Les Ptérygotes (Pterygota) sont une sous-classe d'insectes à part (en opposition aux aptérygotes) dans la classification de Bey-Bienko. Ptérygote signifie « ailé ». Les insectes ptérygotes sont normalement ailés à l'état adulte bien que certains représentants aient pu devenir secondairement aptères (sans ailes), après avoir eu des ancêtres ailés. Il porte aussi le nom de Dicondylia, en raison du caractère dicondylien (qui présente deux condyles) de leur articulation mandibulaire.
Pterygota
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)
Volucella pellucens
Sous-classe
Pterygota
Lang, 1888
Infra-classe de rang inférieur
Caractéristiques
- Une articulation mandibulaire dicondylienne ;
- Des métamorphoses au cours de leur développement (d'où l'adjectif hétérométaboles) et jamais de mue postérieure à l'apparition de la maturité sexuelle (imago) ;
- Deux paires d'ailes sur le deuxième et le troisième segment thoracique, qui peuvent être apparues au Dévonien à partir d'extensions sensorielles (détection des vibrations) ou thermorégulatrices, et avoir secondairement disparu au cours de l'évolution (une paire chez les diptères, l'autre étant souvent relictuellement présente, transformée en balancier ou en élément équilibrateur). Chez d'autres groupes, ce sont les deux ailes qui ont disparu (chez la fourmi ouvrière), ou chez des ectoparasites comme les morpions, puces ou poux. Chez la cochenille, seule la femelle est aptère. Certains papillons femelles n'ont plus que des ailes vestigielles.
Classification
Les insectes ptérygotes sont classés en se basant sur la structure de la nervation alaire et la forme des ailes au repos.
Deux principales sections de super-ordre sont identifiées, selon ITIS :
Les ptérygotes se répartissent en un total de 36 ordres dont 8 sont fossiles. Les 25 ordres actuellement représentés sont formés d'insectes normalement ailés bien qu'un certain nombre d'entre eux aient perdu leurs ailes au cours de l'évolution.
Selon le type de formation des ailes et le degré de métamorphose, les ptérygotes peuvent se scinder en deux catégories :
En regard des métamorphoses, les ptérygotes ailés peuvent aussi se classer en deux catégories bien distinctes :
Remarques
L'origine évolutive des ailes n'est pas la même que celle des pattes ou des antennes/pièces buccales, etc., les ailes ne sont pas des appendices arthropodiens transformés. Ce sont en fait des évaginations de tégument.
Liste des ordres et infra-classe
Dendroleon pantherinus (Neuroptera)
Corydalus cornutus (Megaloptera)
Phaeostigma major (Raphidioptera)
Copris lunaris (Coleoptera)
Stylops melittae (Strepsiptera)
Panorpa communis (Mecoptera)
Rhyacophila dorsalis (Trichoptera)
Morpho didius (Lepidoptera)
Calliphora vicina (Diptera)
Ctenocephalides felis (Siphonaptera)
Vespula germanica (Hymenoptera)
Thrips tabaci (Thysanoptera)
Carpocoris purpureipennis (Hemiptera)
Pediculus humanus (Psocodea)
Titanacris Albipes (Orthoptera)
Grylloblatta sp. (Grylloblattodea)
Forficula Auricularia (Dermaptera)
Un Embioptera
Eusthenia sp. (Plecoptera)
Zorotypus hubbardi (Zoraptera)
Mantophasma zephyra (Mantophasmatodea)
Blaberus giganteus (Blattodea)
Stagmatoptera flavipennis (Mantodea)
Rhithrogena germanica (Ephemeroptera)
Anax imperator (Odonata)