must be homorganic.
About this result
This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.