Acrididae
![Description de cette image, également commentée 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)
Acrida cinerea
Famille
Acrididae
Les Acrididae (les Acridides ou acridiens) sont une famille d'insectes orthoptères caelifères (criquets).
Dénomination
Cette famille a été décrite par l'entomologiste britannique William Sharp Macleay en 1821.
Synonymie
Morphologie
La taille des acridiens varie de 7 mm à 12 cm. Ils se distinguent par trois caractères morphologiques :
- des antennes courtes et formées d'un petit nombre d'articles,
- un organe de ponte composé de valves robustes et courtes,
- l'absence d'appareil stridulatoire sur les élytres analogue à celui des grillons.
Les acridiens possèdent une unité structurale fondée sur trois tagmes fondamentaux qui permettent de les reconnaître malgré leur variété d’aspects :
Taxinomie
Liste des sous-familles
La sous-famille des Oedipodinae est parfois considérée comme une famille : celle des Oedipodidae.